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)
| Product Number | 4H21-1-A1 |
| Synonyms | 7-Carboxyimidazo[1,2-a]pyridine |
| CAS | 648423-85-2 |
| MDL Number | MFCD09834781 |
| Molecular Formula | C8H6N2O2 |
| Molecular Weight | 162.148 |
| 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: 4H21-1-A1
CAS: 648423-85-2
Molecule Weight: 162.148
Formula: C8H6N2O2
![Imidazo[1,2-a]pyridine-7-carboxylic acid hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABK3AAAStwGpzffvAAACGXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF7+BA0QhVdRq0qR2k9ZO6rfJASdFAlwBefv3O0NJwpJS3u5s33Nnnw/P7w5FDjtT1ZktYyIoJ2DKxKZZuYnJn5fvk5DcLeYJGqFhWcfkrWneZ4zt93uavJlCH2xJE1uQbnx2qLOBzd6jttowyblgr0+Pzy0zycq60WVikKqzWd12PtpEN+0sPgnBCl3tspJ15qyodp23v5K7h9NDnZLzWu5xbIkorLPcwNpWhW5gJznFh3+DjSlNpRuTwuqI3R71ce2L+dODTbaFKRtUnYcs0flzU20T7ChsbpItOkPlx0NMCoGAbmyxrCp9BKe5bi1AS9AeaB+0Aj0FHYAOQUegBccXxwUaCA9znRsX7OX4bnDGOfyC+/Z198/zF/MkY4LzxgsiGkY86oUQVEpfQUiVCmQvAuz0FCgahlEIPvWlkuBRhfvQtz7GOksCx3MASaceDwGLIULBqSfPYoLhRCSdjMJO9u1ppARMOPV9bHMaRNOgpzpXmC12StdivrJleqFClsZkJUibx99mXeOE2jwSsFVqKqxO58CZXgJyCLisnwB5C/CuADUewR8CbkdPwPIWoIaA2/9xYDoEXLWMA8EQcLU1DoRDoK3EcSIaEl3hjiPO5YBpC/0LRlwt5Uvkvy3v/6VRxrvaxNsIu6hK1v/wqF4dBuzipGB4Pi7+ARZKjtSuzj22AAArlUlEQVR4Xu3dCbitc70H8G7RYLripq6p3NJFCGWIMtWVhJRSKUmhK3Tvo2i6knQrkpzkGo7o0HFCKPNQUQjJPITimIpjiJPMnf53/979vMve79nD2r+9z95r7fP5PM/7nHPW/11rvXux/9/1/scXFABIeEHzAQBohwABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgAC067HHStlvv1JWX72UhRfuPVZbrZR99y3l0UebZ/d6wQt6j8EMV97BuvOqAcbbLbeUsvzyz1f4zSPK4pym4QJiuPIO1p1XDTCenniilBVX7K3o3/jGUs49t5THHy/lb38r5fzzS1ljjd6yOCfO7Wu4gBiuvIN151UDjKdDD+2t5FdeuTc4muKxlVbqPWfKlP5lwwXEcOUdrDuvGmA8bbhhbyX/4x83S543Y0bvORtt1P/x4QJiuPIO1p1XDTCelliit5KfNatZ8rz77+89Z8kl+z9eB8RwRxfqzqsGGE8LLNBbyT/3XLPkec8+23tOnNtXMygGO7pQd141wHhq5w7kgQd6zxnsDmQww5V3sO68aoDxpA9kQN151QDjqR6FtcoqvUN3m+KxKItzjMICoCUC4nWv663o11qrd+5HPBZzPi68sPexKDMPBIC5xCzz5ZZ7vsJvHlFmJjoAA4r1rr7yld71rxZaqPdYdVVrYQHASAgQAFIECAApAgSAFAECQIoAAci49dZSLrmk+eh8RYAAZMTGUrFw4l//2iyZbwgQgIzXvrZ3/saDDzZL5hsCBCBDgAgQgBQBIkAAUgSIAAFIESACBCBFgAgQgBQBIkAAUgSIAAFIESACBCBFgAgQgBQBIkAAUgSIAAFIESACBCBFgAgQgBQBIkAAUgSIAAFIESACBCBjRk+AHNUTIE8JEABGYv2eAFmmJ0AeFiAAjMRrewLkBT0B8qAAAWAkBIgAAUgRIAIEIEWACBCAFAEiQABSBIgAAUgRIAIEIEWACBCAlOWXX16ANB8AYHgvfelLqwDZYIMNyvXXX98sni8IEICEpZdeugqQOF70oheVT33qU+Whhx5qnjapCRCAhLoPZO+99y4LLbRQ9feXv/zl5bvf/W559tlnm6dPSgIEIKFvJ/o999xTPvzhD7fuSFZaaaVy7rnnNp8y6QgQmM/8/e9/L3vuuWf56le/Wv7xj380i2nTv/7rv87ViX7JJZeUN73pTa0g2WKLLcptt93W51mTiwCB+cjPf/7zsuqqq7YquHXXXbdcccUVzdMYwnXXXVc23njj1mf46KOP9iufM2dO+cEPflBe+cpXVuUvfvGLy2c/+9ny2GOP9TtvMhAgMB/44x//WLbZZptWpbfCCiuU5ZZbrvr7P/3TP5WPfexj5U9/+lPzafQRHeS77rpr1WEen1vcgRxwwAHN01pmz55d9tlnnypA4vxXvOIVZerUqVXATBYChI7zpjcdVR1Tpgz8zbguZ3h//etfyxe+8IXykpe8pKrE/uVf/qUceeSRVTPWM888Uw466KCy2GKLVWWLLLJI+frXv16efvrp5svM16JD/Dvf+U554QtfWH1O8Vnuv//+5cknn2yeOqA//OEPZeutt26F95prrll+9atfNU/rSgKEjlMHxLrrTi133dW/eaBvOYOLvo3jjjuu1U6/4IILlv/+7/+eq7klzJo1q3ziE59oVZBxd/KTn/ykedp86Zxzzin//u//3qr862PTTTctN9xwQ/P0IV1wwQVllVVWab3Gdttt1/P/913N07qKAKHj1AERxx57nN0sFiDDuOyyy8raa6/dqqg233zzcuuttzZPm8vVV19d3vrWt7aeF+388+sEufi8ogO8/ize/OY3l0svvbRMnz691fS3wAILlN122608/PDDzacP6rnnnivf+973yhJLLFG9xste9rKy7777liefeKJ5alcQIHScOiD23POc6s+LL545YDn93XvvveUjH/lIq9J7/etfX84+e+4AHs6MGTNay3TMbxPkoqN7r732qu7Y4ud/1ateVY499th+o9We6Knsv/KVr1SVf5wTcz+mTJlShUO7HnnkkfLpT3+6CqF4jV2XXbbc/6MfNU/reAKEjlMHxMyZj5Z11plattrqxPLMM3+fq5xeTz31VPna175WFl544aoy+ud//ueqzX40k9mifT+G+c4vE+SiY/voo4+uOrrj542O789//vNVH9Jg7r777vLBD36wFdgrr7xyOf/885unDenGG28sO7797eXQnuc/03OU9dcv5be/bZ7WsQQIHadvQBx88GXV36dOvXrA8vndSSedVF796le37hZ22WWXMV3cb36YIHfxxReXNdZYo/Uzvuc976lGrbXr17/+dVlrrbVaz99yyy3L7bff3jxtSI+efnrMTOypkXuq5Be+sJSPf7yU++9vntZxBAgdp29AzJ79dNl002k9X8x+0PP79Phc5fOra6+9tmy44YatSiv+Ho/NK5NxgtzMmTPLBz7wgdbP9IY3vKFceOGFzdPaEncwxxxzTFlqqaWq14o7mM997nPVUN62PfNMKd/8ZimLLtobJPFn/Dse71AChI7TDIiTT765+vc++/T+cjfL5ydxd7Hzzju35iK85jWvqe5CxsNkmSD3t7/9req4rlfTjQ7tww47bER9GIOJzyKCo577EYESwTKiuR9x5xF3IHEnEkESdyZxh9KBBAgdpxkQc+b8o2y33SnVY1deed9c5fOD6Hs4+OCDq/6NqJiivyP6PaL/Y7x18wS5E044oSyzzDLVdUcH9u677151aI+1aMKKpqz67iaauKKpa0SiLyT6RCJE4nj726PTpHnWhBIgdJyBAqIOjg984OQBy2Ok1vHHX191vE82MZIqRlTVldFHP/rRasTVROumCXJXXnllectb3tK61rf3VMY33XRT87QxF53q0blev++HPvShqvN9RGJ01rLL9oZIT+iVT386hnE1z5oQAoSOM1BAhL32Or9V1iz/0Id671DieP/7TypHHHFVue229sfnd6Lf//731RyOuvKJuR2/+c1vmqdNuE6eIPfnP/+57LjjjtVyLXFtsYLuT3/60+Zp81Q0jR166KHVSLa4hhj+e8p++5U5I5n7Eefuu2/peXJvkCyxRCnf+168ePPMcSVA6DgDBUS4557ZZb31pg5