![2-[(7-Chloroquinolin-4-yl)thio]acetohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABFmAAARZgHbImj/AAACTHpUWHRtb2xTb3VyY2UAAHichZXbjpswEIZfZeTrxgfOiUJWUVaVKu2mUrOVelc54GSRAK+AnN6+Y8iJhEKCNcbzfzZ4Zsz05ZilsFdFmeg8JIJyAiqPdJzk25D8/vg+CsjLbBqhCIV5GZLPqvqaMHY4HGj0qTJ51DmNdEYa/+RYJi3Nwaa62DKLc8H+vL+tamaU5GUl80ghVSaTsh5805Gs6qf4zxIsk8U+yVkjZ1mxb2b7a3FzcXosY3J7lwX65ojCJkkVbHSRyQr2Fqd48W+wVbkqZKViWJ9w2KYOvvts+v6qo12m8gq7ZoYkkumqKnYRDmQ6VdEOJ8POj9eQZAIBWelsXhTyBKZnhqUAaYG0QTogXZAeSB9kAHIMUnBs6BcoEKgQKBGoESgSPu59qsziH6cvFZIlLGEBP7GtsJn/8mwXaWNw/6yQuNS2HR886nmBAwHl3BIXM0afG4Dg6Bw7ICwctsXN2uj30O9Qz+fuzXrod8TN+qjz73QXrrEETvgcuK/4A059vzb13UhQ13kaPd9Z1BZobMqD2103Pzp7r/Y6r5FhINg1ErPpWufxXReSOCRrQeoQ/VKb0jpHiYAuYlVg4psJjPQesNqAiWk/YLcBkwFXwOoCnCfA7V/BbQMmu/oBrw2YXOwH/DZgMvcKzLuAoA2YPO8Hxm2grop+wvhboauraIB5DHdddQPMQ8SbKh1gHoLeVHX/Hgung3EH1nkIfXNqDDAP0b+cMr3McwIMIkHHVncy7K4w2eU4xe7TUcvuzmGGX5/ZP9uQ7DnNor9yAAAvCElEQVR4Xu3dC7xNdf7/cdNNF0npQphpShfdp9swKRUqk6Y00s/UdDdFuqhIv1Qo/aK7kR8ihIREflOTYtBFCUkklGu5Jfd7Lt//fn/Pf23nLMc+e3/OPvt2Xs957Ic5+/vda6912me991rfWxkHAIBBmfATAADEgwABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAD2sGLFCle7dm13/vnnu59++ilcDHgECICobdu2uS5durjDDjvMlSlTxj8OOeQQ99RTT7ktW7aEq6OUI0AAeKNGjXInnniiD41y5cq5jh07us6dO7sKFSr454477jg3dOjQ8MtQihEgQCk3a9YsV79+fR8Sv/nNb9zNN9/slixZEi3/+eefXbNmzdy+++7r69SpU8dNmzYt3xZQWhEgQCm1evVqd99997n999/fB0PNmjXdF198Ea4WpdC4+OKLfV2FiUJl5cqV4WooRQgQoJTZsWOH6969u6tYsaIPgypVqrg33ngjXG2vhgwZ4m9n6bW6vfXCCy+4X3/9NVwNpQABApQiY8eOdWeccYY/+R944IHusccecxs3bgxXK5Ia1NVGogZ2bevkk09277//frgachwBApQC8+bNc40aNYr2rGrcuLFbsGBBuFrCfvzxR3fTTTdFt9ugQQM3e/bscDXkKAIEyGEbNmxwjz76qCtbtqw/wZ911llu3Lhx4WrFNnHiRD9mRO+hNpVWrVq5NWvWhKshxxAgQA7atWuX69evn6tcubI/qR955JGuR48evv2jpOg9+/btG33PY4890Q0c+KHbuXNXuCpyBAEC5BhdDVxwwQXRq4EHHnggpVcD69ev91c9lStf5E455VHXtOnbbsqU3d2CkTsIECBHaMoRtUdoLIfC48orr0xre8SiRSvcQw+Nduee29M/2rT5yC1Zsj5cDVmMAAGyXLhH1EknneTee++9cLW0+fLLJa5Jk2E+RGrV6u26d5/sNm/eHq6GLESAAFlMU4tkw5gMtYMMHfqtu+yy/j5IGjQYGAm5ueFqyDIECJCFNCpcU4ooOIJR4ZpypLiWL1/uPv74Yz+mQ43wwUM/63mVF8e6dVtdly6fuQsueM0Hya23jnAzZ64IV0OWIECALKKpQ5I1L9XmzZvdRx995Bu8NY1J/hl4Yz10pXPhhRe6xx9/3I0fP97P4Juo+fPXuBYt3vMhct55Pd2TT46LHNumcDVkOAIEyAK6LaXbU/lnxtWUIhYaB3Lbbbf5GXfzB0PVqlXdFVdc4e69917Xvn179/TTT/urD/2rn/X85Zdf7o499tgCr9OUKC1btnRTp04Nv1WRJkxY6Bo1essHyUUXve769PkqEkgl19UYyUWAABlODeKaKkQnazWUq8E80bU5du7c6QYPHuxOP/306In/qKOO8lczb731VsK3v5YtW+YGDBjgbr31Vle+fPnoNi+55BJ/VZKIX3/d6fr3/9pdfHFfHyR/+ctgt2LF7ulVgl5cw4fPyveqgmVIDwIEyFDqgqupQYKTs7roauqQRH344YfulFNOiW7n6quvdu+++27SGtt1K0xhottgwXtoevjvv/8+XDWmVas2uw4dxrs6dfpGjn33LL9BSKjhPXx1QoCkFwECZBgN+tNUIME065oiRIMDE6WrhCZNmvhtaGzI9ddf76ZPnx6ullSjR4+OBokma3zmmWeKPfo9CAk9BgwouP8ESHoRIECG0Im2Z8+eftoRnYA1JYimBtEUIYkaM2aMq1Spkt+Oblt98skn4SolRvvbq1evaHtN3bp1E75Fll8QEtddNySyrf5u06bdV04ESHoRIEAGUMO2JjrUCVcTH6pnlKYEsVCjt3pp6fHEE0+47dvTM2hv6dKlvk1Ex1StWjX3zTffhKvEJQiJ8eMX+H979pyyRxnSgwAB0uyOO+6Ith1oynVNvW6hhvIWLVr47RxzzDH+KiTdFF4PPfSQ36cjjjjCTZo0KVylSPlDolmzUb631tq1eZ0ICJD0IkCANGvYsKE/wXbr1i1cFDeFR9OmTf12qlevbg6hkvLyyy/7dphDDz004RDJHxKzZq3040ZeeunzPcqQegQIkGZ33XWXP/HHWo+8KM2bN/fbOPvss92KFZk5svu1117zIaKro0QWswqHRLt2Y/2cWurqGy5DahEgQJoVN0DU5hFceWRqeASCfa1Ro0bcbTzhkFi2bIMPkE6dPt6jDKlFgABpVpwAUTuHGsv1rX7+/Pnh4ox0yy23+OPVIMR4FBYSXbtOis6nFS5D6hAgQJpZA0TjPNRVd5999vFzWmWLTZs2RQc2Dhs2LFy8h8JCYuPGba5evbyZfcNlSB0CBEgza4AEgwTVVTfbaN6sAw44wAdgUbey9hYSQ4bM3GsZUoMAAdLMEiCankSv0SDBdI3zKK4HH3zQH0Pbtm3DRcgSBAiQZokGiLrs6haQejRpjY5stXbtWnf00Uf7gZNajhfZhwAB0izRANGsuqqvua2y3YsvvuiPpXXr1uEiZAECBEizRAJE80zptpWuPkp6YsRUUPvH4Ycf7hezWrduXbgYGY4AAdIskQDRnFmqq9HruaJNmzb+mDTQsCiaV1JdeGfMyOzxLqUFAQKkWSIBopUEVVfreeSKGTNm+GPSrL1FWbRore919fjj/wkXIQ0IECDN4g0QLdykuaS0kmCyFoPKFLotpwGRy5cvDxcVoLXUFSCPPTY2XIQ0IECANIs3QDRYUPW0DG2uadeunT82dRCIhQDJLAQIkGbxBojWCFE9rWGea4JxLZoUMhYCJLMQIECaxRsgtWrV8r2virO6X6basGGD22+//dyZZ54ZLiqAAMksBAiQZvEGiLq6/va3vw0/nTNOPvlkv466BkruDQGSWQgQIM3iCRAtD6s69evXDxfljKuuusof48KFC8NFUQRIZiFAgDSLJ0A0ZYnq3HPPPeGinHH//ff7Y9RYl70hQDILAQKkWTwBMmrUKF8nG2fejVf79u39MY4cOTJcFEWAZBYCJIZYU0XHKgMSEU+ADBo0yNd57rnnwkU54/nnn/fHOHDgwHBRFAGSWQiQGGKFRKwyIBHxBIim+VCdV199NVyUM3RsOsZYU5oQIJmFAIkhVkjEKgMSEU+AcAWShwDJLARIDLFCIlYZkIh4AoQ2kDwESGYhQGKIFRKxyoBExBMg9MLKQ4BkFgIkhiAkYj2A4oonQBgHkocAySwESAyxQiJWGZCIeAJEGIlOgGQaAiSGWCERqwxIRLwBwlxYBEimIUBiiBUSscqARMQbIMzG69zcuYtd5coNXYsWudsbLZsQIDHEColYZUAi4g0Q1gNxbtasWb7e3/72t3AR0oAAiSFWSMQqAxIRb4CwIiEBkmkIkBhihUSsMiAR8QaIlPY10QmQzEKAAGmWSIBojITqNmzYMFyUtdq0aeOPKdYUJgECJLMQIECaJRIgu3bt8rd71Btr+vTp4eKss379enf44Yf7Lsrr1q0LF++BAMksBAiQZokEiKihWfWvv/76cFHWefHFF/2xtG7dOlxUKAIksxAgQJolGiAaaHfKKaf4qxBNcZKt1q5d644++mhXtmxZ99NPP4WLC0WAZBYCBEizRANEgnETup21ffv2cHFWePDBB/0xtG3bNly0VwRIZiFAYgh6Wg0fPitcRC8sJI0lQKRJkyb+ddk4Q+/UqVPdAQcc4CpVquTbQeJFgGQWAiSGICQaNBjotm3bUWgZUFzWAFm2bJk/Ae+zzz5+kGG22LRpk78Fp2MeNmxYuDgmAiSzECAxBCGhx4ABBXu8ECBIFmuAyJgxY/wAvGOOOcbNnz8/XJyRbrnlFn+8t956a7ioSARIZiFAYghC4rrrhri6dftHvjntHv1LgCBZihMg8vTTT/vXV69e3a1YsSJcnFGCfa1Ro0ZCt64CBEhmIUBiCEJi/PgF/t+ePafsUQYUV3EDRDQJobZx9tlnZ2yIaKCgeo7pamnBggXh4rgQIJmFAIkhf0g0azbKXXTR627t2i17lKEgDXZ75plnEr6/XVo1atTInxQ/+eSTcFHc1LW3adOm0SuRefPmhauk1csvv+zDQ3N5TZo0KVwct2+++cYfY7169cJFSAMCJIb8ITFr1kp33nk93Usvfb5HGXb7/PPP3QUXXOD/yPW48cYb3Y8//hiuhgiNvNYAOjWC63dVuXJlN3z48HC1uClEWrRo4belb/lqH0k3dTF+6KGH/D4dccQRxQqP999/3x133HF+Wwqje++9161evTpcDSlEgMQQDol27ca6WrV6uxUrNu5RVtppINjf//53/4etP/Dzzz/fHX/88f7/H3LIIa5Dhw5uy5a8q7fSTif6Pn36+JO8fj9HHnmkO+uss6JBcumll/pv2lZqZ1DDuh7q4puucSJahveSSy7xx1StWjXzMc2ePds1aNAg+qVEv6vgd1exYkX36quvuh07CvaSRGoQIDGEQ2LZsg0+QDp1+niPstJKofDUU0/5kNAf9EknneT+9a9/+TJNOa6pKipUqODLfve737khQ4aEtlC66DbVueee638fGgfx8MMP+xHZMmXKFFe7dm1fptX57r