![2-[2-(Trifluoromethyl)quinol-4-ylthio]acetic hydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABN6AAATegHdWjIFAAACeHpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvz9LyjBE3ZjebXLLrJedecu8uFapLInQD+PTtbwoqAi6IZNqZ/68UZtrOnk7pDg4yLxKVhYRTRkBmkYqTbBuSPx+vE588zWcRilCYFSH5LMuvqWEcj0cafcpUnFRGI5WSOj49FUlLc7SoyreGyRg3/r6/rSpmkmRFKbJIIlUk06JyvqlIlNUsvnmEkYr8kGRGLTfS/FCP9s9k+s/oqYhJ8y7PGFsgCptkJ2Gj8lSUcDAZxT/7AVuZyVyUMob1Gd0WtfHd57P3FxXtU5mV2NQjJJHYrcp8H6EjVTsZ7XEwbPx8CUnKERClShd5Ls6gW9otOAgThAXCBuGAcEF4IHwQAQjO8MY4RwFHBUcJRw1HEUcVRxlHnanzsJN6Ih/nLxmSJSzhGX7hvcJbX8uLvV6v+sIPaobEoZZle+BS1/Vt8CljJr+aAGOOD5xhMLCBm+i2eGMtjLsYt6nrMaexLsZt3tir/6r/ztrU97Tl1Atcn8AZ54cJwB8w6nmVqXoTTh275730TGpxNBZlftN7zE8u0Wa8KozzxSLEb8LdplcbzKJxS+N8tlZZfNeEJA7JmpMqv7/lpjAvKSag8ljmuGr0AFp6D5htQBfEMGC1AV0+N8B8BNg9wBl+gtMGdGkOA24b0IU8DHhtQJf9DVg8Avw2oBfJMBC0gWpJDRM63kpdtQRHmG66qyU7wnQyXi/xEaaT9HpLGGE6ea+3kBGmk/p6yxlh3F4yRxHvwWcbY/x+RkeqjHeKoN44R5Zjtwo0E4ww3Srw6o25zxh3e4ZxPSaw2TtCjLvzxcBTdf4fdzkl4ZduoH0AADP+SURBVHhe7d0HuBRVnv5xjCCiiHGU0TGMiq6O7ipmMf3dAdaAOqx5RB1HzOACDowiipEHx7CCaRAMgKgooKCojAGEQRRUTIgMShIERRCU6Pn3e+5We2/d0N2/Dvd09/fzPPWg95yu7nNDvVV1QjVwAAAYNIh/AQCAdBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAgvLQnxvUuSEc/DQABCUeGPEN4eCnASAoBEXx4KcEICgESPHgpwQgKARI8eCnBCAoBEjx4KcEICjxTnM60MPFTwRAUOKhQYCEi58IgKAQFsWDnxKAoBAgxYOfEoCgECDFg58SgKAQIMWDnxKAoBAgxYOfEoCgECDFg58SAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAiBIq1cudU/fuK+b9GyXeBECQYAACNI3X07x80GeuWn/eBECQYAACBIBEj4CBECQCJDwESAAgkSAhI8AARAkAiR8BAiAIBEg4SNAAASJAAkfAQIgSARI+AgQAEEiQMJHgAAIEgESPgIEQJAIkPARIACCRICEjwABECQCJHwECIAgESDhI0AABIkACR8BAiBIBEj4CBAAQSJAwkeAAAjSrE+nuP8+ooHrcj4BEioCBECQpr43xTVt3MAd3pIACRUBAiBIU6ZMcQ0aNHD770+AhIoAARAkAiR8BAiAIBEg4SNAAASJAAkfAQIgSARI+AgQAEEiQMJHgAAIEgESPgIEQJAIkPARIACCRICEjwABSojWjqprKybFHCDx73t8KxWl0xIA1Q5U8a2YECDhK52WACipA1QpBEipK/0WAmWklA5cBEj4Sr+FQBkppQMXARK+0m8hUEZK6cBFgISv9FsIlJHowFXTFvfT8m/cjEmPuRkTB+Vkm/r6IDfm+UFu0KDcbDfeeKMPkO23375aWTbbU4MHuddHD3Kfvl29DZbtyw9GOffzz1W+t/HvfV0/h2JWWq0Bylz8YFXXgWvcI2dXq5PN9tfTG7ijWjTwB/2Qt+22bOD+cFgD978XVW+DdZv7yStVvrfx8spbKSmt1gBlLpOD1PxPx7nXB3XI2Tb8fzu4W7t3cB065GZr27atP+A3bNiwWlk221WXdXD39+7gXhtQvQ2WbfyQy93qlUurfG8z+TkUs9JvIVBGSunARR9I+Eq/hUAZKaUDFwESvtJvIVBGSunARYCEr/RbCJSRUjpwESDhK/0WAmWklA5cBEj4Sr+FAIpSMQdIuSBAAASJAAkfAQIgSARI+AgQAEEiQMJHgAAIEgESPgIEQJAIkPARIACCRICEjwABECQCJHwECIAgESDhI0AABIkACR8BAiBIBEj4CBAAQSJAwkeAAAgSARI+AgRAkAiQ8BEgAIJEgISPAAEQJAIkfAQIgCARIOEjQAAEiQAJHwECIEgESPgIEABBIkDCR4AACBIBEj4CBECQCJDwESAAgkSAhI8AARAkAiR8BAiAIBEg4SNAAASJAAkfAQIgSARI+AgQAEEiQMJHgAAIEgESPgIEQJAIkPARIACCRICEjwABECQCJHwECIAgESDhI0AABIkACR8BAiBIBEj4CBAAQSJAwkeAAAgSARI+AgRAkAiQ8BEgAIJEgISPAAEQJAIkfAQIgCARIOEjQAAE6dVXX/UBsv3228eLEAgCBEBQ1q5d6+677z63xRZb+ADRdthhh7nJkyfHq6KeESAAgqGrjn333TcZHM2bN3dNmzb1/73BBhu4Cy64wC1YsCD+MtQTAgRAvZs5c6Y75ZRTksGx6667umHDhvmy77//3l177bVuk0028WVNmjRxt956q1u1alVsLyg0AgRAvVm2bJnr1q2b23TTTX04bL755u7mm292P/30U7yqmzFjhmvbtm0yZHbffXc3fPjweDUUEAECoODWr1/vBgwY4HbYYYdkIJx33nlu7ty58arVvPTSS65FixbJ1x133HHuww8/jFdDARAgAApqwoQJ7qCDDkoGQMuWLd3EiRPj1eq0Zs0ad/fdd7utttrK72OjjTZyHTt2dEuWLIlXRR4RIAAKYs6cOe7ss89OBseOO+7oBg4c6H7++ed41bQtXrzYXXrppT5AtM9mzZq5e+65x4/kQv4RIADy6scff3S9evVyjRs39gf5hg0buu7du7vly5fHq5q9//777thjj02G0z777OPGjh0br4YcI0AA5M3QoUPdLrvskjywt2vXzs2aNSteLWeeeeYZt9tuuyXf76STTnKff/55vBpyhAABkHPvvfeeO+qoo5IH8v3228+NGzcuXi0vNLz3lltu8cN99d4a4XX99Xclrnh+jFdFlggQADmzaNEid/HFF7sNN9zQH7y32WYb169fP7du3bp41bybP3++O//8812jRtu75s3buWOPvd+NGPGpW7/e3ueCqggQAFlbvXq169Onj9tyyy19cGy88cbuqquuct999128asFNmTLdtW9/jzvooIf8du65w93UqV/Hq8GAAAGQlVGjRrk999wzebvqxBNPdJ988km8Wr3SQK8XX5zhWrd+Ihkk3bu/5r7++od4VWSAAAFgopBQWETBoRBRmIRs5co1rl+/d9zhh//dh8gRRwxwDz44xf30E8N+LQgQABnRbSndntJtKgWHblvp9pVuYxWL+fOXu