Yfscdfynf+c5vyrvfPb1fyLznPTN6fs+u7Lnzn9Xv/E4Ws8Vj1ng9FyFmk8es8k5eOXewCXIxZ2IixDIt3/jGN8qiiy5aXU8s1/Ktb32renyixITD//zP/yyrvehF5fs91/SP5ZYrZfr05mlDi2DuCegqROJ4wxsmdLSWAKHjDBQQtVgfa6jycNNNs8phh11ZhUffMIlwiZC55pr7SyfWxbE+VaxTFetVRaUXay7FOlZDzUXoNM0Jcssuu2z50ThPkDvttNPKv/3bv1XvH8uz7LTTTj117MRVsk333XBDuWOTTZ4PgQ02KOV3v2ueNrRoKlxzzdJzaxXtt83ScSNAmNSiGevII6+qmrX6hsk733lCzzfUS8pvf/unqpN+ol100UVl9dVXbzUDxcq5d9xxR/O0lBh1dM0115STTz65/PCHPyxHHXVUNUkw/ox/x+NRHueNlZggF/0M9c+z/vrr93zW83aCXLxnrFFVv2fsVX7VVVc1T+scp55aepKuN0RixFVP0JUHHmieNbgYtDDBKygLEOYb0cF+zDFXl+23P7VfmLz97dPK/vtfXC677J7y7LPjO5LozjvvLNtuu22r0ou9On7xi180TxuRmAQX4RCzpOslSdo9YoRSXM/hhx9e9cGM1umnn97auS/uBj7+8Y+P+d1ANA3FmlT1XU+sVRVrVnWFWPn4f/+3lEUW6Q2SxRYr5cADO3ruR18ChPnSfffNLtOmXddToZ3eL0w22ui48qUvnVHOOefSeTpE9vHHHy9f/vKXW8usL7nkklWlHc1YGbFWVazHFCOhmqEQnbfrrbdetedHtMHH3Ud9xL/j8SiPa2g+N1ai/d+eCi5mpGdFv8M3v/nNVn9E/Bn/Hm1/RPS7xM/ct3M61qiaqH6XUfnzn0vZccfeJqkIkte9rpSf/ax5VntiXs5++5WeW9pSFl6491httd5O+AFWYx4NAcKEe+SRJ8sXv/jzcvnlEzM09YEHHi8zZtxYdtnljLL22keXFVf877L44m+s5lrEt/gf//jHY9a8Ex3hxx9/fFl66aWrSi++Ncf2sn/5y1+ap7YlRjvFYof1nIw4ot/hk5/8ZDnxxBNH/G0/JipGk1YES92PEEeMYnrf+95XNXVlxbXEHUi9bHzcmcQdSkZzeGz8d+qUkV+jcuWVpSfNn+8fecc7Srn55uZZg7vlltJz2/n885tHlMU5Y0SAMKGiM3v33c+uvv3HaKmJ9vDDT5Qf/egXZYsttms1idTfbqNfIir/7Mzr2Do2tpCtX/M//uM/en6Xc7/MMVIrOqvr4Ig7me23374aUjuWE/piafgIk3oCYxyxjEk7y8MPJvpCok+kfr3oK4n+i3bEBL2tttqq9dy44xrxBL1u0PP/WVlmmd5KP+Z+7LHH8HM/4s5rxRV7n/PGN5YSa5b13OmW+PITizyusUZvWZwzRndpAoQJFc1I9QipWPeqk0Tbeizl/a53vavV1BRHVNoxPyOW9WhnmfPYKjaaieq5CCv2/AKfccYZzdPaFndEscx4HRx79FQu83piYYRmNGXVI8TiM/jSl740quaiGJ0Vd0vxehHWEYiDzQqP2e977713vyVCumX2e1pU/P/zP6W89KW9FX/M/TjmmOZZzzv00N7zeu7MquBoisdWWqn3nClTmqUpAoQJc/PND1bzOqLZ6NprR9bUMt6iAotlMN773ve29oGoK74Y+XPEEUdUk9b6iq1hY4vY2Co2zo25CLGFbLbtP5rR4i6jfu/4Jj7iWc2jFH03scx5PUcl+khGs+lUBFDMF6k/05hHEvNJ6nWpBlukMHsX2JVmzizl/e/vrfijj2Sw1ZY33LD3nJ4vGIOaMaP3nI02apakCBAmxBNPPFu22aZ3nsbRRz+/VHtWVKTnnXfegMNU4/GxrGij0osFDGNZijoc4og7jLe97W3Vvhkx8zi2ho3Ho80/tox9YCRDNBui6SZGaMXrxV3ARG85G01vdTNUVP6xl8ZoRP9FzGCvP8uY2R4d7X2XSX/3u9894mXSJ5XLLusNgMHEHUqEw6whJs1Gn1ics+SSzZIUAcKE2HffX1bhER3XmXkYMfz129/+dtUe37cSH+qI8+L8eF48fyzESK2f/exnVRPV4osvPtd7xhaxvxvpJLGG6LiuNzqK5UzGMgxHI+4S4m6kbpqLJqbRzpaPtbT67s0RR+xBEl8CGEb0lfR8XkMubxIbgsU5ce4YECCMu7PPvr0Kj002+WHPl6X2RzfFENcY3x/f8vtWMLG0eYzIiY2ABhqmGo9Heb0Een3E68TrZYfONsWKuVHR1XMvIlRGK9a+qoMpmq+yzV/zUvTn1LshxrpTo10WPZqt6v3IY3jxaF9vvtHOHUjcBcc57kDoRrGe1dvedmwVIBddNLNZPKhoiqonpMURzTjR6XrWWWe1vdRHnBfnx/PqzuA44nXj9cdKhFa8bgyjHY1YLbYOj1133bWjO4wvv/zy1jySCJHR3olEM2C8VszroE36QIb3gqNeUB10n+eem1N22OG0Kjy++c1LmsUDiko0moHqyj52xYv2/9HuzR3Pj9fpu8tevM9YLPE9FgEScybqrWpjm9puEJ9dHSLRnDUaAiShHoW1yiq9I7ia4rEoi3M6aRTWcJX6UOXPzXmu/PC2H5bNz9m8vPL4V5YFpy5Y/fmmU99U9rp8r3Ldw9f1O3+o16Kz1QshxuZQzzwzfLNRLCxY7xoXk9pGM/R1KPG69aS5eL9439EYbYBEk029d0UMFx6rJrbxEHNd6uas0XSsC5CECIiYwR4BsdZavXM/4rEYah1b9cZjUdZp80CGq9QHK//zE38u65y+Tqt8sKOvgR6j88Us8xiuG3ubx9LrQ4kKNGYsRwUSI5hi97t5uaxIiNeP96lnScf7Z9veRxsg++23X/X86Ldpt3muk0Qgx+cYo7OyQ3wFSFJMTI1l4iMoBjqiLDl5dSBjUhMPV6kPVP7snGeru4x4fNkfLVuOvOXIMvOvM8szc54pDz31ULnmoWvKoTceWt74kzf2e95Ar0Vni6VKNtvshOru4yc/GXpZhieffLIarhmVRzSHnBuzacdRvF/dDBPXEdczUqMJkOhLiM7+mO8wmmVDJlqMzorPIOaJZCYbCpBRiPWu4nOL9a8WWqj3WHXVzl0La7hKfaDyo39/dPXYa058TZn15BCjBhoGei06V/Sl7rnnOVV4fO5z5zeL+4lv/HV4xEimsVgNNiPetx5JFdcz0juRbIBEJ3k97+HAWJG1i8VnVs8TiRnrIyVAusOY1MTDVeoDlW965qbVY8fffny/x4cz0GvRuaZN+20VHltsMfxSJXWzVVTeo1n9dSzE+9chEtc1EtkAiRnX8byYRDfS0OpEN998c3UnFcdIvwwIkO4wJjVxXakPd/S15LQlq8ceeHJks3MHei060zXX3Fhe/er3lTe84cvVLoBDiVnjdbNVdoHBsRbXUTdnxfW1KxMgsexJbF0bz5tMk+bqpqy4kxsJAdIdxqQmbgbFYEdfC0xdoHosRmGNxECvReeJNZNi0cAXv3jJctBBxzaL+4nhnzH6KTpex7vPYzhxPXFdcX3tDvHNBEgsDBjPiXW1JpNYvyvm3MRs9auvbn/JGgHSHcakJh6uUh+o3B3I5BaTyaICiLkVQw1DjQln9TyPGAXVieK66p+lnQlyIw2QeM1YriOe02kBOhZiQcn42WI/kXYJkO4wJjXxcJX6QOWbnLlJ9Zg+kMknlumOX/7YKW64dZumTZtWnRuzwef1UN2suK56Fnxc73BGGiCxhW2cH4slthNQ3SZWzo39ROJObrj/H2oCpDuMSU08XKU+UPlRtxxVPbbCiSuUB58aZHniAQz0WnSO2I87li2PX/5TTz21WdxP3JnUFfO8miQ4VuL66qAb6o4qjDRAYqZ5nH/wwQc3iyaN+jOJPUXaIUC6w5jUxMNV6gOVx3yPNU9ds3p8uenLVYFy1+N3VfNDHn7q4XLtw9eWKTdOKWv8ZI1+zxvotegMsTzIOuusU/3ixzarw6nvVGI5kW5QL3sS1z2UkQRIfGbRUR/fzid65Nm8FItCxmcSTXXtECDdYUxq4uEq9cHK7/vbfa3JhEMdfQ30GJ2hHnETw1DbmYBXr6o70XtbtCuuM643rnsoIwmQWL48zo05E5NdvVxMO0N6BUh3GJOaeLhKfajyuOM49tZjy2Znb1aWOn6pai2s+DOC5bOXf7Zc/0j/pRCGei0mzoUXXtgarXTDDTc0i+dyxx13VCNzYoTOaBdGHC9xnfWIorj+wYwkQA444IDq3P+JrUsnufpzOfzww5tFcxEg3UFNzKjNmjWrNYehncohRHt/nL/77rs3izpaXG9c91D9FXvt9Y3y8pfHqsHDz+fYbLPNqte74IILmkWTzsknn1z9rNtuu22zaC4CpDsIEEYlRg3Vm//Exk3tqp9z5plnNos6WlxvXHdc/2D23/+Mssoq+5azzx7+Tiz6P+KOphsXTRyp2NI3PrvlYkG/YQiQ7iBAGJVDDjmk+kVfdtllyyOPPNIsHlCEzqKLLloWWGCBMnv27GZxR4vrjeuO6x9syO03vnFJtXzLeef9oVnUT3xe8dkts8wyzaJJqw7MmGA4FAHSHQQIabFa7Ete8pJq9diLL764WTyou+66q6ocYqXWbhTXHdcfP8dA2g2QK6+8snqdjTfeuFk0adULLA630rAA6Q4ChJT4BllXpPvGMtEjcP7551fP23rrrZtFXSGuO64/fo6BtBsgp5xySvU6I12ssZvtsMMO1c982mmnNYv6ESDdQYCQstNOO1W/4BtssMGwE+uaYv/xeO4ee+zRLOoKcd1x/YPto95ugBx33HHV63zmM59pFk1ae+6555CfXU2AdAcBwojFbOL45Y7lKQZrxhnKYYcdVj0/s09EJ4jrjuuPn2Mg7QZIt38OGcN9djUB0h0ECCO2+uqrV7/c2bb7gw46qHp+zIHoRvXcjfg5BtJugHT755Ax3GdXEyDdQYAwYrfeemt19xG/4NOnT28WD6vbv3kP9y263QDp9s8hY7jPriZAuoMAIaVe1iMWThxqVvZA9IH00gcyOAHSHQQIabvuumv1S77uuuuOaDkSo7B6GYU1OAHSHQQIabFgYiycGL/osZBiu8wD6WUeyOAESHcQIIxKLJxYb0cbCyq2w0z0XmaiD06AdAcBwqh9//vfr37ZY0HFBx9sb3OwybwWVrsBEqyFNTAB0h0ECGMiFlKsK9bBvpn3NZlX4x1JgFiNd2ACpDsIEMbEww8/XC2oGL/08cs/nMm8H8hIAsR+IAMTIN1BgDBmLrroomphxVhgcbhO0jBZdyQcSYDYkXBgAqQ7CBDGVHyTjl/8GKk0XEfpZN0TfSQBYk/0gQmQ7iBAGFPPPfdca6hmLLg4lFiE8bWvfW117hlnnNEs7ihxfXGdcb3DLR75gx9cUwXINdfc3ywa0C677FK99lD9Kt2ubr6KddTaIUC6gwBhzMX8iMUXX7yqAGbMmNEs7mfatGmtivmpp55qFneEuK466OJ6hxNjCB588Inmw4P6xS9+Ub32qquu2tYAhG7z2GOPVUvfxF3W3Xff3SwekADpDgKEeaIecRMVx5133tksbokK861vfWt17j777NMs7ghxXXF9cZ3zooKP14ymnXiPc889t1nc9b7+9a9XP9v73ve+ZtGgBEh3ECDMMzvvvHNVCay33npV09ZgbrrpptZkxE6rQON64rri+uI655WpU6dWn9Wmm27aLOpq0Q9Wj1y7+uqrm8WDEiDdQYAwzzzxxBNl5ZVXriqCL37xi83ifo466qjqvOhQvuWWW5rFEyKuI64nriuub156+umnq4mY8V7nnXdes7hrxRI38TO9+93vbhYNSYB0BwHCPHXddde17i6irX8osahgVBrLL7/8hI9IiveP64jrGa/FDo855pjq/WJ9saHu2LrFzTffXF784hdXRztDd/sSIN1BgDDPfe9736sqg6WXXro89NBDzeKWqDTjm2odIiOtdMZKvG8dHnE9w1XmMeIqjilTrmgWVery4cyZM6estdZa1fseeOCBzeKu0nc0Xma/EwHSHQQI42KrrbaqKoQtt9yyWdRPrPBbh0g0H413n0i8X91sFdcR1zOcOiDWXXdqueuuR5vFbQdIuPzyy6vJmPGtvZ3JmJ2qbrqK+UDRlDlSAqQ7CBDGRdx5xKqzUSlMmTKlWdxPfHutm7Oi6StGQc3rIb7x+vE+8X51s9Vwdx61OiDi2GOPs5vFIwqQsN9++1XXEP1H3bjIYsyZic/xZS97Wbn++uubxW0RIN1BgDBufvnLX7ZGNEXfyHCOPPLI6tyoSGIZjHk12TBet15mI94v3nck6oDYc89zqj8vvnjmgOXtiuB6y1veUl3P5ptvPuzExU5yxRVXlIUXXri69qOPPrpZ3DYB0h0ECOOq3hM75j2007QRQ2freSJxxHIisSbVaBdgjOfH69TLk8QR75MZqlsHxMyZj5Z11plattrqxPLMM89X+iMNkHD//feXV7/61dV1xUz1bhCfXd38t/feezeLR0SAdAcBwrjq++36k5/8ZLN4ULGHdj0bPI6YW/DpT3+6nHXWWW0388R5cX48L55fv1a87nB7dA+lb0AcfPBl1d+nTn1+zkMmQEJUyPWM/tg+ODrZO1X03dThseOOO456wuUhhxwiQLqAAGHczZw5s5qhHhXESSed1CweVDTlTJ8+vbWKb31Ep3P0F8SeJLHm0le/+tXWEf+Ox6M8zuv7vHideL3RNhH1DYjZs58um246ray//g967iIen6t8pGIRwjpEtt9++547m2eap0y4aAKsm60iPNrtOxrMZZdd1hoFt8022zSL6SAChAnx4x//uKogonKMQBmpWB7l29/+drWB1SKLLNIvGAY74rw4P5431PIqI9UMiJNPvrn69z779G7x2ywfqRiN9YpXvKL6GdZee+2215Oa1yIoYrRVzDKPa4tmq9Hcedx7773lIx/5SOu/V3zJOP/885un0UEECBPmE5/4RFVRxHyB0X5rjUo1ZnBHU1TMGo+7j/gz/h2Pj1Wl+8QTc/e9NANizpx/lO22O6V67Mor75urPOP222+vFluMzyua3yZ6D5WYpV/P84jRVqPpMI+h0vvvv39ZaKGFqteLLxXRhDXafi7mPQHChIl1kupFBL/85S83iztGNEVNn35D2Xnnn5U3v/mo8q1vXdKvfKCAqIPjAx84ecDyjPi8ohmr/oYec2vGKhjb9fjjj1d3HQsuuGB1DTHPIztUN8SdaD1YIJoYo69nqMmmdBYBwoS69tprqx0Mo/KIHQ07xb33zu65e7m27Ljj6a0AiGPjjY8rZ511W79zBwuIvfY6v99zx0pUuq961auqSjc+uz322KNq/pmXYkn22MujHnwQEx1jRF07I+kGEs1yffuyNtpoo7aGdtNZBAgT7tBDD60qkZhoGHurT5Q773y0Gj314Q/H8N7nK/53vGNa+drXflV+85t7y3PPzT0SarCAuOee2WW99aYOWH7FFfeWd77zhHLIIZf3fKsfecf4o48+Wo0mi4q8DpK4O7ngggvGdLRWdGjHQIR60EMc0Y906623Nk9ty6xZs6pVmusJm695zWuqpf/pTgKECRcdr/XyJVtvvXWzeJ667baHyxFHXFW23fakfqGx+eYnVE1VV131p6pPYygDBUQt1scaqDyauOpwiYA67bTfD/s+A4nNuz71qU+1giSOZZddthoifeKJJ1bzSUbiwQcfrCr0CI16cmUc0VEe+3lkl1eJ/owYvFAHUYzaOuCAA+b5CgPMWwKEjhAVVyy2GJXLYYcd1iweUzfcMKuq2Lfeeka/0Nhyy+nlO9/5Tbn22pFVullxh9K3mSvufK6++s/N09oS/QaxRMyaa67ZqvTr4+Uvf3m1J8vHPvaxAYc5x+NRXs/j6HtEH0c0XY1mdeSYe/P617++FUQf/ehHy3333dc8jS4kQOgYP//5z1tLnYymY7Yp7nAuv/zGctBBvyxbbDG9X2hss82M8v3vX1luvvnB5tPGTdyN9O1s//znLyx/+lN7kyMH8sc//rEagfbBD36wNZ+i3SOaEbfddtty+OGHj3o15Hj+O9/5ztZrr7POOtW8FiYPAUJH+cIXvlBVNrEnRraDNsSw4AikaN6JDucllli7rLTS56sKOirro476Xbn99keaT5swf//7nHLSSTeVTTb5YXWNb3nLMVXT2pNPjm54c4jRW9H0FE1TAw1zjsejPM4bC3/5y1/Kf/3Xf7VGasVGWfE+o5kjQmcSIHSUaCtfd911q4onhnSORMzSPuecc8pOO+00V3PMBhtsWQ477Mxy992PNZ/WUWIm+4EHXlqtqRVB8q53/aicffbtzdM6UszoP+KII1ojtaJjP3aijKG/TE4ChI5zxx13tDpbTznllGZxPzEJ7bTTTis77LBDWWyxxfqFRqy5ddBBB43prPPxcscdfym77XZWq1lrp51+Wm66aVbztI4RKy2vvvrqrc/+ve99b/XfkclNgNCRYgRRVETRAdycLBdNLTNmzCjbbbddaw2mOKL/JOYTxA6I83pexHiJpeHf857ezv6YxLjffheVhx7KN+2NtQjnGJ1V/zdYbbXVht26mMlDgNCx6k2lNthgg/LII4+UadOmVQsj1nuExBHt7O94xzuq9vwHHnig+RKTwrPPzqkmNW644XFVkLztbceWY4+9tufx0S0CORrRLBUTCaOZKv47RJPh//3f/416YUq6iwChY0UlteKKK1YVVN+VdKPSinkjxx13XBUs84uHH36i7L//xWXttY8uq69+YFlvvZ3LT396ZvO0eSo6wiPI6yHXEeCf+cxnqo5z5j8ChI52ySWXVHMHFlhggaqp5IQTTmh7/4/JKoYcv//93yqLLbZyVYlvuumm5cYbb2yeNuZiz496gEMcm222WbWoIvMvAULHi3kN83toDOTEE2eU5ZZbrqrMI2B32223ebIUTEz6i0EK9bLtcVd45pnje+dDZxIg0MVirkzs2hdLqkflHoMOYkb6aJfHD08//XS13Ei930qMjIvlSCyzTk2AwCQQa2LFzPO6eSl2YBzNZkwxfHqFFVaoXitGt8XaWrEQIvQlQGAS+fWvf91vPazYMyQ2o2pXLKm+8cYbt54fS65fffXz+7tDXwIEJplYzn3q1KllqaWWqkIgVuqN7WZnz57dPLUlFmOMmf/1aLdYQyvm2sBQBAhMUrEJ1Oc+97nWUu8RKMccc0y//UKiP+O73/1utY1snBPbysY6WTHDH4YjQGCSiyaser+VONZaa61qePS5555bLddePx4bUo1m2XbmPwIE5hPnnXdeaw/6vseb3/zmcumllzZPh2EJEJiPxPDe2EI4+jpiFvmxxx47plvgMn8RIDAfiq1kbSfLaAkQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKT8PyaEfUVc7oG6AAAAAElFTkSuQmCC)
PN: 4H21-5-0U
CAS: 1423031-35-9
Molecule Weight: 198.61
Formula: C8H7ClN2O2
![Methyl imidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H23-1-Y0
CAS: 86718-01-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![Ethyl imidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H23-1-T0
CAS: 372147-49-4
Molecule Weight: 190.202
Formula: C10H10N2O2
![Imidazo[1,2-a]pyridine-7-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-F2
CAS: 136117-73-2
Molecule Weight: 146.149
Formula: C8H6N2O
![Ethyl imidazo[1,2-a]pyridine-7-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H23-5-55
CAS: 957120-75-1
Molecule Weight: 226.66
Formula: C10H11ClN2O2
![Imidazo[1,2-a]pyridine-7-methanol](data:image/png;base64,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)
PN: 4H56-1-NG
CAS: 342613-80-3
Molecule Weight: 148.165
Formula: C8H8N2O
![3-Chloroimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsqAAAbKgFWk3h5AAACG3pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnVafPIE4RtBgwoN2AtQX2Nii2khqwrcJ2rn8/yonTuMkc+CBN8aMsktL0flcWsDF1k9sqIYJyAqZKbZZXq4S8vX6/i8j9bJqiEzpWTULe2/Zjwth2u6Xpuyn1zlY0tSU5jE92TT7w2Spq6xWTnAv25/nppWPu8qppdZUapJp80nTGJ5vqtvuL/0zBSl1v8ood3FlZbw7R/krubk53TUY+1/KAY3NEYZkXBpa2LnULG8kp3vwbrExlat2aDBZ7NCvq4dpn0+dHm65LU7Wough5qouXtl6naChtYdI1BkPlx2NCSoGAbm05r2u9B6c5sxagJWgF2gPtgw5Ah6Aj0DFowfHBcYEOQmGuC+Mme91/mIT8ggdwj7t+unfRK5gnmZCQ+rFQcBQRjaXPIaDSD4NeeGhUMSh04RIkFdIPQNDAi0MUUnKvNx5dDgCBPcb3UZcRmlSEQtFAfApJeYhCUMXPv/w4iIFToaRCY+R1OI+isOcOwTBP7JSo2XRhq+xMhTxLyEKQLoO/zbKRxyQSsHVmauxLF8C5ngNyCLiUnwB5DVAXgDc+gzcEXDlPwPwa4A8BV/xxIBgCrlXGgXAIuMYaB6Ih4NpwfNHxBSD4+BRufFC6rslvMF/L3W2KG4y8WPxN5EvN+303ylyW/TrCzvqY9YcDqhcHBzs7VRiepbN/HBWc0T20HdsAAD7nSURBVHhe7d0HvBNV3sZxFtfGa1m7oiiyi73sgpWiWNBFdC2IhcW+6oIVcW1YVsXuKtjpUiyoiIgo2JBioQg2BBSVIkXUFSxU8bx55u7MnZzce0lOMkkm+X3fz3zelTnJTebezJOZc87/1DIAADioZf8DAADpIEAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEQP6tXGzNokDGnnGJMgwbG/N//VWz6323bGjNggDGrVtmPSlWrVuWWjkzblziOAoB4GTvWmF13TT6ZV7XtsktF25pkGgiZti9xHAUA8fH888asv37FCbx2bWMuuMCYd981ZulSY3780ZiJE43p2LFin9qo7dCh9rNUyjQQMm1f4jgKAOJh+nRj6tSpDIZXXrFbVHrtNWM22KCirW5tzZhht6iQaSBk2r7EcRQAxMOhh1aevB96yN6b6tFHK9u3aGHvrZBpIGTavsRxFAAUv0mTKk/c6ttYs8ZukUptwn0leg5bpoGQafsSx1EAUPyuvrryxN21q723emrrP+6aa+y9mQdCpu1LHEcBQPFr2rTyxP3WW/be6qmt/7jmze29mQdCpu1LHEcBQPGrW7fyxP3NN/be6i1aVPm47be39yYHQqYbCBAAMeCPqNK2YoW9t3pq6z9uww3tvamhkMkGAgRADOQjQNKRafsSx1EAUPy2267yxB3VLax0ZNq+xHEUABS/XHSiN2tm7808EDJtX+I4CgCKn+sw3ttuq3wcw3hzjqMAoPhNmFB54tbkwHQmEv72mzG77Vb5OCYS5hxHAUA86BaUf/JWmZK16dGjsr3KoFQl00DItH2J4ygAiIdp0ypGUunkrVFZr75qt6j05puVbVWAUYUYq5JpIGTavsRxFADEx7PPGrPeehUncJVs/+c/K25vqZT7Tz9V3Ka6+GJj1lmnoo2q9qoEfHUyDYRM25c4jgKAeNHIqoYNk0/mVW1qM2aM/ehkmQZCpu1LHEcBQPxouVotW3vyycbsvHPFbSpt9esb06YNS9rmCUcBAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgRA/F1/vTGbbGLMvffaexAhAgRA/G2+ecXs8D/9yd6DCBEgAOJv440rAmSnnew9iBABAiD+CJCCIEAAxB8BUhAECID4I0AKggABEH8ESEEQIADijwApCAIEQPwRIAVBgACIPwKkIAgQAPFHgBQEAQIg/giQgiBAAMQfAVIQBAiA+CNACoIAARB/BEhBECAA4o8AKQgCBED8ESAFQYAAiD8CpCAIEADxR4AUBAECIP4IkIIgQADEHwFSEAQIgPgjQAqCAAEQfwRIQRAgAOKPACkIAgRA/BEgBUGAAIg/AqQgCBAAsTcnESBfJQJkHgGSVwQIgNi7PxEgdyUC5FECJK8IEACx1zwRII0TAXIsAZJXBAiA2Ns4ESC1EgGyEwGSVwQIgNgjQAqDAAEQewRIYRAgAGKPACkMAgRA7BEghUGAAIg9AqQwCBAAsUeAFAYBAiD2CJDCIEAAxB4BUhgECIDYI0AKgwABEHsESGEQIABijwApDAIEQOwRIIVBgACIvTp16ngBsvXWW9u7ECECBEDs1a5d2wsQba1btzYzZ860myACBAiA2Pv9738fBIi29dZbz3Tu3NksWbLEboocIkAAxJ7fBxK+EvFvafXq1cusWbPGfghygAABEHt+gNSrV8906tTJrLvuuklB8pe//MWMHTvWfhiyRIAAiD17FNaMGTNMq1atkkJE26mnnmpmz56d/GA4I0AAxJ4dIL4RI0aYXXfdNSlENtxwQ3PjjTeaX375JaktMkeAoKzoNsZBBx1kbrrpJnsXYswfxlu3bl17l1m1apX5z3/+Y/7whz8kBYludw0aNMhujgwQICgLGo1zxRVXJHWyNmvWzEyZMsVuihj58ssvTZs2bYLf6frrr283CXz77bfm/PPPN+uss05SkDRp0sRMmjTJbo40ECAoaRp907NnT7PVVlslnTT8TSeTf/zjH2bx4