77bvfLL7+EthAfXX2oi6+2pcGGxbk9lijdwuzVq1f0v7tm2bWsorhmzRrXqlUrt//++0e/lEycONGXbdy40a8hoiVwg2McO5ZVClONAImhsJDo2nWSu+CC1wotK23UxhHcUtBkeM8//3yh61SsXLnS/eMf//DfiFX34osvdl999VW4Wk5btGhRtI1CD82mO3fu3HA178033/Rrn6ueJhp85ZVXTFcRGicSDDbUlaHmzirpCRhHjx7tatas6d9TJ3e1hSV6daD6PXv29Fdm2o5u7fXt29cHU5ga4xs3bhz9vV577bUZ1/6TywgQpw/sTvf229+63r2nFni+sJDYuHGbq1ev/x5l27fvjPyhfxH5A/ohX+3c9PXXX0dvTSgU7rzzzri+Yep1derUSfh12UyLQLVv394dfPDB/rjVfVUn2aJYX1cYTXsSDNzT4+qrr/briRQW9hba1wEDBkSDQ4/69eu777//Ply1SOPHj/e3qLQNzZGlaU7i6e6rae7zv07L/8bzOhRPqQ+QSZN+inwzG+rD4PLLB7j8X3LCIREYMmTmHmVr1mxxF17Yxz93220j3bff5t6JMVlXEvFeuWS7ZFxJJHLlEovaXTSLr271BNvSyoZaHldrrCca5Lq6UWhoMGD58uWj29QXC4VAopJxJZHIlQuSo9QGyOLF61yrVh9Eg+DRR8e4pUs3hKslZN681a5583/57Z1/fi/XocN498svm8LVsk5JtGXEajvJdvnbMhS2xWnLCMRqO0mUvq1rZcNy5cpFT9h6VK1a1V1xxRW+d5OuftQY369fP/+vftbzl19+uTv22GMLvE4N2S1btvTzWyWqJNoyYrWdILlKXYDoFpRuNdWsmdeO8be/DY988JeGqxXLuHEL3DXXDPbb19iRfv2mRU7CO8PVsoK6Tp588sn+D7EkelOFe2/pBPbdd9+Fq2WFVauWR8Li9qT1pgoL997SVOi9e/f2z1vo1pPm0NLtHt1+0tVg/mDY20NfJC688EL3+OOP+6uNbdu2hTcdlzfeeMNVqVIlGkLJ7k0V7r1100030aU8yUpNgOzcucu9++5sV7/+G/7Ern9HjPjOP18SFBh9+07zAaL3U6BoRHu2CP/xlfR4jvzjR/TN8YEH7nfr168JV8tI27dvc6NHd3E33FDeHX98Gd99uTjjOYoSjB/RlYh+X+ecc07S1gVZvny535a+OOjqI3joZz2v8uLSWJCgvUS9zUp6PMd7771X4EtQx44dk/olqDQrFQHy9dfLIt8+hvsTua48NBhwwwbbt6ZE6RZW+/bj/C0tvb9ucelWV6bS5b/Wach/+f/ZZ5+Fq5UI3avWyUq3SI49toxr3PhIN2FCj0jIJ+9babJNnz7KtWt3ovvHP8pEToTlXP/+ndzWrVvD1UqEGqnVIB6E/A033ODbTDKVxoVoIsXgalMN7ZqaJBV0G/aFF16I3oZVG1xxb8MixwNk+fIN7r//e2y0neP++/8d+QOz3TcuLjWqq3Fd+6FuwJ07fxr5JpmaE008dBtEfffVsKo/MI0hSFcD5IYNG1y3bv8d+X2V9Sfmjh3PdHPmjAtXS6ulS2dFvojU9/t3112/ifyubnFr1yb3Vmi81MtKvbT03+2ggw5yTz75pJ8yPVMoUDt16hRtcznxxBPdqFGjwtVSQh1B1HEgf0eQadOmhashTjkZIFu3bvcTHwa9ov761yFu4sSSu/2SiPff/96vL6L9uvTSfr5Hl7oRp5PuY2sSPv1BJdJ1sqStXDnP/e//XudP0nr06PHXyHPpnbJ806bVbvDge93dd+/n9+nZZ2u6BQvs03Mki3p3de3a