65dX0lejbRtO9i99NLMeDWkQIAASIs6wtUhro5xBYc6yi+66CK3cOHCeFWTb7/91r399ttu0KBBftOaWJo/on+jr6lc9XJlypT57qyznkkGyUUXjXQff/xNvBpqQYAASElDcDUUN7pdpSG67777brxaRqZPn+769u3rWrdu7bbbbrvkvtPZVF+v0+u1n2xoVNazz37sTjjhMR8iLVs+7G666Q23ZMnKeFXEECAAaqVJf6eddlrywK1JgUOGDIlXS9uXX37pevbsWWVyYbQ1atTIHXjgge7MM890HTp08LfJdAWif/X/+rrKVS/+Wu1P+9X+rZYtW5UIpLfdoYc+4oOkVauBiaueaW7NmvXxqskrllNPHZq4Mqu9vNQRIACq0TIjWm5Ey47oAK1lSHQw17IkFpMmTfJLseuhUJWvIs455xz36KOPZjxbXPX1Or2+8tWL9q/30ftZzZ691F155ehkCLRrNzQRpFWHI0dl2jS3JI4AAVB2tLCh+hq00GF0UNYCiFoI0WLatGmuTZs2yX0pkNq3b++XZNeS7rmg/Wh/2m8UeNr0vnp/q/Hjv0pcfT3lg2D48KrDkisHyMknD3Fr11ZtCwECoKxoSfVDDjkkeQDWkuvjx4+PV0vLypUrXdeuXZMjtXQF06VLFz9TPZ+0f71PtHCj3l+fQ5/HQsEwffqiarepooBo3/7pOgOm1BEgQJmbN2+ef5hTdHtJD3nSw56sVwi6faSnBWpfGqml53TkaqRWuvR+et9oSRV9nmxua8VFATF27Bf+Xw0DXr36l+VaCBAAJU2PjdUQWT1GVgdZLTqos3U9Ztaqf//+ycfT7rvvvn7YbX3S++tzRO3T58uFKCA0gusPfxjm/3vYsI+qlZc6AgQoQ3qa36677pq8XXXyySe7mTPtE+k0R0RzQqL96ew/lImF+hz6PNFn0+fMdnHHygHx8ssz/X9rmZToKoQAAVCSrr/++uTBVGfnr7zySrxKRnSAPv300/3+NttsM98JHyJ9Ln0+fU593mwCrnJA6CrkjDMqrkIGD654NjsBAqAkaTiuDqKaDJjto191EI5GWWlJk7feeiteJSj6fNGKwfrc1hCJB8SYMRVXISee+LhfVyteXqoIEKDM3Hffff4AqmeJZ0NDfjUPQ/vS8iZTpkyJVwmSPme0HIs+v+WZ7PGA0FVINOT3scfer1ZeqggQoMzkKkB69Ojh96NO+GIJj4g+bzR4QO3IVE0BMXr05/5r0ZIo8fJSRIAAZSYXAaJnj2sfG220kXvhhRfixUVBn1ufX+1QezJRU0BUvgqpqbwUESBAmck2QDQrvVmzZn4fWsywmOnzqx1qTyaz7WsLiBdemEGAAChd2QSI+guOOeYY/3qthmvpPwiJPr/aofaoXem2p7aA0FWI1s6qrbzUECBAmckmQLSAoV67/fbbF3x2eb6oHWqP2qX2IX0ECFBmrAGiGepa5kSvHThwYLy4qKk9apfal81M/HJDgABlxhog3bp186879NBD077VUyzUHrVL7VM7kR4CBCgzlgDRc9CbNGniX6dVe0uR2qX2qZ1qL1IjQIAyYwmQ3r17+9ccd9xx8aKSovapnWovUiNAgDKTaYBouY+ok3ns2LHx4pKi9kWDBDJZ5kSjr+LPDCkHBAhQZjINkJEjR/r6LVq0iBeVJLVT7VW703XuucPdKacM9UFSTggQoMxkGiBnnnlmWd3WiW7Xqd3pOuywR/y8j5Ur18SLShoBApSZTAJkxYoVfgl0Pa1w1qxZ8eKSpHaqvWq32p8OAgRAWcgkQPSsENU98MAD40UlTe1Vu9N9VgoBAqAsZBIg3bt393U7d+