![4-Imidazo[2,1-b][1,3]thiazol-6-ylaniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABMrAAATKwG5KIVCAAACOXpUWHRtb2xTb3VyY2UAAHichZXbjpswEEB/ZeTnxthgblHIKtpVpUq7fehupb5VDjhZpIBXQG5/3zGEBEgKCtGMPXNsPBezeDplOziookx1HhFOGQGVxzpJ821Efn98nwXkabmI0Qkd8zIin1X1Nbes4/FI40+VyZPOaawz0tjnpzLt+RwdqoutZTPGrT9vr+81M0vzspJ5rJAq03lZT77qWFb1W/xnCyuTxSHNrcbdyopDs9pfm5mH0VOZkNtZntG2QhQ26U7BRheZrOBgM4oP+wZblatCViqB9RmnHSrw7MvF24uO95nKK1TNCmksd+9VsY9xItM7Fe9xMVR+vEQk4wjISmeropBnMJqZlhykDdIBKUC6ID2QPsgAZAiSM/yjnaMDRw+OLtzFmO+U2fTj/KUi8hOeB79m5t1oGDI7IjNBvdAVMHMod420qRMYyWggGsn87vhi51R4wgMceWEADg0cIcCldhhy8DAywmlHF1vjSeBsNmVU+G4IrcS1XT9oxdXKacBC7yav3r7PGAo7FLwddSDf5oGRtriNMb7WNcDLxVrnSUeFNInImpM68r/UprQvwSegi0QVWM9mAePaBew+YFJ1BVaPAKcPmMSOA6IPmDIYB9w+YIpmHPD6gCmxccC/O/QEENy9UjAe1rAPmHof34GzPlG3xwQyTHbdThPMIN9N+00wg5Q37TrBDLLetPcE4z44zxQzyH17hYwy/l1yHiNWp8Ws9r5D9e4utDoXpYWfh+U/MqPVYl4je2UAAC2nSURBVHhe7d0J/FVz/sdxZjHGMmOsY5mxDsYg6xBDSCS7xIwMWVIp0ajsS2EmSxEmS0ISQiotspUsaWEia3ZtCCWmSbbv/76//b8/957fcs/9/O793XPu7/V8PO7jR997f3XPPfe8z3dfwQEAYLBC9A8AAIiDAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAiQCvD++++7WbNm+Z9pfLzyyivu888/j74tAAlHgKTcu+++61ZccUW3wgorpPqx2mqruW+//Tb69gAkGAGScscff7y/AK+66qpuk002SeXj5z//uX8P119/ffTtAUgwAiTFnn/+eV/7+OUvf+k++OCDaHFqjBkzxgfImmuu6T777LNoMRrYnXfe6S677DL31VdfRYtQZI888og7++yz3ffffx8tSgUCJKV++OEHt9tuu/kL70UXXRQtTp2WLVv693L66adHi9CAXn/9dfeTn/zEfxYrr7yyO/TQQ32gLFy4MPpUGOh7O2nSJNe1a1f3u9/9rqoJ9+9//3v0qalAgKTU4MGD/Ym30UYbuf/+97/R4tR54403fFPWz372Mzdz5sxoMRrA119/7Zo0aeLPq/XXX9/99Kc/rbrA6bNp0aKFGzhwoPvkk0+iL0Ud1Lf3xBNPuA4dOrjf/va3OX1/+n8Fth5PPvlk9KWJR4CkkJoWNthgA38C3n333dHi1DrrrLP8e9pvv/2iRWgAZ5xxhj/+W2+9tb8pWbBggQ+MAw44oKqfSg8Fyz777ONuvPFGN3fu3OivQcayZcvc2LFj3UknneTWWmutnNDYYost3Pnnn++mTZvmn3v55Zf7P9d3+tNPP438pmQjQFJIJ59OuD322MNXiSvFokWL3Nprr+3f24gRI6LFKKGHH37Y96f94he/cDNmzIgW+89GTVlq0lLTVvYFcc8993TXXHONH5LdmP3vf/9zDz30kB/Y8qtf/SrnGP3pT39yl1xySY21a/V/KJD1vEMOOSRanGgESMq89957/gusKm+4g6kkN910k/8ibbbZZr5JBaWnWkQI7uuuuy5aXI1qwEOHDnVHH320W2WVVXIulLvssou74oor3Ntvvx19WUVasuR/7p577nHHHHOMHwmZfSx23nlnX7vQHK189BmEmkr//v2jxYlFgKTMUUcd5U+ydu3aRYsqwnfffee23357/x7/9a9/RYtRZLr73Xffff3xPvjggwuu0eque/jw4f6ue/XVV8+5gG677bbu0ksvda+/Xllh8uWXy9yYMbPc6aff5TbYoFnOe1arwNVXX22qjY0aNarOWmASESApMmHCBH+S6os6f/78aHFRqKli6tSp7q677vJNFvoy6CKgn/p//fmUKVNKOipn4sSJJX+fWC67/V19HvWhGqOGZOvmRkOy9XtXXPEnbt1193OtWt3o/v3vaZkwSVcbf7Bw4VI3cuQbrkuXsW733Qdmahe3uCZN+rmNNjrcNW/eys9hKkZ/UJcuXfxxC/1QSUeApESp7sxfffVV32yhu8/11lsv524q32OdddZxBx10kA+X//znP9FfXS+tW7f2f8eJJ54YLUKRTJ482Y96U3OoRgkVk0YePf74465z5+5uxx3bu512GuAvunoceug97tprn3cvvfRR9GWJsmDBEnf//a+5Dh1Gu113vbXq37/bbgNdp05j3EMPveE+++zL6MvqZenSpVXf81NOOSVanDgESEqEvoHNN9+83n0Ds2fP9hPF1M8QDQXd9avt9rjjjvN3kueee66vgein/l9/rnbuaCehHhtuuKF/nuYS1Fel9/WU2xdffOFXAdDnps+slL7//gf34ovz3VVXPZe54bi76kKsh/7/yiufdS+8MM8/L67w+sMPvzdzc1V9El4oL9T8+erfmZm5eI/KnOc//jubNr3NnXnmI+7hh2e5xYvr9/3LR9+f0Lc0bNiwaHGiECApoOaiYoxOeumll9wRRxxRNVEsXPQVDEOGDHEffvhh9CV1UpX93nvvde3bt3ebbrppTpjstddebvz48dGXFCSMNmvatGnBbfOo27HHHuuPrSajfvPNN9Hiknr55Y9d//5TfE0kO0xatLjLXX75JDdlypxMDaZ6KGTLfp2alqIKCZA5cxa722+f4f7+94dyfu+eew5yPXo85saNe9stWdKwx+iWW27xn88aa6xh6k9pKARICpx55pn+ZGrevHm0KBaNiDnyyCOrLu5a+qRt27a+2aKYF2YtrdKxY0f3m9/8purv2nXXXc0TpCp1vku53Xbbbf6Y/vrXv/aLcZbTG2986gYMmJ45P+/LuXjvu++dmZrvRPf00x+6Zcu+i74s57kKomjg5AuQd99d6G699UX3178+kPO79trrdnfBBU9mvhvvuqVLy7u4p0a5hRuopC40SoAknKqzYYa2lj0vhO4sNaQyjNtXtbh79+717izNZ8mSJa5v3745s27V9PXRR4W3eavTXq+vlBn35aYZ/2G4qYafJkldF/WLL57oRz8FoaxNm/v9z+HDc5tNawsQ1X6OOmpYzu/PF1blogEtG2+8sf+sLrjggmhxIhAgCRfWiOrcuXO0qE7vvPOO22GHHaou4CeffHLJgyNKfTV9+vSpumDpjrfQNt3sNb8uvPDCaDEKoM8jnBNJHwY+e3b1ZqVp0+ZVlYc/e/TRd/zPVq2G5lz8awuQQYP+4/9czWWXXRavuaycnn32WX/zqNn/GoWZNARIgllXqR09erRvO9Vr//CHP7innnoq+pQGpb4V9b2EMOvUqVNBAwE0bLgSVh0ut9AUuuWWW9Z7pV01i+o809BuzULPHuqtWe1xJs/FpY7tGTM+ctmtrSEg1PF+9NHLaxTDhr1arTxKHe7q8yikw74uDXEcevXq5T839VcWch1oCARIQmktHX3RdeIUsk+GhuSGDabatGmTqfYXd5hhfahjUCGgf9vuu+9e0JdBq5WG94TC6WYkTFJ78cUXo8V5qSNXF8gDDzyw2uzz2h76rPfff38/7LwYI/OyZQfE+PFv+/9u2XJIVS2ktgCpr3IcB032bNZs+YTFww47LFpcVgRIQukk1QmzzTbbxO5A09BcvUajrK666qpocSJoJFgYPvzHP/7RDymOY968eX7XQr2u3DWqtNGx05wdHbt+/fpFi2ul5sMHHnjAL24ZvShqKXLNAVJT2DnnnJMz1LtVq1ZVQ4SzH3/+85/9TUQhtc/aZAeEahOtWy+vhWgIbrS8vpJwHObMmVM1OfOGG26IFpcNAZJAWi5b/QU6WR577LFocY1CeKi9VB3PSabO9NAW//vf/z52iGhAgF6j16Z1A56GpuOk0Xs6brrQxR11p2U1tttuu6qLnu62TzjhBN/xHnfFWHUC68KrYd7ZI/M0sk616voMH44GhIba6v/Vt6HRU9FyqyQdBw3h1+s0KObll1+OFpcFAZJAp556qj9R4lZXFRhqnlB4PPjgg9HiRFq8eLGfK6L3qZpInOYszdIN8010B4f81Gyi46URcXH28VBtJbu/SnfQAwYMqHdTqO62NYBip512qvrdWqH26aefjj41lmhAqBYShgIPHvxStfJCJfU4aMO18J3RaMdyI0ASRkuCqAlqpZVWirWiqXY303N1Ut18883R4kRTiISaiPpE4lTpFZB6/rrrrutnU6N2GnygIeA6n+LUZDXxMzSTqAas/T7i3h0XQv0xW221lf97dOPTs2fP2M20QU0BMXbsW/7PmjcfXGN5XEk+DrqJ0iKVeo1qNOVGgCTM3nvv7U+OHj16RIuq+fzzz/38CD1fJ18affzxx1V9IhqdFUfYO+Ef//hHtAj/T+Ecjmucc0N9ZmEHQu35oTvwUtIgkd69e1dtVPWXv/wlVg0pqCkgsmshNZXHkYbjoPXrwmAUNY2VEwGSIKra6qTQooa6AOQTFhxU6KS5T0Ad62GyY5x5Imr/1ZdcNa8333wzWoyMv/3tb/54aiWAfHfPYckYHVP1M8XtJykGrV6gfjD9/RpyrjXQ4qgtIEaPnmUOkDQdh7A2nobrl3NoOwGSENpXIcw6HTRoULS4mvvuu6/qBCp0DaskCmv/qMkgzox1LZmi52ukC3Ldcccd/thowUtNKK3LRRdd5J+rO+By3c1qgquCTv8OzXWIs/ZTbQGhWsgRR9xba3lt0ngcwt5A2hFSq3WXAwGSEGGykFbCzVebUOdZuFu5/fbbo8WpFTotdfecj0bAhBEt48aNixY3Wpq4FoY751s/TJPdwkVTk97KSRMbwzBZ3YE35KoJaT0OWmRVw4j1XAVgORAgCaAx3lruQx1pzzzzTLS4Gu2trJNG48kbsppdaqpJhYtfnAUYr732Wv9cbb6Tr5mmMVB7ehjdo6GmddFkwjD4QosrJoEunuEOXHfV+TqUiyHtx0Gjt9Tkpkc55kcRIAmghQZ1svz1r3+NFlWjkUdqmlDYqN200lx55ZX+WOgLlI9CQ8MZ9XyFSWPXrVu3qjvXupYqUXOpQlfP1fImSaKaZahdx+n8r49KOQ6avKjnaUCNBtY0JAKkzJ577jkfBpqgFGdCnRYn1MmipRQqkYYprr/++v49xtlP5JFHHvHPVV9Q3IldlUjNeDqPdDf9wgsvRItzaMa0jpl2voszdLqh6cZIzUl6P3HnR1hUynFQ/0eYU3X44YdHi0uKACkjNT9pdz998LqLyEd33GF/jGJvQZokYRkXfSni0Ha8en6HDh2iRY2CBh1oXoyOgY5dXdSprvWwNDek2NsQF5OGtur9aJJdKZonK+046OYz9An++9//jhaXDAFSRuoA1weuqmqcWaXq4NPzmzRpEi2qKNr3I3wZ4iw+p45j3XmrHVhDghsT3YS0aNHCHyvVSvP1iYXhvVrtIMnUnxMm2cVZTHTu3MV+Xw8tAR9HJR6H4cOH++dpSPzMmcvXBCs1AqRMtCRC2HBJ28LGEU56LRdd6cIwXTUzxKFJhXq+Jhk2JqHPSHOHNCmzLhoWquVudOdd6glyxRC2M9CQ1nxNTM8++6EfttutW/5mz0o+DuF7oxqL+nhKjQApk9D+qpmncaiGopFaqnLH6StJO7X/6vioYzDfsGbR4ILQjJOW9cDqa+rUqVVLlcTpLwqd7NpcLC00rF3/5nxrnxUSIJV8HBQaCg89tyGadAmQMshuf427N4PWMtJJoTWjGouwcGLcNupbb73VP18L36kzvpJppYLNN9/cv19tU5yPOlrD4IS4xzMJwoRZDVmvS9wAqfTjINr6Oix1omatUiJAykAjJfThnnLKKdGiWmlPZL1Gew00FlosTu85X8dwoJpKWJzx8ssvjxZXlLZt2/r3qUEYaifPR4Mu9HwNe04T3QjE6Q+LGyCVfhwCdaTruXpNKVssihYg+ZYOyFeeLTz38MPv9VtQRhXyu5Lm8ccf9x+s5nLka7POFobpNaZZ1+ob0nvWPhZxaXViDXvUhMS5c+dGiyvC4MGD/XFZffXVY63YLGeffbZ/TblmLNdHuJHQ0vS1iRsglX4csoWVHdRMXqqlThIdIHqMHPlGtLig35UkmlEalmIudMdABY5ep+ULGgsFgN6zOogLccwxx/jXaRvcSvPWW2/54ND7K2TjsDCzecKECdGixAtL+Gtb2NrEDZBKPw7Zslfr1uoVpZD4ADn00HsyF97cWkghvytJtK+APkzNFI7T7BBonL9ep21JGxtLcGp1UrUBV9psfZ0zoTP1+OOPjxbXSs0fGnWkoc4NMTKn2HQhVH+hPtPa7qTjBEhjOA5RqpGHpU7qmoxolegAadPmfv9z+PDcNr9CfldS6MNfa621/Je/0AXb9MHrdXvssUe0qOKFO8bJkydHi+oUVlfdbbfd8s6NSIvQ/LLFFlsUtDOe9o/Q67RsR1qFvcVrW104ToA0huNQk4svvti/RgsvFnIjFkeiA+TRR9/xP1u1Gpq5+/oxcQv5XUnRpUsX/yEecMAB0aK8tP+yXqs1