1U8Xov+OGvk9aNCgcLWU0628YEYC9dbq0qWLuc0kmRQa+buUK1QS7YmGHAwQjcO46qpB0RP0m2/OSPsJOmzLlu2Rk+Fk96c/5QWcuhGrO3GqqeukBpcFt0DUdfKHHzJvHMvs2f9xHTqc4U/YLVqUdSNHPhb5klC8HnOJ0m20ceNeda1aVfT70aZNFff552+Eq6WdentpPiy1Lei/qRq7J0+eHK5W4tR5QJ0ItA/qVHD77bcnpf0k2YYOHRrtUq7bW7rNlYtdyktKzgTId9+tdHfc8W60C+0zz3wSnTk3U6nbcNu2H0VvsbVo0d/Nn784XC3p1HVSPWiCrpOnnXZaRky8F4tO4OPHd893Aj82cgLvn5JbbN99N9a1b3+6f9977jkwEmDtIgG2MVwto8yYMcNddtll0RO4uu2m4gSuAFO35eAWkbozq1tzJiusS7ka3lG0rA+QVas2u44dJ0Qbqe+66//c3LmrwtUymroRN2062FWp0ijyIT46cnJs43valAQN/srfdbJbt24JD25LJ91Ceuut+1zz5vv7E/r//M8fI6FrX0cjFt1C69792ny30BpHTpALwtUy2ogRI9wJJ5wQvYX07LPPlsgtJH2GNFBSAyb1XhpAqYGUyZCKnmGiLuXq6hs08l955ZW+NyL2LmsDRN1k+/f/2tWp09cHx9VXv+nGjk3v/fHiUHfi/v3fjjZiq6//66+/bu7jH6auk7Vq1fLb1u0NDfxatSq7gjY/NWK//PLl0Ubs11+/2a1ZsyRczWTLlvXunXfa+ttleY34Z7k5cxIfXZ0pFBiak0prcei/v9YLGTlyZLiamaZYCRrxNfWKBh1qjImFdWyK6qm+XqfXW99fNOiwYJfyB3zvROyp2AES3H4pTKyy/IJ6w4fv2aWvsG1MmbLENWr0ln9e4yz69Pkq8keSuV09E6HRxVo/Iejjf95557lPP/00XC1u4a6TWojn22+/DVfLWtOn/1+BbrTvvfe027Gj4D3sWbM+jHw7vsK3W9xzj3op1YhciTVzCxfueWtl4sR+rnXryn57Dz54ZOQbbs+M7kacCH0WNPVI/s/CzJkzw9XipilVNLVKcBLXlCvWbsTFGR2vctXL/zptR9vTdi2CLuWaDkXb0/QoPXr0SOpAx1yQUQGi3knhIChsG02bvu0Xd3riiXHu558zp7tiMs2ZM8ddddVV0T8ILeG5eHH87SOFfevUBHq5SIExevRz7v77D/Mn/v/8p2u0TONIgltd6i21bdsmt2TJTN+jS8/np6sMPafbY0OHtnKbNuXmt84vv/yyWFej+pKjqVSCLzmaYsUyXXyy5+dSfb1Orw+u5PXQ9vU+lqt5dSnXVY16J2pbmrDRGkq5KKMCRI8BAwpON13YNjSWY/783PzjDvvggw+iM6nGe3vgnXfeKdB1snPnziVy3zvTrF+/IvL7etatXr27y/Yjj1TzobB8+Zx8NfOMGvVkgZ/Vs+uDDzpH6paO+95qDwu+uav7b1HtYToBa+oUTaGi1+g2q6ZWsZyYS3qGYG1H28s/0FLvp/e10MSOwdLDemjix/nzs/eWebJkVIBcd90QV7du/8g3v90foni3kcv0x6A1pYMGSn0b0jxCYeo6qYkOVSeTu06mkm5rKUCWLcvO+bVKWrw98tRYrSlTVEdXHppKxdLRIx1rlGj7ep/g1p3eX/thoYkezzjjDL8d/c4ee+wx/zssrTIqQDRXlP7VIMBwGfJG0QZXFnpcdNFFfgZUdZ1s3rx5tO+//lAyvetkqnTr1jDaPtKrVxP30Ucv+G6527dnziwAmWDhwoXRE7se11xzjR8TpDYNTZESPK9v9JZ1PiSdqySK3i+4Xab9KCwo46F2kO7du/tejNqWejUW9oWuNEhagMR6FCV/vWbNRvmG8WAMR7zbKC2CNRP++Mc/RsMi+Pao0ce6JaGeI8ij6UVeeOHSaFfc4PHAA4f7MEFBEyZMiM5KoKvYYDzHqaeear79I5myTrveV+8f7Iv2y0oTQN53333ReeMUStZwzVZJC5DCxCrLL3+9WbNW+gZyTXgYLsPuANEH9e233/aN5AqRYP4j3YIgQPakNpCPP+7lBg9u6dq1qx4Nkk8+eS1ctdQL5kULbvloihTrCV/b0sh4bUdtJtZv/cmm/Qimxdf+WdpxApoQMmjP0d9haZJxASLt2o11tWr1ditWbNyjrLTLHyCiP+wVK1ZEywmQoqmL5ogRj/oAefLJU8PF+P80GFDtblY6KQerKaoXYKIrDJY07Y/2S/un/SxOiLz00kt+O6XtVlbKAmTy5CWuZcv33MUX93VXXDHAjx7f222qZcs2+ADp1OnjPcpKu3CAhBEg8dmyZZ0PEI0LQeHUIUO9s6zULqfPqm6J5f+Sk0m0X8EtO+2vFQFiFOsEn7/szjvfdRMmLPRrh2v6EYWDplcP1wt07TrJT3teWFlpRoAkRjPnFjYQUGNBFCDq5ovCFSdA1LYQXHlkangEtH/BlYi1TYQAMYp1go9Vpq66uhqRwupp6dl69foXWlaaESCJUUg89dQf3LRpI9zmzWv9lYd6YWmNEZVphl0Uzhogal9QA7XaGLJlrIT2U/ur/ba00xAgRrFO8LHK1GVXVyWyt3paK2NvZaUVAZKYn376xg0f/kjkivdc16rVEX4dj4cfruS7986YwYyrsVgCROMr1BtJPbg0J1U20f5qv7X/iY4TIUBSaPbslX7akjlzfgkXoQgECFLFEiDBWBJ1lc1G2m/tv44jEQRIimgiRIWHpjBH4ggQpEqiAaJxIvpsarCetdtvumm/g8GGiYx7IUBSQKsFXnnlADdzZmY3qmUyAgSpkkiAqAusxkJo7IimPclm2n8dh44n3q69BEgJGzhwul9qtrRMglhSCBCkSiIBotlu9bnUnFO5IFjqWccVDwKkhAWN4eFH/okTUTQCBKkSb4BoYKZu++hbe0lPjJgqOg4dj44rnmWTCRBkBQIEqRJvgGh9DH0mtbhULgkWy4pn/Q8CBFmBAEGqxBsgWvlPn8lcW7BMx6Pj0vEVhQBBViBAkCrxBIgWN9OEnloBMFmLQWUKHY+OS8dX1CJuBAiyAgGCVIknQDT4Tp9HLSObi3RcOr6iBkUSIMgKBAhSJZ4A0Xrh+jxqLfJcpOPS8ek4YyFAkBVujATIwZEP6g97CZBzIwFyGAGCJIgnQGrVquV7K/3888/hopyg49Lx6ThjIUCQFf4VCZCXIh/UNXsJkDciAfIKAYIkiCdADjvsML9uSC7T8ek4YyFAkB0iARL5pDq3lwBxkQBxBAiSoKgAWbp0qT9p1q9fP1yUU3R8Ok4d794QIMgOBAhSpKgA0ZQfOmnec8894aKcouPTccaaooUAQXYgQJAiRQXIqFGj/EkzW2fejVcwQ6+Od28IEGQHAgQpUlSADBo0yJ80n3vuuXBRTtHx6Th1vHtDgCA7ECBIkaIC5LXXXvMnzVdfze1VHXV8Ok4d794QIMgOBAhSpKgA4QpkNwIE2YEAQYoUFSC0gexGgCA7ECBIkaIChF5YuxEgyA4ECFKkqABZtmyZP2nWq1cvXJRTdHw6Th3v3hAgyA4ECFKkqACRChUquKpVq4afzik6Ph1nLAQIsgMBghSJJ0Bq167t54qKNUo7m+m4dHw6zlgIEGQHAgQpEk+AtGvXzp84Bw4cGC7KCTouHZ+OMxYCBNmBAEGKxBMg48eP9yfOW265JVyUE3RcOj4dZywECLIDAYIUiSdAtm3b5ipWrOhnqy1q1b5so+PRcen4dJyxECDIDq1bO1eunHNr14ZL8jRs6NxJJ4WfBRIWT4BIy5Yt/clzwIAB4aKspuPRcen4ikKAIHusWxd+Zrft2/XVKfwskLB4A2Tq1Kn+5FnUokvZRsej49LxFYUAAYB84g0QueSSS/wJdPTo0eGirKTj0PHouOJBgABAPokEyLhx4/wJtGbNmm7Xrl3h4qyi/ddx6Hh0XPEgQAAgn0QCRIKV+3r16hUuyirafx1HIistEiAAkE+iAfL999+7Aw880I/aztaBhdpv7b+OQ8cTLwIE2WP6dOeaNnWucuW8Lrv697/+y7mvvw7XBMwSDRB55pln/Im0Tp06brs6dGQR7a/2W/uv40gEAYLsMGRIXmjUrZsXJFu35v2rn/W8yoEksATIjh07Ih/Fuv5k+tBDD4WLM5r2V/ut/ddxJIIAQebTJfVBBzl3wgnObdlSsEw/63mVJ3DpDeyNJUBk5cqVrlq1av6E+vLLL4eLM5L2U/ur/db+J4oAQeZr0SJvFPo//xkuydO1a1656gHFZA0QmR65KtZrNRFhrKVgM4H2T/up/dV+WxAgyHwaYa6A+PbbcEmemTPzyhmJjiT47W9/aw4Q+fLLL1358uX9yfmpp54KF2cE7Zf2T/up/bUiQJD5DjwwLyD2NhJdz6tct7GAYjoo8jnaZ599XI8ePRJuEwhMmjTJHXPMMf7keuutt7pNmzaFq6SF9kP7o/3S/mk/rebOneuv1rStM844wy1atChcJWcRINmEAEEK3XTTTW6//fbzJ8azzjor7kF1YQsWLHA1atTw2znllFPimhqkJOn9tR/aH+2X9s9iXeTv7eGHH3YHHHCA39a+++7r/1XwPvnkkxkTliWJAMkm3MJCis2bN881atTInxj1aNy4semEu379enfbbbf5beiEqx5Pa/c2IWgJ0fvpfYMTvvZH+5WonTt3ut69e7ujjz46egXTp08fP2PvK6+84g4//HD/vBrk33zzzfDLcwoBkk2aN6cRHWkxduxYd/rpp/sTowbZaYGljRs3hqsVadiwYa5SpUp+O0cddZRvO9iwYUO4WlJp+3ofvZ/eV++v/bD4+OOP3TnnnBMNwtatW/srkfx++eWXyJ9q8+jV24UXXuimTJlSoE6uIECyyZw5ebexYnXjVfncuQXLgCRQO0j37t39+hg6MVapUsXUaKxv/W3btnVly5b129E39jZt2rgZM2aEqxaLtqftBlcEej+9r+WqQ+0aN9xwQ/RK7Oqrry5ypPo333zjLrvsMl9fbUm33367W758ebhaViNAso0uiSPfbFy9evqEakWfvH/1swYS5vglM9Jv9erV7r777ot83Pb3J0dNPPjFF1+EqxVpyZIlvg1BizYFJ2Zd5ejq5sMPP0z4Ckf19Tq9Prha0kPb1/vo/RKldgy1Z6hdQ9tSm4neIxHvvPOOO/744/3r1durc+fORS5QlS0IkGw0bZqLfB1ykWvxvNA45pi8n7/6KlwTKDGzZs2KTqCorrA333yz6SStW0BqU9C39aAhWg/dAlJjd8OGDd0DDzzg2rdv76cY6devn/9XP+t5latecMtID21H29N2w7eY4jVo0KDogEh1Z+7atat5ehYFhvb50EMP9durXr26e/fdd8PVsg4BAqBYRo0a5U488UR/YixXrpzr1KmT26opdgxWrFjh3nrrLdeiRQt35plnRm9zFfVQPdXX6/R6bcdq8uTJvt0