sX2Q1HEfvrpJ9OlSxcvMMK/zwYNGthNU0ydOtUceuihSY/TF4tzzjnHLFy40G6OGhAgKFlvvfWW+fOf/5x0otDonGOOOcZsv/32Sf++6aabmnvvvde73YHi9dtvv5n+/ft7t6rCv7/NNtvMXHPNNWbFihX2Q6r1zDPPmPr16yc9j/pS7rzzTrNy5Uq7OapQVgHSuHGPYNtvvx5mxoxv7SZJwu0RH1999ZVp27Zt0olBm4LDn6GsDlT1g6hDNdxml112MS+99JL1jCgG7777rhcU4d+XJhB27NjRfPfdd3bztCxfvtzccsst5v/+7/+SnvePf/yjeeGFF+zmsJRtgGjr2HGE3SQJARIvP//8s7nhhhvMBhtskHQy2G233cwrr7xiN/fMmTPHnHbaaSlhc/TRR5vp06fbzVEA8+fPN2eccYb53e9+lxIe6tfKxdXC119/bdq3b5/yM4444gjzySef2M3xP2UdINomTPjabhYgQOJj4MCBKbelNOrm/vvvT+u21Lhx40yjRo2SHq/bXZdffrn54Ycf7ObIA92O6tq1q9loo42Sfi/2Sb5hw4Zm+PDh9sOdvPPOO+aAAw5Ien4F1UUXXWS+//57u3nZK/sAad9+iPntN7tlBQKk+E2YMMEcfPDBSR94dYxfeOGF3qibTKjDvXfv3l75i/Dzbbnlluaxxx4zv/76q/0QROTZZ581O++8c9LvQf0Tt99+u/niiy9Mu3btkvZpO+qoo8ynn35qP1XG1M/y+OOPm+222y7p+TfffHPz4IMPmtWrV9sPKVtlGyBNmvQJ/veoUbPsph4CpHgtWLDAnHXWWSnfRlu0aGE+/PBDu3lGli5dav71r395BfnCz73PPvuY0aNH282RQ/rd6XcYPu76HZ999tne7zxs/Pjxic9m46S2umq89NJLzX//+9+kti400uvaa69NGenVfI89zLTXXrObl6WyDZBu3d4N/vcJJzyV+FaRWmyNACk+ut+tb6H+zGN/07fV5557zm6elc8++8wce+yxST9Hm+YdaP4BckdXi7pqtOdo6Opy4sSJdvOArhr79u1rttlmm6THbbHFFuaRRx7JyVWjrnhOPPHE4LkPS2x3J7bZf/ubMZ9/bjcvK2UbIEuWLDeHHNIv+O/Bg1M7ygiQ4vL888974/zDJwrdH9d98kyGb2Zq1KhRZvfdd0/6ufpWqnkI+pYKd+qfUj+VPUt8hx128Pq10qWrxquuuirlqnHvvfc2b7zxht3ciZ7nmMTzXZR43uGJ7dfElviBxlx9tV6A3bwslG2ASM+e7wf/3bLlALNsWfK9Tbs9CuPjjz82hx9+eNKJQbc1NDJHI3TyQfe9u3fvnjKMVPMRNC9B982RGY2M0wi58PHUCDqNpNOIOhefJ64I/pa4Mgg/pzZdQehKIltrElc0HyeubGYnrnCMAsTftt3WJC6F1IFiP6SklXWA/PLLKnPkkf2Df1Og1NQe+aWx/R06dEhZLOjAAw807733nt08L4rxNcWN5uJoTo59ktfcHc3hyYXXXnvN7LHHHknPr6tG9Wnk5KpRfSyXXmrMuusmB8l++6lzxm5dsso6QOSJJz4K/q15876Jv4vlNbZH9OLwbf+jjz6q8qrozDPPzNtVUdz49cjstTpULUBVA3JNf0caNaXRU+Gfp9FVGmWVk78jjfo66qjkENHWrp0xc+farUtO2QfIypW/Jr4NPRH8+z33vF1je0Tr1VdfjVV/Q6H6ZeKkunpk+m/9e9SrBWr+huZx2FeNmu+heR858eKLxjRsmBwideoY8+9/G7Nsmd26ZJR9gMjQodODfz/ooF6Jb5A/1tgeuacRT8cdd1zSB1xbHEY85XNkWNyMGTOmynpkuhLJ93rlmlGumeXh16KrRs1A10z0rGlG/N13G7PppslBsuOOxjz1lN26JBAgRt+QfjMnnvh0sK9Ll4pRG9W1R+6U0pyLKOemxI1W/TvllFOSjoO2cD2yQlGNK9W6Cr8u1cK69dZbvdpYWfvmG2POO8+Y2rWTg6R5c2PeT+5njTsC5H80mdDfp0KLM2d+V2P7H39caaZMWZj4g2NWqouaZn0/+uijORm/Xyi5nB0fN9XVI9OqgNXVIysEXTXecccdKVeNqs6rKr05obBo1iw5RBQqCheFTAkgQP5H/Wnt2g0J9l988Yga27dpM9j796ZN+yS+Qb9qXn75c29UF9auurpTl112WUnVnaqqPpcGBqRbnytu9H41fyP8fjOpR1YIWv9D64CEFxrTpvVCPpg61W7uRrevdBsrHCS6zXXPPZoIY7eOFQIkZPz4OUltqmuvW16HHfZ4SpuDD+5tLr/8FfPiizPN0qV0oNrKsfJtdd/Ia6oQHDeaKV7VFdcFF1wQmysurUiolQnD76Fx4j08f/75ZlUu3oM60tWhro71cJCo4z1HhSALgQCxnHfesJRgqKr9tGmLEyeGN5Nms4e3Aw/sZTp0eMk8//x08/33pTsKIx2svZHeGiVxoz4f1aiqqs/ngw8+sJvHgtZI11XU5on38ffENjCxfZe4ijL33ZebqwUN7T399OQQ0aahwLOqrslXzAgQy9SpC1PCoKb2GgasK5ebb37LHH545aTE8Lb//j0T38aGe+VSvvnGbYZtXD355JOmXr16SSeYcl79r6pVEjWAoHPnznkfleSqplFnqqIbd/rC0/vGG82diS8874dP8rvuaszLL9vN3WiyYePGySGS+EIVNwRIFS655OWUEEjHr7+u8dYXue22sV5pFPs5/O2cc14wAwZ8GAwXLkWTJ082TZs2TTrBsP54hZrmRfTq1SvyeRHZ0LwXewST5r1oBFOpzXv5ZfZss+rUU1OvFlq1MmbGDLt55vR77tPHmG22qXjeRo3sFkWPAKmCRmBpJFa67auifpL331/gTUxs1WpQSoj4m9Yj6dNnipkzJx7fPtdm0aJF5txzz03plDzkkEPMlClT7OY5p5OYamcNGTLEG2WjDlLNGNdtlb/85S/eKBt/03/r37Vf7dRej9Pj83Ey1ICBqmZm63Vp/kQxqakeWU7mUBQz/S4Sv5OkEFEJk06d9Eu0W2fux8QXSc0XclyWt5DKKkAK6cMPF5nu3d8zxx33ZEqI+Fvbts+YHj0mm88/j9/KZ7qtcdddd5lNNtkk6SSz0047mcGDB9vNc0ad1CNHjvQqse6///4pweW66Xn0fHpePb9rcb90zEh8m22V+FZrvwbNo9B8ikJS7S+tOW7P4lbtL61RXjZ0tZC4OjRbb50cJFtuaRIfWt1+sB9RFgiQApgx41vzyCOTzEknVQwFrmrTGiUPPzzR66wvdsOGDTN/+tOfkk4wmph1880352ZilkUnc9Uy0jdiewJiOptCzf63tW36Ofp5+rlRhcnLL7/szZcI/1wNPNAoLt2XzyfVkXrggQdS6kgVUz2yglA/VefOFWXca4WCZN991cFlt84drYI4aJBJfKswpkEDk/iAVWz6323bGjNgQG46+TNEgBTYF1/816sCfNppz6aEiL8de+wT5vbbh5gJEz62H15Q06ZNM0ceeWTKyfbvf/+7mTdvnt08a2+++aZ3y6ROnTopP9PfdH9epbt15dCvXz+vQq5GQFW3nrX+XfvVTu31OD3evs8f3vTz9Tr0enJNAwvuu+++KtfH0AihfKiuHtl1111XlPXICkIj51q3Tg4RbSefrCF3duvsjB1b0YFv/yx7Uye82uZRyQaIVhhUpd3hw+MzRHLevKWJk9hUc+aZQ5MCZJ997k58az4jcVL5s9l++x29wnAq81Go2do66V588cUptzV0y+fttyuLUeaKSk/oue0TuTZVVtXJXCd/zTPJJT2fnlfPb6+PHX7Pen25pvkTmkdhr9CnuQo1rdCXDa2lUVU9spNOOqno65EVzMiRxuy2W/KJfIMNjLn+el0q260z9/zzJpHeFc+rWeyJvwmjW4dawEp9J/pb6NixsmyK2g4daj9LZEo2QO64Y1xwAv7gg4X27qK3cOFPXgD+4x/DzB573GDq1j0+ccWaXPVVo3Y0qkkr5uVjSKxuazz88MPecqHh17Htttt6J9pc39ZQSQmtKGef0HR7TCd1rfmQrxFL+jn6efq5+vn2a9LrzFkJjBDNp7DXCFf/jOZfaBZ1LtRUjyyKq6ySo9tL3boZs9lmyUGy/fYVt5ZcaXKtP/FQwVDTxFOt0a7gUlvd2srFKLE0lGSAjB79VRAeqq779dfxXm5y8WJdmbxgWrY8PuUbqb/plocK+b344ouR9Du8/vrrZq+99kr6mbqtcc011yS+COV2OLJmpdsnTW3qH9Aw13z3B9j08/U67P4KbXrdUcyq1/wKjRwL/yzNw9DIMQ1gcKFQ7NOnT8p64qVQj6wgNIrqn/80iQ9pcpAcdJAKpNmt1+7QQyuf46