sxqbY4891r93jUIphCYjhuq7+gzSTku2hKVKpk2bFi2uU9hLWxskpVXLli39exg9enS0yIsTII3hONREtRUtyqjXHXnkkdHiekl0gGht/6OPHub/e9iwV6uVp4XufFR11uO1116LFucV9srQJKHG5rTTTvPvfeDAgdGivIYOHepfq+Vf6lpcMOk02EL9QHovhfadSSWcP/nOgzgB0hiOQ2200nUYxaXNqIql6AGS7xFH9nPHj3/b/3fLlkOqaiE1/a5Jkz5wl146saiP7t1vcx06dHft2rWr10ML/emDO+OMM3L+zXH17dvXvz7OeP9KE5pt+vXrFy3KS01XavbT61X1j34uaXloky29B9VeLc1xlXD+5DsP4gRIYzgOddFGWXqtbmQfffTRaLFJ4gNEtZDWrZfXQoYOXb6+S02/6+STR1X7u+r72GSTk9yqqy5vcyzGo9Cmh0BzGvT6NA49rK/Ql2Gd1xFeXwmPOLPNa1IJ50++8yBOgDSG41AXNWWF5ZO0m2ExFD1AapOvPFv0uePGLa+FtGhxl1u69Ntq5TJnzmK/H3IxHw8++Ky7++4H/Y5l9Xlo9qg+NOv2q5Vw52RVnzuu7G2C1ZcS/VzS8tDqA3oPhXaeB5Vw/uQ7D+IESGM4DnUJnekazVmsOVJlCZDp0+e5Ll3Gur33vsN3kPftOznzZf9x163o71It5Mgj7/N/NnjwS9XKk66+269WQtutlbXNVwrZJjjJsofvWua2VML5EybR1bZrYJwAaQzHoTbZw3n138VSlgA59dRRvs9i0aKlmYvrEnfeeU9kvuxP1fjcYOzYt/yfNW8+uMbypLvuuuv8B6+lmeta178mjMIqfBSWlm/QJl0aufTss89Gi1NHEwjDdr+FTCCUkSNH+tcdcsgh0aLU0FL1eg9ambYmcQKkMRyHmmgKQdg7XbWQYipLgEQtXvy1X8s/qOm52bWQmsqTTrPQw/arhVY/mQdS+DyQsPS9flYKNWfpPRWyhIlo5F+4eUmrsL3ru+++Gy3y4gRIYzgONdHQXb2mFEuaJCJAPvhgkTvssB/3xKjtueqXSGuAiDpB9UFqVNaCBQuixbViJnphM9FV4yhkm+A0US1Ux0PBGrcmqz0ktOy7Hpofkzb6rujz1HYGtTVFxgmQxnAcogYMGODPFzWhayhvsSUiQNSENWjQj0sr1/Zc1UKOOOLeWsvTQNVnfaBq2y+E5UKadpa1sPTFKmSb4LTJXsa9R48e0eJahY54bQuQNmFRTU2iq02cAJFKPw7Zspd1L9UeOUULECsNze3ceWyNq+5WIuv2q6zGG0/2NsFpXO8ojuyNpOKO59c2ADouPXv2jBYlngYO6N+uUVS1mTjxlUywdnLt2w+IFuWo9OMQZG8sVejNaiHKGiBDhrzsO9Q1NLcxCUPxmjVrFi2qFfuB5Je9TXChne5p06dPH/8+9X7jbAvw3HPP+edrWLNlMmK5qMYVduJ87733osVVxo+fmHnepq5Nm7r3OK/04xCErW232Wabkt5IlS1AxoyZ5dq1G+GWLInXjltJsrdf1ezQONiRMD/dVer5qq1VOjXVaVlvvV81aeS7GKp8s80288+fOHFitDixtOyG/s377bdftCjH2LFj/fPyrXNV6cdBHnroIf/clVde2c2cuXzydamUJUCmTp3rTjhhROaOcVm0qNHQvAZ9yHG3X2VP9LppVFKh2wSn3