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acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnvAAAZ7wE1IBEyAAACFHpUWHRtb2xTb3VyY2UAAHichZRZj5swEID/ysjPjS/uKGSVdlWp0m5X6m6lvlUOOFmkYK+AXP++Y6BpSFKiEJjrG+yZwbOHQ7mBna7qwpqUCMoJaJPZvDDrlPx8+zqJycN8lmEQBpo6Je9N8zFlbL/f0+xdl+pgDc1sSTr/9FAXg5i9R221ZpJzwX49P722zKQwdaNMppGqi2ndGp9sppp2Ff95BStVtSsM68JZWe26bL8ldxenhzon//byBX0LRGFVbDSsbFWqBnaSU7z4J1hroyvV6ByWRzR71Me9z2fPjzbblto0KLoMRaY2r021zdBQ2o3OtpgMhW+PKSkFAqqx5aKq1BGc5MxKgJKgPFA+qABUCCoCFYNKQAmOf/QLDBAe1nqj3cvejh8aVwzd7/vZ/TO8wAuWSaYkoCKJYvBoHPoCJA087oNAYxjBBLcVRglMUI88cdJ7dx/co32i/hGiTwQEjtL13+MyxnAe4eNSC5IwQS32UcNqxXGEGUPRal4s4wstoIk8GbFS7FSq+WxpTX4mQpGnZClIW8MfelXLvowEbJXrClfmErjQc0AOAVf0E7C4BXhDwLVoHPCHgGvoOBAMAdf+cSAcAm5YxoFoCLjRGgfiqz3cAZIh4CZ3HBB8SLSDfgcRV727i1y0u/uWxidEXHS8+/buMP4NxrvFsLMxZn9PBxSvTg52dqwwPEznfwClJJzCUQTRTAAAO+JJREFUeF7t3Qe4FNXdx3FMsECMoiL2hvqa2KNYsRdEsGBBBaPG3kv0tXcJvoISYw0goCCKiqiggAjSQUFAsKAiTVG6giIgtvPe32xmMnvu3TJny53d/X6eZx6ROXt3dy47v5055/xPHQMAgIM69l8AAJANAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAANSe2bONuf12Y/bf35hGjYxZe21jNt008f+33WbMrFn2I6qrUyexZStqe6TEUQRQfL/+asyttyYCwz+h17Rp/y23JNqnEjUQorZHShxFAMX122/GnHZa4iS+1lrGtGljzKBBxixaZMxPPxmzeLExgwcb07ZtYr/aqb0eV5OogRC1PVLiKAIorvbtEyfwDTc0ZuhQe2+yYcOM2WCDRHs9riZRAyFqe6TEUQRQPEuWGFO/fuIE/vrr9t6aqZ3a63F6vC1qIERtj5Q4igCKp2PHxMn7+OPtPek1b554nB5vixoIUdsjJY4igOI57rjEyfuFF+w96fXpk3icgsQWNRCitkdKHEUAxbP11omT99y59p705sxJPE6Pt/mBEHVDzjiKAIpnvfUSJ+9Vq+w96am9Hlevnr2nejBkuyFnHEUAxVPIAMlW1PZIiaMIoHi22ipx8i7ELaxsRW2PlDiKAIqnWbPEyTtqJ7ra63HqhLdFDYSo7ZESRxFA8XTokDh5t2hh70lPw371OIbxxgpHEUDxqEyJ+jFUokTlS7IxcGDihK/H6fG2qIEQtT1S4igCKK57702cwBs0MGb4cHtvshEjEu3Uvl07e29C1ECI2h4pcRQBFJcq67ZqlTiJ/+53xpx9tjFvvpm4ulAxRZUrGTLEmHPOSexXO7VPVZE3aiBEbY+UOIoAiu+XX4y58cbM5dzr1k20U/tUogZC1PZIiaMIoPbMnJlYF2S//Yxp2DARGPpvkyaJdUC0P5OogRC1PVLiKAIAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAIiPxx83pn59Y+68096DGCJAAMTHAQckZonXtHAUYocAARAfKmGiANliC3sPYogAARAfBEhJIUAAxAcBUlIIEADxQYCUFAIEQHwQICWFAAEQHwRISSFAAMQHAVJSCBAA8UGAlBQCBEB8ECAlhQABEB8ESEkhQADEBwFSUggQAPFBgJQUAgRAfBAgJYUAARAbXzZrYj5vVMfM2YMAKQUECIDY+HuHJuaEK+uYc28jQEoBAQIgNpq80sTU6VLHbPEsAVIKCBAAsUGAlBYCBEBsECClhQABEBsESGkhQADEBgFSWggQALFBgJQWAgRAbBAgpYUAARAbBEhpIUAAxAYBUloIEACxQYCUFgIEQGwQIKWFAAEQGwRIaSFAAMQGAVJaCBAAsUGAlBYCBEBsnPTmSV6A7NtvX3sXYogAARAbC1YuMA9/8LCZ9d0sexdiiAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEAC1QvM9atrqPlXXNOzZ0Bzx+hHmsY8eMz/+8qP9UMQEAQKgVtjBkWrbs++eZsnqJfbDEQMECIBa4QeE7edffzZfrPjCPPXJU2bjZzb22lww8gK7GWKg+m8PAIogVYCEDfpykNdGt7QQP+l/ewBQINkEyHdrvvPa1Otez96FGEj/2wOAAskmQN6c96bXZo++e9i7EAPpf3sAUCCpAkR9IPN+mGd6fNrDbNJzE69N5+md7WaIgeq/PQAoAj9A0m079tnRdP2kq/1QxAQBgrIxZMgQs8EGG5i1117bPPjgg+a3336zmyBG7LCoaVvnqXVMm7fbmMWrF9sPRwwQICh5c+bMMa1btzZ16tRJ2g444ADzzjvv2M0RE35I2H797VfzzY/fmOFfDzdnDjvTa7PLi7uY5WuW201Ry6r/9oAS8cMPP5g77rjDrLfeeknBsdZaayX9+ZxzzjFfffWV/XDUslQBYrtq7FVeu7veu8vehVqW+bcHxNCzzz5rttpqq6Tg2GWXXcygQYPMBx98YI488sikfeuvv75p166d+fFHymLERbYBotUJ1W73vrvbu1DLMv/2gBiZMGGCOeigg5LCoUGDBuaf//yn+emnn5La9uvXzzRu3Dip7Q477GD69u2b1A61I9sAWfPrGq9d/e717V2oZZl/e0AMzJ8/35x33nlJt6d+//vfm4svvtgsWZK6TpKuONq3b+9dgYSD5IgjjjBTp061m6OIsg0Q/wpko2c2snehlmX+7QG1aM2aNeb+++83f/zjH5MC4PDDDzfvv/++3Tylr7/+2px77rnVAuiSSy5JG0AonGwD5IoxV3jtmg1sZu9CLcv82wNqySuvvFLtFtT2229vXnrpJbtp1t59911z4IEHJv3MVLfAkJuvfvjKnDP8HO/W078+/Je9O2WAaBTWtz9+mzQKS9uQeUPspuaFmS94P//kISebGctn2LtRYNV/e0AtUyf4UUcdlXSS/8Mf/uB1gq9evdpu7qRXr141dsIPHjzYboqIVv+y2rSb3M6s32P94OTftH9Tu1mwL9Om9UEe+fAR++Ge1kNbB+00Z+TGd2/06mehOAgQxMbSpUvN5ZdfburWrRuc1HXL6a9//WtBhuGmGgbcokUL89lnn9nNkYW+s/qa7Z/fPikAGvdpbMYuGGs3rRYU/rZWl7XMH3v80VsH5Npx15rpy6bbDw189O1H3uis8OMb9Wpkun3SzbuSQWERIKh1P//8s3nkkUfMRhttlHQi33///c348ePt5nmniYinn3560nNrNvv1119vli9n8lo2pi6d6q0gGD6R6wqk/ZT2BV9R8JfffjFPfvxkUDfL3/bpt48Zs2CM3Rx5RICgVg0bNsb8+c9/Tjp5b7HFFuaZZ54peimSESNGmL322ivptWy66aama9eu5tdf+TZbE60UeMnoS8zvu/4+6QrivBHnmfkr59vNC0r9JteMu8as/dTaSUFy1rCzvAWqkH8VGyB///vfTcuWLb1OVRTfF18sNxdf/KRp2PBQs846iSuPdddd19x6661mxYoVdvOi+eWXX0yXLl2qXlfDpCDZe++9zciRI+3mFeunX38y//zgn6bB0w2STtYHvnqgmbBogt28qHTL69iBxya9Lq0ncveku83Kn1fazZGDigyQf//730knB00uu/HGG4tyu6TS/fDDGvOvf71jDjzwKbP77u3MNtucYTbYYFdzyimnmFmzZtnNa82yZcvMdddd593KCv9bUc0t3fKqZFolULWpwiforXpvZXrN6GU3rVUD5g4wO7+wc9Lr3Oa5bczznz9vN4WjiguQL7/80hu2GT4phLett97aXH311d63TW5b5M+vv/5mXnvtE3Pssb3Mvvt2CbaWLTuYMWOyn89RbJ9++qlp3rx50r8RdbrfeeedXid8Jfl02aemxeAWSSfk9bqtZ+547w7zw8/xPBaaxd5xakezwdMbJL1ujQqbtGSS3RwRVVSA6PbEIYccEpwITjzxRK/QnkqA20GibbPNNvMmmg0bNszr6IWbKVMWmLPP7pcUHEcd1dP07fuxFyylYODAgd4wX/vLhmpylTtVwb3+neur9S2cPvR0M+f7OXbzWFq0apG5cNSF5nddfxe8fv35gpEXmIWrFtrNkaWKCpC77747+PDvs88+3ixn0X9VhO/88883m2yySbUg0bbxxht7+3UioSBfdhYsWGFuvXVYUnAccMBT5sEHx5nvviu9Y6iJhp06dap2BavaXBMnTrSblzwNg9ViTpv23DQpOPZ6eS8z4usRdvOSMHnJZHNI/0OS3k+DHhuYoQM6mN9+SpwPkL2KCZDRo0d7pSv0gVddpFTj/HWloSuOSy+91Gy++ebVgkSbympoboKK9a1atcr+ERVv9eqfTZcuk8zBB3dPCo8rrxxoZs9eZjcvOYsXL/ZqcPn/nrRpvopqdalmVzkYOX+k2fvlvZNOtA17NjRdpnfxhs2Wuj4z+5htn9vWe1+H31DHvNCk6lS4007G9O9vN0UaFREg3377rdlmm22CD/vTTz9tN6mRhpGOGjXKXHvttUmPD2/169f3Olaff/75Wh09FBeDB39uWrR4Lik4TjnlhaoAL79hlKrFpZpc9pcL1e7yr25LzZxlc5Jmd2vTrau/j/+7Wbam9MM/bNXPq0yHd+4x955R33zdoOpUWOc/2zHHGPPxx3Zz1KAiAkQjfPwPeJs2bezdWdPqdjfddFO1+kz+ps5V9atoDoNG8VSS6dOXmAsu6J8UHIcf/rTp2XOq+emn8h6MoNpcqtEV/regfyOq5VUqflj5g7mz251mvavWM3Ue+294HD/oeK/zvJytXvClMTov+AGirW5dY666yphvvrGbI6TsAyQ8ZFcf6u++y0+dnClTpngjcf70pz9VCxJtGv7ZrFkz0717T7N0afmGyTffrDL33jvS7Ldf1yA49Of77hvl7asUqtF13333eTW7wv8OVNPrww8/tJvHSrA4145Vr/nkqu22xBKyA78YaDctb2PHmqp/wMlBsskmxjz+uO5t261hyjxAPvroI1OvXr3ghF6oSYPTp0/3Th72LGZt9etva7bZ5mTzt791Ny+++JFZvLg8JjLpqkJXF4cd9nTSVcdFF/U3n3xSueXRVbNL/WPhsvGq7aUaX6r1FSfVFueqX8c0OKqB6fRmJ2+iYEXS0P3u3Y3ZbLPkINltN5VNsFtXvLINEH0j3H333YMPx//93//ZTQpi5syZ5oEHHjAHHHCA97wbbrin2W67v1aFy0PBSfbCC/ub3r2nmfnzS7PPZNSouaZVqz5JwdGy5XNmyJCZdtOC0PodY6u+LWrG+A033FAVzn/zCiBqkSidEHU7Sf/V/6vagPb/7//+r1eSRJNFi3Ei1/Oollf4y4RqfT366KO1PiQ87eJc31Ru+CfRnYqbbjJmnXWSg6RVK33I7dYVq2wDRN/4/A/H0UcfXSuTAr/8cp7p3Pklc9ZZD5smTf57sg1v55zzStUXnilVbfNza62QZs36tuq4vpH0+ps27e6NuPrxx8KdFGfMmFF1HDubM844o1qJEddNc3zatm1runXrVrCZ5RqEof4w1fYKP7dqf7311lt284LL1+JcFeXzz4056aTkEFl3XWNuucWY77+3W1ecsgyQV199NfhwqBheHIZWLlmy0ps4d9llr1d9M32qWpBoO/PMvt7JWCfqONGcjQ4dxlZ73bff/rZZuLAwV1G6/agBC9tuu221k3+qTYMYdPXhb3aZ9nTbTjvtZO65556ChMn3VSca1fhSra/wc2rAhcKxGAqxOFdFGTrUmF13TQ6SzTc35vnKLotSdgEyb948b9KfPiC6RH/jjTfsJrVu2bLVpn//T83VVw/yakLZQaJNQ1+feGKiN7opqvDPGTFijr27Gr9tTTQZ0C4/8te/9jNTpy6wm+ZMw6BV1n3fffetdoL3tx133NEbSad1zvv27WumTZuWcS7OypUrvfXPdbJUX9VZZ51VbdRUeNM3ci04le8VClXrKzwiUNs666zj1WHL1+AOmzrwa1qcS8chX4tzVQzdenzsMVN1gvlviFSdYzLe0po921R92zJV38CMadTImLXXNlXfbBP/f9tt+odhP6I6//myFbW9o8I/QxHpNtVhhx0WfFA0fyPuVqxYYwYOnGGuv35ItYl3/nbiic97BQinTcuu5EL4seqryDSMNl2AjB37RbBfQaLgy3f5Ec3Tuffee4PgD2+a9a1yM5q788UX+Z1Lov4q9YuceeaZ3nwe+7kVMrp1lu85HW+//XZS/5w23VLT7bR83Wot9uJcFUVDe6+4IjHUd4st9I3QbpGg32XVlacXGDqZp9q0X7fE0v3u/bbZitreUeGfoYh0EvI/LCq/XWolR1at+tnriFb5j0MOqTlMjj++t+nYcZyZPHl+yhO537Z165e8/6rDPp10AaLnUB9Nt26TvUq6+aRihLdXfTOza5FpxNwJJ5zgXTEU63eo19KjR49qEwO1aRKpTu75XJ9EddmeeOKJaqVzVGJnzBj3RZBqe3GuiqIgSVVQU/9WTjstcRLXVYrmmQwaZMyiRRrCqHIGmnVrTNu2if1qp/ap/o1pv7ZsRW3vqPDPUCQaleN/29Il+ieffGI3KSlr1vzi3X66887h3oQ8O0j8KwL1TaxcmXyrxd8/btyX3n+POOJps3x56tsV6QKkUFQGxp7dryC5+eabzcKF2V1pFYr6JVT3zC7lfvDBB+d9ToeuvlT9OXyloE232aJecQ0ZMiQ2i3NVvPbtEyfwDTdM9J+ko+HBVf/2vfZ6XE20T1u2orZ3VPhnKALN+g53turbYjnRLSiFgSbsHX10z2pB8txzHyS1DweC+ln0ZwVNKsUMEHVSH3/88UknOX1bVge2TqZxMnv2bG9oazhI9Odbbrkl71dGmkt07LHHJh0XzWFSAVD14aSjwFOHfPixcVicq2ItWWJM/fqJE/jrr9t7a6Z2aq/H6fE27dOWrajtHRX+GYrgtKpLP/+Do/vZ5Uy3lCZO/Nrcf/8Yc9xxz5pDD+1R9a14UVKbcCCoeKFGT2lLVciwWAGiq44Nq76R+b8r3ZO/4IILijIvIxe66tDVR/gErY7+uXPn2k1zNmDAALPzzjsnPZeu1FRrzaaOd3XAqyM+3D5ui3NVnI4dEyfvqi9KkTRvnnicHm/T32vLVtT2jgr/DAWmyWT+B0ednsuXL7ebVBw7EHT1of/X1UhN7Pb5pk5o3aYJn+Q0a3/cuHF209jSLSD9Wwv3LajTX+X9803Hq2PVScTuG9JaNpMmTfI62nWV3ahRo6T9e+yxh9dBj1p23HGJk/cLL9h70uvTJ/E4BYlNf68tW1HbOyr8MxTQxx9/HIye0T3kQnUS6rbL61WXmFoL4rLLLvNuwdQ061l/r/1qp/aFmFOQDTsQNI/jyCOf8f5u/Ph5oZYJdvt8WrRokdlvv/2Ck5yuOjQrvLZnY7vSipZ+lQFtv/vd7wpW5UDH7sILL/SeI/x89ogxdcQ/+eSTXsc8YmDrrRMn76hXqDpf6HF6vM0PhKhbgRX+GQpEY9j33HNP43+I/vGPf9hNnKlPRR2PKvcQZSJbTZser59TzAq9NQWC+kn0dxqZZY/eqql9PqgPIXw7Ric6BWup0/yQq666Kun3rFtJhTJ58uSklTT9Tf0x11xzTez6jireeuslTt4Z5idVo/Z6XL169p7qwZDtVmCFf4YCufLKK43/QTryyCNzHj+vb2/9+/c3p59+elYzmNXBGZ717BdtTLfp5+rn63kK+W2xpkD4+edfvcmJ+nvNiA+rqX2uNHEvXMJDYa9v7+VEkw3DHexa/jjXf4fp9O7dO3guLYqmjnfEUCEDJFtR2zsq/DMUgE7AfiE41UbKZWKU7jc/9dRTXikL+4SvTWWuNflKRfAGDx6c8baU9qud2utxXpnsGn6unk/Pm+9JapIqEFQEUX+vkVyawOhL1d6VwiO87Ksmd5Zr35SuqMJfHnTLqVB05eM/z6mnnmrvRlxUfearfkmFuYWVrajtHRX+GfJMYeFPvlKIaNSKK62DsHXVL8s+ue+6667efe1PP83PQjr6Ofp5+rn2c+n59TryKV0gXHHFQG+fZrb70rWPSretwlceGhFU7iUzRo4cmVSgUBNaC4EAKRHNmiVO3lE70dVej1MnvE1/ry1bUds7Kvwz5JFuD6iz2v8QaWSPC3W+h3+ONnXCq2SG7jcXkn6+nseeOKbXo9eVD+kCYebMb7wFn1SDa968RP2ldO2jUKdv+EquVatWBb1VFyejR49OuvWZ7bLJURAgJaJDh8TJu0ULe096GvarxzGMtzDatWsXfIA0DNRlMpfKPITHzfvrIOibczH5k9T0/P5r0evS68tVpkBo3360t//GGxMlxTO1z4ZuxYXXv1BJkHK/8rC9+OKLwYgp9Y0oVPKJACkRKlOifgyVKFH5kmxoOLhO+HqcHm+LGghR2zsq/DPkieYM+N/aNYwxageiRkDpG7H/AdSm4ZiFvuLIRM8fHhaqTa8zlxFbmQLh229XB+VRVFMrU/tshOd5KNzLtc8jkwcffDA4DhqBl88RUgRICdFtTJ3AGzQwZvhwe2+yESMS7dS+6ktyjbRPW7aitndU+GfIA51Mw+W3VUE1CtUUCq9drm/6Dz/8cGzqA+l16PWEr4z0eqPWQvJlEwi9ek3z2px9dr+s2qfz8ssvB69b/VPlNtoqKpWb94+HRt3lCwFSQjQaT6sX6iRedVVa9UEz5s03E1cXKqaociVDhhhzzjmJ/Wqn9qlG8UUNhKjtHRX+GfKgdevWwQdHf45CCxOFR0LtsMMO5r333rObxYJel16f/1r1uvX6o8omEFRf6+STk5eldaFRZ/6IKw1qKId5HrlSiZHw7zFftdkIkBKj/j/ND8pUzl1l4dUuXX+h3zZbUds7Kvwz5EhDXf0PzXbbbRfp1o5OvuE1JlTP6BuVYI4xvb5w3SW9/qghkm0gDB8+J+cACRdG1AxzJKgqgn/LVeVPtI57rgiQEqUFp7QuyH77GdOwYSIw9N8mTRLrgGRakEqiBkLU9o4K/ww5UEl2lWbXB0Yfxii1k3T7JzxEV+tLZKpqGhd6nXq9/mvX+3C9nVVIKo7ov0b1e+R7Bb9Sp2q4/vG59NJL7d2RESCIm9gGiEZY6aTkf2C0BGe2dJUS7vNo2bJlydVe0uvV6/bfg95PlKuvQtMCTP56Hhp5FCXcK4WOkf8lRqPtpkyZYjeJhABB3MQ2QMKjejQkNEqJiPC607odVCpXHja97vDtLL2vuNBKgv7rKuTs61KnMuz+cdJcn1wQIIibWAaIZpf7pUo0qmfevOoVZFPRPAr/Q9a4cePY93lkotev9+G/p3zME8mVhqb6pcbzdX+/nDVt2jT4/b3zzn8rAERFgCBuYhcgX3/9tVffyv+gvPbaa3aTlDSTWyux6XEaEjtx4kS7SUnS+/CH+Or95WvGuqvw2vNaSRDpqTaaf7xyuYokQBA3sQoQ3aY66qijgg+JKu5GES5PonkV5UTvx39vud4KyYWWSPVHtukqJJ8T5cqZ35+n/iLXGmsECOImVgHSvn374AOi1dWilMIIl7rWzO4ofSalQO8nPGNd79fFZ58trbrK+97+66yFbxFqbXBkJ/zv84orrrB3Z4UAQdzEJkB0b9hfW0GlSqLcplEdJn9EkEa71HZ5kkLR+/JrZ+n9Ri0FP3bsF958j6ZNu5ulS90GFmgtcD2/flcLFy60dyMFjarzqxTrFq3LqEACBHETiwBR3aTwzN3OnTvbTdIKTzZUgcJypvfnv1e97yh69pwaTBqcOnWBvTsjTWj0n1vzVBDNddddFxw/l7XUCRDETSwC5Mwzzww+GKeddpq9Oy2VC/dLiGuy4axZs+wmZUXvz5/hrPcdpVx6rgFy0003Bb+nl156yd6NDCZMmBAcPy02FhUBgrip9QDp3r178KFwqV6q1Qn9x2udjUqg9+m/Z73/bOUaIP768Bq661JKHyb4sqMFqKLO3CdAEDe1GiAajeKXKtG9/TFjxthNMlK1U/9DNWnSJHt3WdL79N9zlGqvuQTIjBkzKi6oC+GGG24IjqPqZUVBgCBuai1A9A32L3/5S/CBcJlPoNIe/ipwu+22m727rOn96n3r/Wdb4iSXAFG/lP+7KsRqe5VCk2T946hljqMgQBA3tRYg1157bfBhOOywwyLdy/f17Nkz+BkPPPCAvbus6f36713HIRu5BMgZZ5wRPF8cCzuWCoW9v2ph8+bN7d1pESCIm1oJkDfeeCMoVaJJaa4LEJ133nnBB8p1clap0vv137uOQzZyCZBGjRp5z7XjjjvauxCRf+WtfpAo85UIEMRN0QNk/vz5ZtNNNw0+CK+88ordJGt+p64WXqpE/kJZOg7ZcA2QxYsXB7+vs7WyGnJyySWXBMdz7ty59u6UCBDETVEDRN+2jj766OBDcPnll9tNsjZ79uyKP6npffvHQMcjE9cAGT16dPA87VKt2YyshddNHzp0qL07JQIEcVPUAFGnof8B2H333SOVKrFp6VT/Zz366KP27oqg9+0fg2yWknUNkPBETeZ/5E4FQv3j+eSTT9q7UyJAEDdFC5B33303KFVSr169yMu02jp16hR8mIZocfoKpPftHwMdj0xcA0RL1frPM23aNHs3Ipo+fXpwPDU7PVsECOKmKAHy3XffJa1pEeVbVyrh+8hz5syxd1cEvW//GOh4ZOIaIOFbZfpdIjdaqdA/nmeddZa9OyUCBHFTlABp06ZN8A8/l/UQwk488UTv52lIZJSRLOVE79sfEqrjkYlrgJx00knBsf7tt9/s3YhIx9AvihmlphgBgrgpeIBo0pn/j14VZPO1QqC/9oeGQlYyvX8dh2zWCHENkCOPPJJjnWf+io7Z/N58BAjipqABohLt/nwPfeMaNWqU3cSZX1Z8yy23tHdVFL1/HQcdj0xcA6RJkyYc6zzzh2Bn83vzESCIm4IGyB133JF09eGyBkIqu+66q/dzVZyukvnF+XQ8MnENEI51/kX5vfkIEMRNQQNk1apVwTdkbQqUfOEKJIErkNLEFQjKQUEDRD7//PPgPr1uY40YMcJu4oQ+kAT6QEoTfSAoBwUPEOnVq1fwD1/fvJYuXWo3iYxRWIzCKlWMwkK5KEqAiFZg8//x64SUK+aBMA+kVDEPBOWiaAHy/fffBx2H2h577DG7SSTMRGcmeqliJjrKRdECRCZOnGjWWWcd7wOghZByORlRC4taWKWKWlgoF0UNEOnYsWPwIdAQxpUrV9pNskI13ujVeLt1G1t1zO/2tilTsl8Uimq8+UU1XpSLogeIOhCbNWsWfBCyuXefCuuBRFsP5PHH+5rNNz/e2yZO/NjenRLrgeQX64GgXBQ9QGTBggVms802Cz4Mffv2tZtk5TxWJPQ2HYdsPPTQo2bddRt62/jxE+zdabEiYf6wIiHKRa0EiAwePDgoc7LRRhs5rbPNmuiJ957tmugdOnQIHjN27Fh7d1qsiZ4frImOclJrASLXX3998IFo2rSp+eWXX+wmaenDqM54PX633Xazd5c1vV+9b71/HYds5BIgnTt3Dh6rAplwM2DAgOA4aoG1KAgQxE2tBsiaNWuCkiTa7rrrLrtJRqeffnrw+EmTJtm7y5Lep/+e9f6zlUuAzJgxI3jsOeecY+9Glm644YbgOI4fP97enRYBgrip1QARnZjWX39970PhUrG3f//+FXdi0/v037Pef7ZyCRDxBy3oluOPP/5o70YW/LlQ6v9QIERBgCBuaj1A5Jlnngk+GFtvvXWkNUN028v/UNatW9fMmjXLblJW9P70PvV+9b6j3PbLNUBuuumm4PHMB4luwoQJwfFTZYaoCBDETSwCRNq2bRt8OFq1amXvTis80e3iiy+2d5cVvT//vep9R5FrgGgde//xUWo4IUGzzv3jN3DgQHt3RgQI4iY2AaIaSxoi6n9AnnjiCbtJSupL0Xojepxug02ePNluUhb0vvwifHq/et9R5Bog4vdZrb322mbhwoX2bqSgtXC22GIL79g1bNjQaW0cAgRxE5sAEV3i68SkD0i9evXMhx9+aDdJqXfv3sGH64ADDog0vr4U6P3offnvUe83qnwEyCOPPBL8jFtuucXejRTC/z6vuOIKe3dWCBDETawCRPz5DXXr/rHqhNnKrF6d/bdsf40QbQ8//LC9u6Tp/fjvLcoaEmH5CJAVK1aYjTfe2PsZWtPi22+/tZugBnvttZd3zDQHxHXSKwGCuIldgOibdosWZ5hNNjnQbLPNmebuu1+xm6T08ccfm3XXXdf7gKloo4o3loNwEUq9P71PF/kIELn33nuDn3PPPffYu2HRpFn/eJ1yyin27qwRIIib2AWILFz4jWnS5Dqz2273eZVj3347c6FAX/gWS+PGjSON6IojvX69D/896f25yleA6KrDX1FPQ3qXLFliN0GIJsn6x/2dd96xd2eNAEHcxDJAZMyY2VUhkig9fuSRz1SFygq7SUr6lud/0A4++GDnir+1Ta9br99/L7l8e5V8BYjcfvvtwc+68MIL7d34j+effz44Tq63Hn0ECOImtgEinTqND9avuOii/ubXX7NbTlWlPf70pz8FH7aWLVs6jXqpTXq9et3+e9D7ybZkSSr5DBCtquePfNN9/XHjxtlNKp6OkeY16Rhp9NyUKVPsJpEQIIibWAfImjW/mLZt+wUh0qVL9qVKVPDP//Bq07yFUrkS0evU6/Vfu95HPgoY5jNApF+/fsHPUydx1JnV5e7WW28Njs+ll15q746MAEHcxDpAZO7cZebQQ3t4AbLffl2rvsVlv5KeJr75I4a06XZQ3PtE9PrCt630+vU+8iHfASLHH3988DO19C0SVOfKrxiQr34iAgRxE/sAkf79Pw2uQlq0eM589132dZh08vUXXtK2ww47mPfee89uFgt6XXp9/mvV685XeEghAmTOnDmmQYMG3s9Uef5sltYtd5oUG/49duvWzW7ihABB3JREgMittw4LQuTGG9+yd6el2z/hPhENidW8Cq2OGAd6HXo9/lBdbXq9+bhtFVaIAJGXX345+LmbbLKJ+fLLL+0mFaVNmzbB8YhSLTkTAgRxUzIBsmLFGnPiic8HIfLyy9HmQqgDWjW2/A+gNs3sru2yJ3r+8AxzbXqduXaY16RQASJXX3118LPVH7J8+XK7SUUIr3eu6sX5nGhJgCBuSiZA5IMPFlWdbJ/yAuTgg7ubWbOifzg1jyL8TV+jY1SgcPbs7Oea5IOeT8/r17bSpteVyzyPTAoZIKrLtf/++wc///DDDzerV6+2m5W1F198MVhtUCV5Ro8ebTfJCQGCuCmpAJEePd4PrkLOOKOvN1IrKs3kDpc90aYOT62zUegrEv18PY/fwepvej2uM8yzVcgAkUWLFgWl9bXpSipKuflSprDwV8fUVohVGwkQxE3JBYjmglx++RtBiDzwwBi7SdaeffbZpKG+/rbrrrt6y4261iyy6efo5+nn2s+l59frKIZCB4joysqvOqtNkx/L/Upk5MiR3gJR/ntWqZdCIEAQNyUXILJ48UpzzDE9gxAZMWKO3SRruvWidTXC35zDm0ZCafGfRx991KtppFFH6Wi/2qm9HhceARbe9Hx63qgl2XOhKrD+80dd+TGKqVOnBiOztB122GFl2yeiUWeqHO2/10LOyg8HSK6z2oF8KMkAkdGjv0gqdbJo0Q92k0h0q0XLw2rUTPhWRKpNJ43tt98+2MInkVSbfq5+vp6nWLd2xowZY66//nqz3XbbJb2WLbfc0rz55pt287xRiISvRPbcc8+yG53Vq1evYPkBbZdccknBlhHQ0gZHHXVU8FwaMq0VIjVkGKgtJRsg8uCD44KrkIsvHpB1qZNMNAJKy+yed955wTrgrpser5+jn1eIkVU2BdOIESPMlVde6YWE/XrsTeVSPvvsM/vH5IVuZ+28887Bc2mIbznME9GVwFVXXZV0HG+88Ua7WV5oYqmuHO0+M3/bbLPNTPfu3QsWXEA6JR0g6kBv0+blIES6di1MB7huS+nE16lTJ3PZZZd5s691C+Gggw7yrj70X/2//l771U7tM93uyhed0IYMGWIuuugis+mmm1Y7yWjTLSUF2WOPPWZOPvnkpH0a/XXDDTcU5DaTOtb322+/4Ln0zVkz1kutNplPV1HhYdcadaX+rXzT8dFt0HAlBW1NmjTxvhwojMN/r5UiC9WvBaRS0gEic+YsM4cc0t0LkP33f8pMnZp9qZNSpo7pAQMGeKEQ7m8IbwoT3ZNXuNh1qoYPH+7dVrLbq18m399m1c8TnieiTXNFSqkAoyZ7dunSxStL4r8Hndxd1jbP5K233qo24GLzzTf3Rnb5k191ZaKrIPvKRJMYy+1WIeKr5ANEXnvtk+Aq5IQTnjPff1+8juliUpHFl156yTtJrL/++kknDn/TbSvd8lBAZOpn0f5///vf3hrd4Z/xl7/8pSCd7Cq+uOGGGwbPo6uRCy64wCxdutRuGivqfwjXJ9Omb/xz5861m+bk888/NyeddFLS82gBMS0d/P3339vNPRr6fcwxxyQ9pn79+t5CX6tWrbKbA3lVFgEit9wyNAiRm24aau8uWTpxaJivhm2m6qhXB7k6ytVh7kJ9M9dee21Sh7C2M844I+8nSd3WCxdg1KZv9Trh5XPWdj74kz3Dx0V/1gn9xx+zr8eWiTrC1SEenuCqTfNoZs6caTevkQZm2CMJ1f/Wp08fuymQN2UTIHapk9dfL0zHcDHo9kSPHj1MixYtgiV67U0nC5ULz+eyvZ988ok57rjjkp5HoXXXXXflvRS+rkb89UT8Tasc3nzzzWbhwoV286KaMWOGOf/886sFqq5CdDWSL7pVqA5wdYSHn2f33Xc3w4YNs5tnpFuFmuvjrxbpb4ccckjBJ8iiMpVNgMi0aQu9fhAFyB13vG3vjrWlS1dUXWkMNi1btql2X9vfdtttN3P33XdXvc9p9sPz6o033jD/8z//k/TcmvDYu3dvu2lOtOCSVja0T3g6cWs9FN2uy+c3/XT0WhTaKsFiH3cFnSrq5rP4pq4WdRss/DzqGH/iiScy3nrMRAGsW4N+WRVt+rP6wzSoAciXsgoQGTp0lrnvvlFm9uzCD5nNleau9OnzoTcEee+9HzLbbnu22XDD3ZNOKvvss4/5xz/+UbChtqmo0/2hhx5K6rPQpm/h+S6Hr1tXmr1tjzjSpgECKv2iDuR8VyfW7aGuXbuaM8880+s3sJ9bI+w6d+6c18me6uAOV+vVpi8MGmSQ71t4kyZNSlqPXZvCumPHjnl9T6hcZRcgcff119+bnj2nmvPPfy243eZvO+10pWnYsKk59NCjvA95sQs81mTx4sXe8OBw0Ud9m/3b3/5mFizI74i3FStWeMUk7W/m4W3HHXf0TsDt27c3ffv29a7GMnUW6/abJjbqiua+++4zZ511lhcO9s/2N12FaJKgPXItF3qN6uexg+rYY48teA00rctu3y7U/ByN4gNyQYAUgVZV7NZtctLyvOFNKy3qKqR37/Fm/vzcV64rBK3nrZIk4ZOQ6j9pDkQhvs1qIS11LEeZyKmZ/uHqANlUFPA39SnpBF+IuTvqyLbfh55PHd/FohDV7U97IIYCbPr06XZzICsESIHMmPGN6dz5PdO69UvVAkObytKrKGS/ftPNN9+k/wYdJy+88EK1sii6Knj11VftpnmjTm3dStKoMHvIseumjuu2bdt6fRuFCA1Rx7U6sMPPq1tI6uguROhmQ7cBdQUWfk3qc7rmmmvyfgsN5a+sAyR8ws6m4KLf1tVHHy0yjz8+wZx8cp9qgaHtoIO6mWuvHWwGDPgs0rK8caNJjOqz+MMf/pB0Ijr66KPzugRvKlpfXLOuNbFPM+h1O00j1mqqDqBSLdqv2e/q79Ba5YWed6KO6po6sfV3tT3CzKdOfPWvhX9/6sR/8sknc+7ER+WomABp1aqP+emn9DOsowaIBuW8//4C06nTeG8Cox0Y2po27e4twTto0Odm5cr83VOPg3nz5pmzzz476SSkDmGV2tBQ5Eqjqwr1XdmjynQVog7tuNEwYl2BNWrUKOn1ahjx22+X1ihG1I6KCBD/NlLv3umHv2YTICrY+N57X3vrkDRv/my1wNB26KE9zO23v22GDZtV9W29NGs+RaGSJOF6V9o0okp1t0q15lVU6pAOF47Upn4PdWDHnSYyqhikPZFRa7nMmjXLbg4EKiJAxo370vvvEUc8bZYvT724UaYAUQCF1yEJbyopf/fdI8yoUXOdVkksdZojoaG2qtkUPgmpptPQoeVTGcCmDmh1RIffs0ZaqcM635MvC019TSeeeGLSe9FEVk1YTVVKBZWtIgJErr56kPfnDh1SVyxNFyC6XXXggYlJiv527LG9TLt2o8y7786r+qad/vZYpdCJRqU+7Bn0qvGkWk/lQh3OmrthT/pUB3W+56sUm4pv/vnPf056X1rbRUsS5HMyJUpfxQSIJhZqlrq2VJMM0wWIPPHERHPqqS96ITRp0td5W3+kHGmSXk1l40t9ESR1MGu2uF1OXR3SrrXI4ki3HjUnJ1x9WNv+++/vDUQApGICRHTi1//raqQmdnvkTjWdVIIlfBIq1UWQ1LGsDuZyeC/Z0oi1yy+/POlKS1WUtVzzV199ZTdHhamoANHQWfVV6O/Gj58Xaplgt0d+6Nvs448/Xu1be6ksgqSOZHUoh1+7rqbU8VzKV1NR2EvqatMwbs3s17BuVKaKChB57rkPvL/TyCz7FlRN7ZE/qRZB0oS+OC6CpP4cdSDb/TnqaFaHcyV65ZVXTOPGjZOOh+bdqEwMKk/FBYg6u0855QXv7/v2Ta5BVFN75F/cF0FSR7E6jNVxHH6N6ljWaoGVTvNd7r//fq+UTfj4qIbY+++/bzdHGau4ABENtdXfH310T28dEV+q9iiMOC6CpA5ie06LOpK1PnmlzGnJ1vz5870lldUn4h8rFd3UIlyqFoDyV5EBIldcMdDb969/vRP8Xbr2KIxUiyAdeuihRV0ESbPq1TEcfg261aYO5EKXPil1EyZM8ErHhI+dyvB36tQprxWNET8VGyAzZ37jVcHV3I558xIdoenao7BqaxEkdQCrI9iu66UO43yuPlgJtPTyVlttlXQcd9llF69SQSbLly/3hg2rf0nFOvX7UDVlXZGedtpp3i3FmhYX858nW1HbI72yPpKZAqF9+9HeftWqkkztUXg1LYKkRa0KsQiSOn7tdUHUQayOYrjRyo533nlnUil99R2lo9uD9sJlNW3qk3r55ZeTHuvvy1bU9kivrI9kpkD49tvV5vDDn/baTJ48P2N7FM9zzz1X4yJIr7/+ut00MnX02kvXqkNYHcP5DqlKpRL5Kr+v/hHN2E/lkksu8Y6/rjZbt25t+vXr591O1NWGZvvrC8Vtt92WVPAxrKa/Sydqe6RX1kcym0Do1Wua1+bss/+72BPiIdUiSM2aNXNaBEmrK6qDN7y6ok5wKveuDmEU18MPP+z9DrTGy6hRo+zdSRQm5557brWTf9RAiNoe6ZX1kcwmEFTi3V6/A/GS6yJI6shVh646dsM/Qx2/EydOtJujCDQnSFd9uvIYOXKkvTslzcsJixoIUdsjvbI+ktkGwvDhcwiQEjB69OjIiyANHDjQ68gNP2brrbf2OnxRexTo+l2ogzwXUQMhanukx5FESUm1CNIee+yRtAjSp59+apo3b57URh276uBVRy9ql/+7UZ9HLqIGQtT2SI8jiZKUahGkE044wZx//vneLa7w36uDtlBrnyM6XQXq95JrCZvw7zjKhvzgSKKkqSaVQsM+Qfjb3nvvHekeO4rDHxiRayFG+/ed7Yb84EiiLGgRpHCRP3XQdu3atWzLrJe6fAdItqK2R3ocSZQN1arSvAItZEX5kXjL9y2sbEVtj/Q4kgCKLi6d6CpXo6HBTZo0MRtvvLFXul8FPlUDrdSXJi6G7I88AORJXIbx+v9f06byKsUs6FmKsj/yAJAnrhMJVdYkzA6ETOz2Gv6tYpqaCa/baeqT0VWJv16NqkIjteyPPADkkX8VolImmiSazrJly7y1R+ywsAMhk2zbqx6X2qmzH6llPpIAUCAq4a8Tta5EVHzx1VdfNV999ZVXTFGhoVtImvy5+eab13jyr+nv0sm2/YIFC7x2KieP1DIfSQAoIBVVtBcUq2nbcsstq3W6ZxsIvkztVRLns88+C+YWPfDAA3YThKQ+kgBQJCqKqSBp2bKlV8a/fv36wYJSp556qunZs2eNpfYzBYItXftwWGlhLC1whfRqPpIAUGHCAaLljLUq5Tvv/HfJa1RHgADAf2gyquZ/PP744968EK0dM3ToULsZ/oMAAYAaDB482Lsa0SRD1IwAAYAaaEVMBQhDeVMjQACgBirQqQDZbrvt7F34DwIEQMXad999TZcuXcwHH3xgli9f7i02pmG8HTp0CJZAvvnmm+2H4T8IEAAVKzzyqqZNI7F0Kws1I0AAVKxp06Z5K1vus88+ZqONNvJWstxiiy1MixYtTO/evVlPJgMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABO/h9V4lO9LJyIYAAAAABJRU5ErkJggg==)
| Product Number | 8H60-1-N8 |
| Synonyms | 6-Borono-7-methylimidazo[1,2-a]pyridine |
| CAS | 957062-57-6 |
| MDL Number | MFCD09800890 |
| Molecular Formula | C8H9BN2O2 |
| Molecular Weight | 175.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 176-182 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090