4cLyppaq/arfangwABUBYyCZAjjjgi4w7lUhANHFD700GAACgLmQRINHmwVNa9Spfaq3ar/ekgQACUhXQDZP78+b5e06ZN40VlQe1W+/V9SIUAAVAW0g2Q119/3ddr2bJlvKgsqN1qv74PqRAgAMpCugHy+OOP+3rt27ePF5UFtVvt1/chFQIEZqkeHpOqHCikdAOkf//+vt7FF18cLyoLarfar+9DKgQIzFIFRKpyoJDSDZA777zT1+vUqVO8qCyo3Wq/vg+pECAwSxUQqcqBQko3QHr16uXrpTsXotREc2D0fUiFAIFZqoBIVQ4UUroBwhUIVyCpECA5kCogUpUDhZRugNAHQh9IKgRIDqQKiFTlQCGlGyBPPPGEr1fuo7D0fUiFAIFZFBCpNiAE6QYI80CYB5IKAZID8aCobQNCkG6ARDPRt9xyy3hRWVC71X5moteOAMmBVAGRqhwopHQDRKKD6IIFC+JFJU3tzSQ8CRCYpQqIVOVAIWUSIEcffbSvO3z48HhRSVN71W61Px377NPJ/fa3VyUCZFW8qKQRIDmQKiBSlQOFlEmA3HDDDb7ulVdeGS8qaWqv2q32p2Prrfd1TZrs6VasWBkvKmkESA6kCohU5UAhZRIg//jHP3zdfffdN15U0tRetVvtT8emm27q6//www/xopJGgORAqoBIVQ4UUiYB8tNPPyX7QT766KN4cUlSO6P+D7U/HQQIzFIFRKpyoJAyCRC58MILff3rrrsuXlSS1E61V+1OFwECoCxkGiDRbaydd97ZrV27Nl5cUtQ+tTOT21dCgAAoC5kGyPr1690ee+zhX5POrOxiFs2+V3vV7nQRIADKQqYBIg899JB/jTqXf/7553hxSVC7os5ztTcTBAiAsmAJkFWrVrnmzZv71w0ZMiReXBLULrVP7VR7M0GAACgLlgCRBx54wL9up512csuXL48XFzW1R+1S+9TOTBEgMItGWZ166lC3bl31+6aMwkJIrAGiPoGDDjrIv7Zz587x4qKm9qhdal8mfR8RAgRmUUBoGzHi03gxAYKgWANEJk+e7DbccEO30UYbuXHjxsWLi5LaofaoXWqfBQECs8oBcvLJQ9zatVXPYAgQhCSbAJG//OUv/vU77rijW7hwYby4qOjzqx1qj9plRYDALAqI9u2f9v8OH/5JjeVACLINEM2VOOqoo/w+WrVqlfZs7dDoc+vzqx1qTzZzXAgQmEUBMXbsF/7ftm0Hu9Wr11UrB0KQbYDI3Llz3a9+9Su/n9NPP93Ub1Cf9Hn1ufX51Q61JxsECMyigFi//mf3hz8M8/89bNgv6wYRIAhJLgJEpk2bllwn66KLLnLr1v1y0hQyfU59Xn1ufX61I1sECMwqB8TLL8/0/9269RPJqxACJDuPPvqo69WrV9EcoELXu3dvf7DLxbPOtdxHo0aNklciod/O0ueLrjz0uTNZrqQuG2+8MQECm8oBoauQM86ouAoZPPjDauVI36xZs5J/7Nr+7d/+LWd/8OVI9/jvv/9+17BhQ//91Kij66+/3q1YsSJeNSN6Znh0JaI+hVA71vW5oj4Pfd50nnWeyvTp090JJ5yQ/B097LDD3DvvvBOvVrIIkByIB8SYMRVXISee+HjijGdttXLUTWdxPXr0SB7odHtgq622Sv6RKlQULkjfa6+95gM4+h5uvvnmyf/WzOvHH388/pKM6DZQ1CeiUU2hDfHV54lGW+lzZnvb6ttvv3WXX3558spDv6vRlZiCuUOHDu7rr7+Ov6zkECA5EA8IXYWcdtpT/muPPfZ+tXLUTGsRDRo0KPmHru2ss85yX331lVu5cqW78cYb3WabbZb8g1XIlNstg0x98cUXrl27dsnv5y677OKeeuopX/bmm2+6Aw88MFmms+d//vOfsT2kTx3RRx55pN+X5lVocl59z1jX++tz6PPoc+nzZdNhrqs49SFtvfXWyXZecskl7ptvvnFLly51nTp1cptssokv22KLLdztt9/uVq9eHd9NySBAcqCmgBg9+nP/tRNOeKzGclQ1adIkd8ghhyQPZv/xH//hxo8fH6/mw0ShEtXT8hMKnVJd4M9KB07Na4iu4ho3buxuuukm9+OPP1app9FIDz/8sNtuu+18vQ022MD98Y9/dPPnz69SL106wOp9dRYe/XwGDx5c8J+P3k/vGy1Pos+jz5XNUN1XXnkludiitmOOOabGK5nPPvvMtW7dOllPK/s+//zz8WolgQDJgZoCovJVSE3lqDBv3jx3/vnn+wOX/ti233579/e//z3lsNC33nrLh0z0R6rwUQiVOx04Bw4cmLydpO2cc85xc+bMiVet4vvvv3fXXntt8uy5SZMm7tZbb814UcGIZnRHy55o04FXS6VncwBPh/av96l8oNfnsM4wl5kzZ7qTTz45ub9dd93VPf300/Fq1YwePdrttddeydepr0R9JqWEAEnTzJnfuiuuGO0uvHBElTkeUltAvPDCjFoD5IEHpvghv6NGzXAFPjkLgkbDaDRQdC9e/Rxdu3Z1y5Yti1etlUJGYaPQ0T4UQgojhVI5evvtt13Lli2TB6yDDz7YTZgwIV6tTjNmzHBt27ZN7mP33Xd3w4cPj1dLi34+WpgwugrQ9utf/9pfCeT68bjan/ar/UfvpffV+6c6GamNfhe7deuWHKKr39Wbb745o5Fma9ascXfddVeyD099Juo7UR9KKSBAUvj++5/cbbeNT/xhPuxDoE2bJ93KlWuq1KkpIERXIe3aDa2x/JZb3kx+/fzzn3MffBDmyJV8eOaZZ/xZXPSHrrO7zz//PF4tbfpD79KlS5U/dIVTJn/oxUz39M8999zk91NXHxr6nM1to5deesm1aNEiuc/jjjvOffhhxajCTKkPQM/XUBhF+9O2zz77JE7KrnDPPvtsxh3Oqq/X6fXaT+X96n30fta+BwXOgAED3A477JDc53nnnZdV34n6SNRXEvXFqA9FfSn5viLLNwKkFlpVd8iQ6Yk/nEH+IK8AufXWt9zSpbk5KOlve+TIz9x//ucTySC5/vpxbtGi7IZUhuz999/3940rH0DGjh0br2amEDrppJOS+1dIKaxKlQJS/RqVr+L0PO9cdVzr7Pnuu+9Onj3r4NexY0e3ZMmSeNW0KNA0DFvPGlcHc+WDvjYNrdVV09lnn+1HMV1zzTV+/o/+1f/r6yqPhgxX3rQ/7Vf7zyY41e9W+dabrugmTpwYr2amPpPKfwO61aa+lWJFgNRg4sS5ybkc2v785xcSB6f8XHKuWLE6cSYy2R122CP+vY46aoB7+OH3qt0mK2aLFy9OfA//nDz7atasmbv33nvzdvalUKp8Vnrsscf68ColY8YMc7vt9ptkG0899VQ/4iof9PPTrPXKP7977rknq5+fwk8H+xtuuMGvQ1VTKNS1qb5ep9drP9lebaqPSAEV7V8jAfM5OGPYsGFVrsJPOeUU39dSbAiQSr766vvE2c5LyeDQyrrjxv0rXi0v5sxZ5jp3fjn53iedNDhxZlLccx10Bvu3v/2tyv3fyy67zHwGmwkd3BRSOtjpvXXwu+yyP7vvvlscr1pU5syZ6vr0aZU4i9WtqorJla+++mq8Wl588MEHPoyjg55ucb388svxama6LaXJfTpwayCArj6iTf+vr6s809tdddGoNO1fo9TUJo1a6