fz58/3ACh2nOM0avXv39s89+OCDo0WJpEECYSJovhutuAEilXwcdG1Yc801/XO1fUSplSVAmjW7I2c0VXg0pkDRRXHHHXf0H/Rll10WLa5RGJp69dVXR4sqTqiCn3POOdGiGlm2Ca4EunCGVXpfeOGFaHEOzQfQXBI9P26trpzC/jnbbbdd3hpWIQFSqcdBQ3RDX6m+Dw2hLAGC5TS/o5DtV7WPiE6OJk2aRIsqioZYFrL/c/Y2wZ988km0uOKdddZZ/v1ro7J8qw5nN/PVdTEqt3nz5lUtIjlq1KhocTWFBIhU4nHQqEM9T7X2zz77LFpcEgRImYXtV+PsMKeqrJYm1/OfeOKJaHHFUKd5+HLnowmaYbRJY6iZ1UTzG0Jt9sQTT4wW51Bn7Prrr++fO2jQoGhxIuiCHoa7a1/vOAoNkEo7Ds8880zVUiUN2bdDgJRZoduvhtE3WtKgEqk/KHyx46w+e8MNN/jnFrpNcKV58803fR+ZjsXQofdEi3OE4dGq+ep1SXPFFVf4f5/a8nUHHkehASKVchy++GKh22yz5TPUL7zwwmhxSREgCRBWydSqvfmq0xrBpaaauIGTNldeeaU/FpppnY/askOHYSE7tFUqzYFZaaW13KabtnSzZ38aLc6hmoqOm2pvSZqcqk7icCcd5wYisASIVMJx6NXrKLfNNiu4Fi328DXyhkSAJIBGWIXFzrTeUT6XXHJJ7MBJEy21EBYMfPLJJ6PF1YRtgiu1NmbRseNVbqutevpRjt9+W/voNfUzqVNWx09rJJVyrkBc6uPTBEn9mwrdedEaIGk/DpMm3exOO20F17btGm7+/A+ixSVHgCREIduvKnDComq666wUaufVe4qzAGLYJlhfNMs2wZXqq6++zlxE7/GjGq+/fmq0OIeaRcLwUF08y3kHruXJw0Xz/PPPjxbnZQ0QSetxmD//Nde58y99gLzwwv3R4gZBgCRE9var5513XrS4Gs201nO1MGMpFklraGGvBo040eKR+YRJdF27do0WNXozZ37idtttoNt111v9nKu6aJl4zUXSsVQzTkP3BWgAwJlnnun/fj2suwXWJ0Akbcfhm2+Wul69tvPhcddddc++LyUCJEGmT5/uJ8JpQlyc5Qpat27tT7a999471mS7pNKaYJo1q/cybNiwaHE1YV+Htddeu6x3i0l2++0zfC3kwAOHZI5R3RNVdQcemnHUhFjoZkVWmvC5/fbb+79X81jiNN/Wpr4BImk6Dvfc09mHxyWX/NEtW7YkWtxgCJCEOemkk/yJpDX881EnssZ86/lpXBxOtI5TWFqiU6dO0eJqNNIqrEarpapRM61c3bHjaB8iXbs+4vJ1lakvIHQo66GmnFJNstMMek341M2S/q6tt9663qsHFCNAJA3H4aWXRvrw6Nx5ZTdnTvwFWUuBAEkYNd9owyCdUHE6krU9pe5a9Pybb745WpxoGou/ww47+H+71vhSNT6fMEpLd4rF3hyn0ixYsKRqB0+teh2HhraGYdR6aB7ChAkTok8z0YX45JNP9jVs/W791EoD6tOrr2IFSJDU47Bw4RzXrdtaPkAmTLg+WtzgCJAECnM94l4ktcWphvWqU7lU6/4Xm8IjLLugnRrjzJwtNFyh1Q4+dLvscotr2vQ29+abdQ/tDfTZ6IIWRsTpoUEbquVq+fi4mzFpRJMuuhqmrrvr8Lt0nmqgxDvvvBN9iVmxA0SSdhx++OF7d801zXx43Hhj8d5nfRAgCWRpptF6WuGkLHTP7IamIAg1D30h4y4OWUjzHn509dXP+VrIUUcNy1zM4s8TUBOpzquwKnL2hU8XQl2s27Vr57ca0DIa+qn/P+yww/xNQRhNFB5aer5bt27u/fffj/5V9aLvS5hLtcUWW9Q56c4iKcdhzJjePjx69tzQffVVvJuBUiNAEsrSURxCRG2q+caPl4s6zEOfh75cccMje4BBIftBQxfY7zJ3ug/6EOnV66locSzaJlh70TRt2tRfOLMviLU9NAlOE0K1/41qjMUc6KEVC0aMGOE3WQprRYWHauPqu+jXr59f6aGYynUc3nnnOdex489chw4/ydQki9OUVgwESIJZhqped911/guk17Vp08ZvspQUGqobtthUn0ecZispdIgzqnv//UWZi+ogHyKPPhqvyaQ2uuPXPBzd5GjEkJpcdeetn/p/XdhVHqdPqxBqMtLw9WOPPbZq2Zbw0FpgahLV3iirrLJKTpku3v/85z9jNxXF1VDHYcmSRZnzfmNf+xgxou65IQ2NAEmw7MlycValDbSsh+aH6MujNaKeesp211ksmqcSJgnqodFWhXypwiRLdWrmm2SJ2o0c+YYPEG2nMG9ecm4s6qKle9Qkq/Mn3HyEh25CNKgiOuRdndFaCuS4447L6b/QQ8Nle/XqlarJp7fc0saHR58+TTO1l/hNkA2BAEm4zp07+xO/0OU6dLcV+hn00KiPBQsWRJ9WUgoJ3Y2Fu0U1NcSZ55Gt0GVeULdzz33ch4h2A/3uu8KbUhrCp59+6lfIVW0ijDDUQ02YmvPUv3//2E2fOgd1Q6WhuWGLgPDYcsst/eKDcYbOlsvTT9/qw+PMM3+dqbG/Hy0uOwIk4eqzYKCWf9eKnmGSnqr23bt3L3mQ6KKvHfLC/uR66G4wzgzzqEIWmkR+X321rGqpk5tumh4tLhvNidC2rdqyNbtvQf/dvHlzP0Tdcv5k0/dBW0OfeuqpVVtKh4c6yHv06OEmT54cfVnZzJ//uuvSZRUfINOn3xctTgQCJAXqu2S5tnvVyKXwZVFTQNu2bf2eIsW8KGt1YO0kmH2np/Zn65BbNX2Fpe6T9MVOu5df/tgvddK+/cPRogb18cdfuTvumJipabSr6rfTQwMlWrVq5dd5i9tPVih1ZGvfDC3IueGGG+aEyY47bpT5zp3hZs16yg+dLRctUaLwGDz45GhRYhAgKVCsTZM0AkptyWHmqx768mjI4ZAhQwpeU0u7KGrCVfv27asNcVSHZr5lqPMpZLMtFGbOnMWZ2m3Drzw7d+5id+edM9yJJ47wtaBtt70sUxtonqkdr+ZvcnQeav5FQ9PoKo2S0npYW26pDZxW8Bfv7t3Xy/ybTnOvv/54g/c/vPfeFDdy5AVlXaokHwIkJYq5bavajzXkNwynzX5oot7OO+/sm5wULBqyqJEl+qn/15/vsssu/t8Rfa3CSM8rpMO/NmG7X/WfxNnuF8n13nuL3MCBL1YNJQ6Pvfa63Z1//hNu9Ojn3ZIlDR9mtXnttenugQcucBde+AcfIuHRrduamfA7yc2cOSZzUxd/EEglI0BSRBOTdKFWG26xaKSXhv4efPDBbr311qsWCnU91llnHXfQQQf5WlEx1wtS80LYolVBh9IKF/TDD7+3xo71UF6IWbM+830srVsPywmNffa5w