iCDFtU+0ayaDJGrXOugJX269Xr577dm+dYrIAAQKg2PQNu0uXLv4WjU6Mv//9793w4cPD1UzU/qAuxPrGrquP4KGf9Xyyxl2ofUI9s9ReoWPQFUyy22UCGncSrHiokGr5fEu3avOqcLWMR4AASBp987/jjjuiJ+FLL73UPD1Iqij8nn322Wj4nXDCCb7dIhW07nqVP1RxZW4p4yr2r+he/fZVt32n7TZZOhAgAJJOg/Vq167tT8hqj7j77ruTdhsomUaOHOnbI7Sfap9QO0WqG7g3btno2k1o5w7sfaAr07OMO33Y6W7MT2PC1TISAQKgxAwePNjPqaUTtLrTatZba0N0MqndQe0P2i+1R2hak3QvgrVg/QJ3/UfX+xDR49rR17of1v0QrpZRCBAAJWrz5s2+x9TBBx/sT9jqMfXBBx+Eq6XEqlWrXMuWLaM9ttQOUZxJFEvC+KXj3dlvn+1DpGzvsq7tpLZu/a+Jj11JBQIEQEosXrzYNW3aNNpz6qqrrnJzNDg2BXTV061bN98dV+9dtWpV3/6QqXbs2uF6fdfLHdX/KB8klQZUcn3n9HW7Iv/LJAQIgJT69NNP3bnnnutP5KmYF2vMmDHutNNO8++naVgef/zxhAcppsuabWtcq4mt3P6v7e+D5Px3znefLf8sXC1tCBAAKacJCTUBYTDVuyYm1MJOej5ZfvjhB3fNNddEr3iaNGniFi5cGK6WFWavme0avN8g2j5y49gb3dJN6W2zEQIEQNpolLjmqwpmyP3DH/7gJywsDs119cgjj0S3efbZZ7sJEyaEq2Wl9xe/704ecrIPkes+vC5cnJAgjIqjeK8GgCTQxIR/+ctfolcLmrgw0auFXbt2uddff73AbL+9evVK6lVNJvh156+u35x+7vMVn4eL3OINi/0tr1OHnuoO6XOIO/T1Q3234Dsn3Okm/zy5QF0CBEBO+eijj9ypp57qA0ATGD7xxBNxLcz02WefufPOO8+/TpM8PvjggyXarpKJRv842pXvW95VH1zdDZ031K3auspt3r7ZTVw+0V0z+po9woIAAZBz1GPqn//8Z7THlCY0HDhwYLia9+OPP7obb7wxeuXy5z//OWU9uzLJog2L/NVGlYFV3MotK8PFXoepHQr8TIAAyFkas6GJDIMxG3/605/8RIeisSUdOnQoMLbk3//+d2gLpcf9n93vw6DbzG7hor0iQADkvJkzZ7q6dev6oNAcW5rkMJhmvUKFCn61wV9//TX8slIlaFj/fl3sRa7yI0AAlBojRozws/wqODT9yF133eVWriz8dk1pE8yjtXVH/NPoEyAAShVNdKjVBRNdFTDXESAAABNuYQEATIJGdK0nEi8CBADgFm5Y6LvxVhtUzf2ypfB1VzpO7VjgZwIEAOAFAwlPeuskN2zeMLd662o/kFAj1hlICACISQMKNZVJjSE13EF9DvJXJacNPc01m9DMTVk5pUBdAgQAkDYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/wCkhFa5W39FUAAAAABJRU5ErkJggg==)
| Product Number | 8H66-5-W1 |
| Purity | 97.0 % |
| CAS | 306935-50-2 |
| MDL Number | MFCD02180374 |
| Molecular Formula | C11H10ClN3OS |
| Molecular Weight | 267.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 213-216 ℃
TSCA: Not listed on TSCA inventory