GH7L2pEr+zoH3i7zAfSi5ANFEvXGZk4MDSqoKqWxsqQqjyH/Y3Rn/TuPx27dp534izPdnOmjXLnHDCCSk/Q/+mfbmk16pAst+Xvt0//fTTebvaSJdej16XfZWk16/3ke2xt+mLgeZb2FdA6q8ZmuFtC9Uja9y4cdLz+PXI/qvV9uBOlZcPOyw5RH73O5P4hqfp+3brqk2aVPlY9W2k87evNuG+Ej1HxEoqQDT34vzzXwzCQxMCc3xXpaho5rJGxBx//PEptZb8TR2+uoetQneZXCmorU6CusoIP9+ee+7pXY3kmuaINGzYMOlnqRDhUzFZR0Gv0y6cqPcTxdwXzbvQrTS7hIjWutB8jZqoX+f0009P+Tsp5XpkBaO5HTvvnBwkiS93Jp1h7VdfXfmYrl3tvdVTW/9xic9v1EoqQDSayQ+Po44aWFY1qDS0VCcxzR2wv6H6m8KgdevWXn9FdaOS1I+h/erXCD9W/R4PJS6j1Q+Sa4888khSAKpzvlOnThkFXjHQ69XrDg8u0PvS+4uC5mFoVb3w70k/W/M27N/vsmXLzL///e+UEWzlVI+sIDQhVSd1BUet/53YNSlxbZo2rWyfyfBgtfUfp/VHIlYyAaKO8gMO6OWFh2pPvfNO7oeRxoVOFio5oW+p9sQ+f9PtCg3B7dGjhzd7XDSCyh7tpBOSRlzZJ6RcUOjZiw6pnyWuhfh8ev12f5HeZxTzRxT4mpui+Rnhn6f5G5rHocBXPbIdd9wxab/qkd1zzz15GXyBhPnzjTn7bJP4RVVMPFwbtav1vyDIZO0QfZb9x6kTP2IlESBa3Kl168p1zbt1i2aGrE4Aunesk+6VV17p9QOo01SjVcIlMnRPXP+uW0tq99hjj3mlKQoxhl4drJqgpvIi9ugpf9OonqquWhQwmusRBfXl2N+e9Rpz3W9QKHofej/h96f3G1V5c/1taZ6GfcvRLpOi37VG7n2TyUkJ+eePqNKWSVkdtfUft+GG9t6cK4kA0YJOfnicccbziW9VaXQ4pWns2LHeB1Pj7+0PY6abvs3rJKIhk+pHyPcoF30b1c/Vynj2Larwplnlml0eFZXnCI9gUngNyGa4YxHT+wqHs953lOVJvvjiC6/Py/6damvevHkkfTKIAAGSH0OGfBqER/Pmfc3cudkP2VVtIoVGpiUv7GGWa9t0Er/kkku8JVDzTbc+dFWkUTfhb60dOnRwHhaajk8//TSps1lzWaKaGFcs9P7ClXf1/nUcoqT5G+Eh3xothhjZbjtuYUVNZUC0pKwfICNGfGY3yYhO5LotZY9u8Teta9G+fXvv3rFmH3/yySfVdvTqloJu/+ibvNa+0MQvrZdgP6e/6QpHz5nryXjp0PwR/3W8r3WcI6Jv3uHwUODGdTGlTOl9hr9g6DhEeSUiWvVQP0tXvoiZXHSiaz32iMU2QLSQU7h+lFYHdFVdTSdtKkOuPoxczXmYO3eu1+n517/+NaUUiDbVIBqe5yUu8xEguvcfvm21xx57mPnqWCwjer963/4x0PGIqk9ECJAYcx3Ge9ttlY9jGG/17rprfBAeqlz7yy+ZjybR1YNWgrP7NjQTV0Mec11byaaFlTRSpqrCfQoY3UrLh6gDRIMPwh3m+iZebuHh0/sOX4nouEQxOksIkBjTbW0/CDQ5MJ2JhLp7Ea7LxUTCqo0ZMztY8EmlSlxKnmsMvd3HoaGQ3bp1y/tIIHWmq1SFFhIKvx7NaNbtr6hva0UdIOGhuuoLKJfbVtXR+w/3iej4RIEAiTndgvLDQGVK1kbDg/32KoOSB7ELEJUqCa893r9/ZnMGdDLWwkfhqw79b42MKsQw2zC9tr59+6bUJtLttSi/sUcZIJpE5z+3RiOVeod5unQcwqOzophsSIDEnIbQaySVAkGjsl591W5RSUUv/bYqwJinqgKxChCVKrngguFBeFx00YiMSpVodJE9cU31gKIeEZMpVUdVyfbw69SIrUkRXZJGFSAaMhqeYa5yKqik4+EfGx2nXA+xJUBKwLPPVi5epZLtKtao21savKMvvDonXHxxZQFHVe1VCfg8iVWA9O5dWaqkZcsB5rvv0r/VpP4Oe01nDWGNcshqttSZHr7VoW+sqraba1EEiG4DhmtbaVIdUoUnG+p45fL2KQFSIjSyKvG34QVETZvaaP32PIpNgGhNcb9Uifo/3n57rt2kWgqP/fbbL/igat5DXMbFL1iwIOm1a2x/rifdRREgKsToP6fKeqi8ClLpuITLnui45QoBUkJWrapYW0QrHqpAo25Taatf35g2bVjStiYqVXLccU8GVx/33Zd+qRJdYahKqf8BVW2ouC2So1E64ZXidEIYMmSI3cxZrgNEtwT9kux6rR+qvDWqpePjD+nWccvVLVUCBFGLRYBcffVrQXi0bz8k7VIl6pQ+9dRTk8Jj8uTJdrNY0Eit8IleV1FaiTAXch0ghx12WPB8qk6LtdNx8o+Zjl8uECCIWtEHyFNPvZn4IFxtGjV62CtVMmfOErtJtTTaKnzCfeONN+wmsaIQOTlxCeu/J61CqHWss5XLANEiVv5zabZ1dTP1kUzHKTxLPxfL4xIgiFpRB8iMGZ+ZunWbeOuB/+lPl5hhw2peLCfsnXfeCYbqqjRJXPo81ka35Fq2bBmcaFQJONv+hVwFiK749Hr85yqVY54vOl7h32u2838IEEStaANkxYoVZt999zXrrLOB2XjjXUyHDrfbTaqlb3PhSYIabVVKtORoeDZztiOcchUgquWVyxNgubEDWMczGwQIola0AaIqtf4HSaU+li5N/1aIypP4j9U8j2IequtKJ3p/joWusLJZZjZXARJejIqrDzfhqxAdz2wQIIhaUQaI5jr4FXF1GyqTcueqkOvfusrliJZi9J///Cc42WgNj+XLl9tN0pKLAFH/kv8cKhK4Jp3aPUih4xYuOplNvx0BgqgVXYCoZIeKGfofoDvvvNNuUqNw/4DKk5Qydao3atQoeL8qAOkiFwGi5XP95+jdu7e9GxnQ8fOPpY6rKwIEUSuqANG3r/BscdWAyuSb7HvvvRc8ViNaCl3bKh80LNlfOEjrXKt/JFPZBoiOs1/XaaONNiqL4x4lHT8dRx1PHVfX40mAIGpFFSC33XZbcCLbeuutvVnYmdBiUP7ju3fvbu8uWe3atQve94033mjvXqtsA0Trm/iPz+YbMyqFr+h0fF0QIIha0QSIyquHh92OGDHCblIjrZ1Ru3Zt7/G6BZbLmkLFTv08/nvXVUimcy+yDZDwYlyvvfaavRsOdBz9Y6rj64IAQdSKIkCWLFmStNzr5ZdfbjdZK61h7j/+5ptvtneXvPCM+0z7ILIJEJVZ8cuWbLfddhndckT1dBx1PHVcdXxdFp0iQBC1ogiQ8MlPiyppDkgmNH7enxehq5eo15ouRqrv5R/DZhmuhZxNgIwcOTJ4LLevcit8G0vHOVMECKJW8ADp06dP8CFRx6HLMq7jxo0LnkNrmJcjO0QzKXGSTYBcddVVwWP79etn70YWdDz9Y6vjnCkCBFEraIAoLMKrsmk1Phfh21ePprP0Y4lSB7p/HO6//357d7UuuKBz4vdQ39umTk2/XIyES81HvYZ8udHx9I+tjnOmCBBErWABottU4TXATzvtNLtJ2po0aRI8z6xZs+zdZSM8jLl169b27mp16vSg2WGHNt720Udf2Lurpd+hP4RY1QKQezquOr46zpne2iVAELWCBYjqU/knO3WgqyPdhToX/dFb9erVs3eXFU0sVIVeHYuNN97YrFqV3gIzXboMN3vvfbu3ffrpQnt3tT7++OPgd3jiiSfau5EDOq7+MdbxzgQBgqgVJEBeeumlpFIlGsLrasyYMcEHrH379vbusnP88ccHxyPdtU9uuml0sN7K9Onf2rur9dxzzwU/K5cr6aFSeGVHHe9MECCIWt4DRJMDw+t83357+lV2q9KrV6/gue6++257d9nREGb/eAwcONDeXSXXAAlP/KQDPRrhjnQd70wQIIhaXgNEY9vDy8uqbEm28wZU78p/vmzLX5eCwYMHB8ejS5cu9u4quQZIePSW1l9B7um4+sdYxzsTBAiiltcAueOOO4IPg65CVDgxW+HyJdOmTbN3lx2tr+0fD61emA7XADnmmGOCnzV37lx7N3JAx9U/xjremSBAELW8BYhGCIVLlQwfPtxu4kST5vwPmGtHfClRMUX/eKQ7J8Y1QJo3bx78rB9++MHejRzQcfWPsY53JggQRC0vAbJ06VLToEGD4INw6aWX2k2cadVCP5Q0CqncrV69OjjOGiadDtcA+fOf/xz8LP1c5F7496njnQkCBFHLS4AcfPDBSR+CTMez18QfJ1+nTh17V9nacMMNvWOiRabS4Rog/rHXz0N0/N9npnNtCBBELfIACS/RqT