1188UQ3adIHfn5K0s2b90om4C7N3ERtmxMmXbuu7gYNOj5z3g9333xTWPipM1y1mvPP38ydfvpKfmmSK67Y2Q0f3jNzsxRvyZmkIEBSRH0Zah9WE1SpRo4sWrTITZ061Q+d1KgnhYNqIPqp/9efT5kyJfbkRouBAwf68FBzgiaMobSyL/Aa6hsVN0C0jHz//lMyNzr35vzO/fcf7Hr3nuQmT55T5yZXSffJJ2+5sWMvz1zsd8kJE3V0a6jttGn3uK+/rnuY+ezZM/yIquzXRx9pkq5/Lfw6PLq4qo+hEqn9O4yQ0Vh+lF72xV4jtKIX+doCROMvXnxxvrvmmudcq1ZDc35Py5ZDXJ8+z7jp0+f5lYErjWoRjz12jbvyyj1zLv5aIVfrVE2efKefABjVr99+/nm9e2/vXntN62l97kNHq+o+/ni/zJ83ib4k0QiQlNHM8jA8VrNyK406MvXemjVrFi1CiYSLfps29/ufw4fn9mHVFCBffLHUHXFEbk3jkEOGur59J7sZM+o33DZtFi2a6yZMuCETpPu4jh1/WhUmnTr93F1/favMd/bHYfNhB0HVZioBAZJCGt6oi6wWIkzCHs7FMmvWLD9xTGsHacQYGkYIAC1xop+qTWT3T9QUIJ9+usTtu++dPkRuvHFq5m66tHOL0uLLLz9xzzwz0F17bQsfIAoLDQcOevbcwP/ZnDkvZ70qvQiQFFIns0ZKKUS0LEOl0J4Lek+nnXZatAglFAJCTU1HH72803vYsFerlaMwS5YsdLNn5w4uGTq0kw+QM85YzY/oUlOXOs6//z75AwpqQoCklMata5irZpfHXdYhyTRnROGhNbxKPVMeubIDYvz4t/1/qw8j1EIIkOJRf8eAAUdU6zjv2vVXmUBpl8jlSupCgKSYNqPRRVc/00wTJbW0u96LluBGw8oOCNVCwtDbsIshAVJ88+a9mgnrPu6mm45y5523SVWQnHXWGqkaykuApJhqHqqBqCaiEUvaoCaNDw0TVnhstdVWfr0iNKxoQIwbt7wW0qLFXW7p0m+rlaP4Pv54lrv22v19iPTv3zJanFgESMpddNFFOZP70vzQtqRoeNGAUC3kyCPv8382ePBL1cpRGosXf/T//SOrRosSiwBJOQ3r1eKFWlpEE+/S9th44439asHaGhTlUVNAjB37lv+z5s0H11iO4tPquwoQTUxMCwIEaORqCojsWkhN5bC55JI/ulGjLnJvvfW0W7hwtvv222V+nsiMGSPcxRdv7QOkb999oy9LLAIEaORqC4jRo2cRIEUWHX0VfagTPTr0N8kIEKCRqy0gVAvJnm2O+lMz1bhxV7hrrmnmzjnnd36yofo8evXazt1/fzdfK0kTAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8n+rqlRpsP/LHgAAAABJRU5ErkJggg==)
| Product Number | 7H70-1-3W |
| Purity | 95 % |
| CAS | 183668-02-2 |
| MDL Number | MFCD01624149 |
| Molecular Formula | C11H9N3S |
| Molecular Weight | 215.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 207-209 ℃
TSCA: Not listed on TSCA inventory