/k6dOn202yUrduXe+5t9hiC3tX2dKx0DHRsUmHa4Bw7PMj09+njwBB1CIPkKlTpwZzPrS5rm1QHa5AUmX6jdU1QLgCyY9Mf58+AgRRizxA5L777gsCRDOkP/vsM7uJM/pAktEHUlroA0Exy0uASNu2bYMPQuPGjc3KlSvtJk6aNm0aPC+jsBiFVWoYhYVilrcA0Qdhp512Cj4MnTt3tps4Cc8D0cp85S48D6RNmzb27iq5BgjzQKLHPBAUs7wFiLz99tveH7P+qHXL6ZVXXrGbZOzKK68MPmDDhg2zd5edZ555JjgeKnOfDtcAYSZ69JiJjmKW1wCRW2+9NfhAbLPNNmbhwvSrv1alZ8+ewfPde++99u6yc8sttwTHY8CAAfbuKrkGCLWwokctLBSzvAeIal+1aNEi+FAcddRR3mp6rkaPHu38Da0U6baVfzwmTpxo766Sa4BQjTd6VONFMct7gMjXX38djG3Xlk0V3R9//DG4LaZ1RcqZwtk/rlrpMd2BCq4Bwnog0WM9EBSzggSIqHKu/8FYb731zKRJk+wmaTvggAOC5yrnztwpU6YEx+Hoo4+2d1fLNUBYkTB6rEiIYlawAJGLLrooOOGp7IauJlyES7qX8734cLXju+66y95dLdcAEdZEjw5roqPYFTRAli9fbvbee+/gQ3LGGWfYTdLy2muvBc/x17/+1d5dNvbcc8/gOGRyuyObALnqqqsI74iEO9B1nDNFgCBqBQ0Q0RoeKkPif1DSHTkUphno2267bfBhWbx4sd2k5OkWoH8M052B7ssmQEaOHJn1FwBUTcfTP7Y6zpkiQBC1ggeI9OjRI/igqNTJ559/bjdZK5WI95/jgQcesHeXvI4dOwbvv1u3bvbuGmUTID///LPXh6Wfu91222W9wiQq6DjqeOq46vjqOGeKAEHUiiJAJDz8dP/99zerVq2ym9RowoQJwePV8VhOdbE0l8YvuLf++uubb775xm5So2wCRI488sjg2Ot2IrIXvi2r4+uCAEHUiiZAVMNpxx13DD406hjPVLgulmZkl4vwIIILL7zQ3r1W2QaIKiz7P5/bWLkRvn3lWsGaAEHUiiZAZNy4ccGw0Nq1a5tRo0bZTWoUHhrcqFGjrCYoxoWuPjbaaCPvPWvJ4K+++spuslbhAJkxI/MA+emnn7x5J3oNei36b7jT8fN/pzqurseTAEHUiipA5Oabbw5CQB3jixYtsptUS4Gx++67B4/v27ev3aTktGvXLni/55xzjr07LU888ZEXHoce2s8sXZrZXANf+Btz79697d3IgI6ffyyzuaIjQBC1ogsQdR6qDLn/AdKw3EyuJIYPH54UQFqPvVS98cYbwXvdZJNNzPz58+0maZs8eX7iasbtm66EX8uuu+5KZ7ojHTcdP/9Y6ri6IkAQtaILEJk3b57ZfPPNgw9RpkUSFTr+YzU6qRQpGDX50n+f999/v90k7zT4wX89WsoYmQsvAa3jmQ0CBFErygCRoUOHBh8kDWOcPHmy3aRaWnfdH1qqsvG6Kik1p556anB8NO+jGEadhfug9tlnn4yuHFFxC1bHzT+GOp7ZIEAQtaINEOnQoUPwYWrYsGFGnYn33HNP8NitttrKLFiwwG4SW4888kjw3tTJWiwLadknQK5CMhO++shFABMgiFpRB4hKney1117BhyqTcu368IXnJ6iW0C+//GI3i50RI0Z4o6389+Uycz9K4QWttt9+e+f6ZuVGx0nHyz92uRiGToAgakUdIPLJJ58Ek+S0DRo0yG5SLV11+CVOtB133HFFcavHlVanC5d9Of/88+0mReGwww4LXmOnTp3s3aiCjpN/zHT8coEAQdSKPkDk0UcfDT5cGm00a9Ysu0m11Hfiz1HQpquYOIaIwiM8sKB169Zm9erVdrO18ud7aNtvv7XP+wi3T5duqfl9UDp5aZ12VE/HR8dJx0vHLVe3JAkQRC0WASLhhXW0/kcmpU7Uie5PUNR28sknp73YUjHQbatwCDZp0sT5dlw4ELR17DjCbpLEJUAkvJKebkMuW7bMboIEHZfwbdpcruxIgCBqsQkQlTqpV69e8EG7+uqr7SY1Ul+B/y1PW8uWLb3nLHbqMA+/boVHNq/bDhBtEyZ8bTcLuAaIAk4DH/zXfe6559pNkKDj4h8jHS/XLwZVIUAQtdgEiIwdOzap1EmmhfuGDBkS3FrRVr9+ffP+++/bzYqCOlXDQ3W16bZVticYOzy0tW8/xFQ34Mc1QEQrJG6wwQbB6x84cKDdpKzpePjHRsdJxyuXCBBELVYBIjfddFPwoVO560wrz6q+1qabbpr0wb3vvvuKql/kzTffTJokqE0d5i59HrZwIDRp0if436NGVd2vlE2AiD3keOLEiXaTsqTjEL4tqeOUawQIoha7ANGJvlmzZsEH75hjjsl4vLzWGwnPV9Cm4ouZTFaMggojhmtb+Sfd/v37202dhQOhW7d3g/99wglPJQIqtfxItgEip5xySvB+NCdn5syZdpOyovev4+AfEx2fKBAgiFrsAkS0VvRmm20WfAB1BZEp3Qo677zzkk7Wuj2mE3iuRsGkSwUjr7zyyqACq79phnmuX0s4EJYsWW4OOaRf8N+DB39iN89JgGgxJA188N+Xbh1mU7crzvS+9f79Y6Hj4rJYVDoIEEQtlgEizz33XPAh1CJKrvePX3/99ZTbRepf0bdC3UqKkpahveiii5L6CbRpqLJqW0VxW80OhJ493w/+u2XLAWbZsuTbZHZ7V99++21SkcA99tij7EJE71fv2z8GOh46LlEhQBC12AaIaPGk8IfR9ZucZryrbyXcN+Jv+raofe+9915OKsyq0/722283e+65Z8rP0gxzlWSP8sRqB8Ivv6wyRx7ZP/g3BUpN7bMxe/bspNnWOrblcjtL7zN85aHjoOMRJQIEUYt1gGgMffgbnet6GD4Nj73hhhuqDBJtujI4/vjjvTVLVGrigw8+MN999539NB79uyaIPfvss6Zr167mpJNOSpoIGN50BfXPf/7TaTGoTFUVCP56INqaN++bOA7La2yfDd2SC4eI+gJKvWNd7y/c56H3n+tbk1XxA0u3ZoEoxDpA5KOPPkq6BfTkk0/aTTKmoo1a1CfcWZ/OttNOO6X8W02b+ji6deuW8UiybFQVCCtX/mqOOeaJ4N/vueftGttnS9+8w7ezNFCg2Gp65YreV3i0ld531Fce+nsK9++pIjUQhdgHiDz00EPBh0VXD19++aXdxJnKpqiTXnMw7E7uTDedSI4++mhz1113eTW+CqG6QBg6dHrw7wcd1MvMn19RBLG69tnSvf9wx7o2TarLdp5LsdD7CE8S1Kb3G2Wfh6ozqAq1fQWtASdAFEoiQES3lvwPzEEHHZSTORM2fUA11PeJJ54w1157rWnTpo1p0aKFNwRYtwv8TVcW+nfdtlJpCk0Y022MYiifUl0grFnzmznxxKeDfV26VKyEV137XFCfVXiIrzaV9dCtwTjT6w+XJ9Gm9+naR5cOlesJz/zXpsKbujX6ww8/2M2BnCiZAFGfww477BB8eHSCL0caRaWO8erUFAiaTOjvU6HFmTO/q7F9rmgSXfg2pDp9VZ02bqXg9Xr1usOlZ/S+opgk6FNfylFHHZUUHNpOP/10M3fuXLs5kFMlEyDy1ltvJZU60RDdcvDjjyvNSy/NTJy8RpqDD+7tdYRPn171rZKaAkHzMdu1GxLsv/jiETW2zyUNw7a/Qauz+amnnrKbFiW9zvDgAG16P67Dy9dGAz4uvfTSpLVhtDVu3NiMHz/ebg5EoqQCRDSKyv8w1a1bN9J7zoWkkVIvvDDdO8mrzyJ8otc2ZEjVo3zWFgjjx89Jea6a2ueS+g10yy9cr0zb3nvv7a3Wl4th1Lmk16PXpdcXfr16/XofUfTnaG6Qrmi22GKLpJ+5zTbbmD59+hTdMUJpK7kA0QesadOmwQfr2GOPtZvE1uLFv5hnnplmLrxwuNl//54pJ3hthx32uLnttrEpEwJ96QTCeecNS3nemtrnmta0Vx9S+ASpTSOYevXqFcmJORP6+Xod4ZFk/qbXrdcfBU1srSqsrrrqKrN06VK7ORC5kgsQ0TDJP/zhD8GHrHv37naT2Fiw4CdvnoZO6uqXsE/q2jSD/NZbx5j33ptXZT2rsHQCYerUhSk/w27//vsLvFtlJ5002IwZE82wVM21sU+Y2jSa7YwzzvCqMefrG7d+jn6efm54WK6/6XXmYhnaqnzxxRfegAz7Z/7tb3/z6roBhVKSASLhtbk1UW/q1Kl2k6I1b95S07fv1MTJ6vmUk7i/tWo1yNx113gzefJ8bwRVuqoLBNsll7yc8jPDHnxwQtK+Dh1eSpzo3NcpqckLL7yQuOLaP+UEqk0VmXVS79evn1cjLZf0fHpePb9+jv2ztel16fVFQfORrrvuOu/vN/wzNXk206UMgCiUbICISqD7HzqVdYhyGGW2dPJVGZHTTns25cTtb8cd96S5//53zQcfLLQfnrbqAsGmEVj2FU/YokU/pQTcAQf08kJt6dIVSW1zRbdwdDIPrwtvb3/84x+91St1W0cnf5Wg0Qz/77//3n46j/5d+9VO7fU4PV7PYz+3v+nn63VEVStN1aUff/zxlNBSJYMHH3wwkiHqgIuSDhDdq959992DD6Bm5xYTjZR65JFJSfMv7E37Hn54opk2bbH98ILTqK0XX5xpjjpqYNJrVj+MKvv++ms0t5f0RUAn2MMPPzylwz2dLdOKAdr0c/Tz9HOj/CLy7rvvpkyw1LDgjh07VhuCQKGUdICI6lGF5xgMHjzYbpJXH364yHTv/p53NWGHhb+dcsqzpkePyWbWrHicMDTvRLe0NIQ4/D7atn2mxuVyc0En85EjR3pXDrqdpOHb9snfZdPz6Pn0vHr+KENDvv76a++qRmVHwq/jiCOOKFjVAmBtSj5A5IEHHgg+kOpcz0fRQp86X8eNe89cf31P06LF3Slh4W9aVrZPnylmzpwl9lPEhvpuOncelfLerrhilLcvH1asWGE+/vhjb/niO+64wyuwqSsHjY5ShYCqKgZov9qpvR6nx+t58kGVoG+99daUjnndQhs6dKjdHCgqZREgctxxxwUfzoMPPjjS+8h6bnVyXnDBBd74/PXW28JstVUL07DhpUkn1nPPHWYGDvwwqDtVKnTVoauo8HvV1ckDD0yocZZ8udFAj3CJd20bb7yxF2TFUPYGWJuyCRBNKAzPFO7SpYvdJCv6xvrSSy9532Ttsu21a69rNtusUeJb5TnmvPMGe/0D33wT7S2RQtPIMM1ZOfzwyrVGtKm/RP0mGa5CXFJUK+vQQw+1/kZqm7PPPttb1hiIi7IJENGoGf8euf5/tqNotB6Jbnm0b9/e++YYPiH4m0pNtGzZ0vTr93QixOJ7e8qVRmTdfffb3gitcJBoBJf6g8qJvsToqtQvt+NvTZo0Kfk1UVCayipARFce/gdXVyTVLQhVHY3N15ojbdu2rXY4qTrtNQNeI3ZUswgVw5Q7dkyuraXt+uvfKPmrMVVx1pIA4cmt2lT8c9CgQXZzIDbKLkDUP6E+EP9DrL6RtVE5bIWB2trrl/ubwuTkk0/2TggKGVRNs9ZPOOGppBBp2rSPNwdmxYro+qUK5eWXX04pebLhhhuaG2+8seAlWYBslV2AiEZhhb8NanKWbfHixV69I5XKtiue+psWmPr73/9unnvuOU4GGVi1ao3p3/8Dc8gh/ZKC5Nhjn/BKypeCGTNmmFatWqX8zWhdkKhXJATypSwDRFRF1f9Q66pC80Xmz5/vrW6ooZ32fWp/0+pu6uzUAj75GupZqr7/fpm5+ea3UgpDnn/+i+bTT+fbzWNBV6taE8T+0qEhw2PGjLGbA7FWtgEi4XWj7Q98eNt66629sigamqv72citTz/9NqkC8D773OWNWLvssq6JK8F4lONXFegePXqYrbbaKulvR/+tK9l8FX0E8qmsA0Szi7fddtuUwNCmDvaLL77YW6SKD39+jBz5uWnd+gmzyy6dEr+Xo02dOvW89b3vvffeog5u/Y3su+++SX8/Kn3SuXNns2RJ+Y28Q/ko6wCR1q1bBx/6TTbZxFx55ZXm7bfftpshT9SRft99z5nttjvQmz/j/2522WUXb55NMVFfmkbj2V8+9Dc1c+ZMuzlQcso6QHRl4V+BqM+DYnXFY+7cr711ve2T89FHHx3Zgk3p0pXr9ddfnzIiTxWfVTcLKBdlHSDq1PQ//Jrsh+Izbtw406hRo6QTtfqrLrvsMq/DOt8GDhyYsva5BlZ069atqG+zAVEo6wC59NJLg5PAY489Zu9GkdCVotb7Vl2x8Il7yy23NI8++qjXgR21CRNUbbhy/pA2XbVeeOGF3gxzoByVbYBo0Z569eoFJ4JFi8qrrEYcad3vf/3rXylrgOyzzz5Zl6WpzoIFC8xZZ52VUmZdQ7019BsoZ2UbIFqBzj8ZqLAd4kPrgIerK/ub1g3/8ssv7eZONMfntttuS6lxtvPOO3sTRwGUcYDom6x/UtB6IYifV199NWnFSW1aP1z1zrIpJ/P888+bBg0aJD2vqg507dqVyaNASNkGiH+C0K2JefPm2bsRE6ptpi8Adgn9unXrmv79+3u3KtP10UcfeYtLhZ9Hfx9nnnmmV6UAQLKyDJApU6YEJwh1jCL+VFVZ64Zr/fBwABx44IHeOuM10WM7dOhQ5WN1qxNA1coyQMIl3e+55x57N2JMy9FWdRWh9cbtqwhdvXTv3t0bhhtur6uXAQMGZHT1ApSjsgwQTfjyTyy56nRFcVlbP8aoUaMi6T8ByknZBci0adOCE4YmqKF0aV3x22+/PWUkVVULgbVp04YvE0CGyi5AbrnlluCkoWGaKH2ay6ES/PZcDm2aQzJ69Gj7IQDSUHYBEq6aqkV/UD607nh48mi+ZrEDpaqsAkQT0Pzw2GuvvezdKBPqIP/mm2/sfwaQobIKkDvvvDMIkJtuusneDQDIQFkFyP777x8ECHWMACA7ZRMgc+bMCTpRGzZsaO8GAGSobALk/vvvD64+rrnmGns3ACBDZRMgzZo1CwJk0qRJ9m4AQIbKIkA0D6B27dpeeNSvX9/eDQBwUBYB8vDDDwdXH1dccYW9GwDgoCwCJFxcb/z48fZuAICDkg+Qb5d8a36//+9NrQa1TN3d61JhFQBypOQDpNd7vUytfySuPtrUMhc9cJG9GwDgqOQDpNXLrUythxMBclst8+asN+3dAABHJR0gP6z8wazXaz1Tq0cts1X/rcyvv1E4DwBypaQDZMBnA7zw0Hb+mPPt3QCALJR0gBw/6vggQEbOG2nvBgBkoWQD5KdVP5kN+2zohcdmj29mVq1ZZTcBAGShZAPk6VlPB1cfZ40+y94NAMhSyQbIKa+dEgTIsNnD7N0AgCyVZIAsW73MbNR3Iy88Nu67sVn+63K7CQAgSyUZIEO/GhpcfZz2+mn2bgBADpRkgLR/s30QIM9+8ay9GwCQAyUXICvXrDSb9tvUC486feqYn1f/bDcBAORAyQXIiDkjgquPk149yd4NAMiRkguQc986NwiQQZ8PsncDAHKkpAJk9ZrVZsv+W3rhsX7v9c3SlUvtJgCAHCmpAHn969eDq4/Wr7S2dwMAcqikAqTDuA5BgPSd0dfeDQDIoZIJkDW/rTHbDtzWC4/f9/q9+W75d3YTAEAOlUyAjF04Nrj6aDmipb0bAJBjJRMgl719WRAgj0571N4NAMixkgiQ3xL/V++Jel54rNNzHbNo2SK7CQAgx0oiQCYunhhcfRzy4iH2bgBABEoiQF6Z+0oQIA9Pe9jeDQCIQEkEiG5hPfjJg6brlK6sPAgAeVISAQIAyD8CBADghAABADghQAAATggQAICTkgsQfzivNgBAdIr2LDt+4XjT+d3OpvGQxl6RxHV7restVbvb4N3M2aPPNkO/Gmp+/e1X+2EECADkSdGdZWctnWWOeOmIpCCobqv/ZH0zbPawpMcTIACQH0V1ltVVx+aPbx4EQLNhzcyAzwaYr378yixbvcz8d8V/zeRvJ5vrJl5nth6wdZVBQYAAQH4UzVl2zk9zguVoa/esvdaSJAqTM0efmRIUBAgA5EfRnGWPeeWY4MSvkiTpunbCtUn/TYAAQH4UxVn2g+8+CE766teoqnM8XQQIAORHUZxlu0zsEpz0b3n/Fnt3RggQAMiPojjLNh/WPDjpv7XgLXt3RggQAMiPojjLbj9o++Ckn+1qggQIAORHUZxlN+i9QXDSX/HrCnt3RggQAMiPojjLEiAAED9FcZblFhYAxE9RnGXpRAeA+CmKsyzDeAEgforiLDv1u6nBSb/BUw2YSAgAMVA0Z9lWL7cKTvx3TL3D3l0tFVYMI0AAID+K5iw7+6fZQSXedXquYx779DG7SZIfVv5gzhp9VkpQECAAkB9FdZYds2CM2ezxzYIAOOTFQ8ygzwd54bL81+VeaLz/7fvmhkk3eItMVRUUBAgA5EfRnWU/W/KZaTG8RVIQVLepv+TF2S8mPZ4AAYD8KNqz7LiF40yndzqZRkMaeYtHaUnbTfptYnYfvLu3pK2Co6rOdgIEAPKDsywAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/D+sh9HdSMMJqwAAAABJRU5ErkJggg==)
PN: 4H21-5-3T
CAS: 1503889-91-5
Molecule Weight: 196.59
Formula: C8H5ClN2O2
Melting Point: 244-247 ℃
TSCA: Not listed on TSCA inventory