969e86u4uqi0FOfSuUrSPW5ZNIPWN8IEKeJa6sTl+qTklcBRx/9qBswYGq9XAVMnjwvuaqvtksuGeU++6z4Dnpjxoxxe++9d/Jgc/zxx5vvoWdDYaXQUng1b64zva0SB9y/uXXrqvZjhW758m/c44//yXXsuFHiaq6Bu/DCrd2QIf+b1VWAlfoedtttt+TP9r/+67+y6sOqL3qErebFRO047bTT6mWCqvpW1McSfQ71vagPxtr5X0hlHSDq5H7++U/9jHEdrA8++CHXs+fr7ptvVsarFpT6X7QYY+X+l96930ycPWd3mV4IGgPfpk2b5B+DOjSfe+65eLWC++ijD92llx7vzjqrgT8A33DD3m769DHxasFR0L3ySt/ElXFT/7k7dtw4ceC7wq1YkZ9bqunS8N5bbrnFD/eNzp41kEHDgUP37rvvJpej17bffvsFMXNefS2VR9GpL6amuVAhKdsAmTr1a3fOOcOTZ/oXXPB84oCyKF6tXi1btsrdeecEd8ghFVdGxxwz0D3xxAfVHlgVAs3C1YzfyrNwb7vtNvNImHyZOvU516PH7v5grO2++9q4hQs/i1cLwocfvpgIur2Sn/Xuu/+fmz8/t8Nfs6UJh/F5PI888kiQZ89aC0ur8EaTHLfZZhvXr1+/oBbpjObxVF6NQX0zqebx1JeyC5AFC35w3bu/lgwOrZr74othz8WYNes7d9llLyY/syYojh//VbxavdAfn4ZMVp7JfMEFFyS+zwviVYOxdu1qN2bMbe7qq7fwB+bLLtvEPf30tW7lyqXxqvXi668/dffe+/tkcPz1r3u4998fEa8WFE3iPPTQQ5MHvX//93/3kz1DoJOYPn36JDvqdTvzqquuSlzRfxevGgz1wagvpvJKAuqria8kUN/KJkC0qOGDD05xRxwxwB+EDz/874mzj3eqzekI2RtvzHannvrLvJIrrxztZs+uv4PeG2+84Q444IDkQePwww/PasZvoX3//YLE2d4F7tJLN/AH6v/5n+0SB72HEycT9XP2rAAbNuwaH2j6PFdfvaV7+eU7fOAVA509P/bYY1UmDp555pnuyy+/jFctmFGjRrk999wz+XlOPPFE98knVZ8YGjL1yahvJvr86rMZOnRovFq9KYsA0eq4ekpgdODt2vWVxKV3/kdZ5MOaNevdoEHTfEe/2rLffj1cjx73+ltIhTJ79mz/LInol1qruWr5iGI1e/Zkd8cdhyfP+Hv3PtDNmPFGvFrerF+/zr355gPu2mu39e9/6aUbJn7GF7ply3I32qiQtMDlX//61+TZsxbA7Nmzp18Qs1AUEgqL6HdUIaIwKVbqo1FfTdQe9eG899578WoFV9IB8vHH3/ilR6LgOOusZ9y779oWiQvNkiVanfaVxBnJfyf+QHdy2267beIK68G83s/VcyP0/Iho2Wr9q3H42T5PIhT//OcTrlu35skgeeih9onv8+x4tZz67LN/uJtv/l3yPe+888jEGfuUeLWi9K9//cudccYZyYPezjvv7Bc4zCfdltLtqWiZdd220u2rXPfF6Rat5p8Ucsix/rbVZ6O+G7VNfTnq01m0qP76bnMWINFBujapyuOi+rplo1FJcXXtTwfXm256I7n8iFbEHT78Ez/qqtRMnfqxO+KII5J/pL/73e9y8qCcOF1h6Eojeh9dgehKpNSsWrXCjRhxvbviikb+gK5/R468wX+9JgqYJ574s++Yv/zyTV3nztu4W289KPH71s3Nm1f7sOXFi/+VCPwzksFx3XU7u8mT83twrS860Or3Mvrd0e/rlCm5Dcl8Hlx1gqTJqeqT0G3aaORZuluuJz0WKiTTEXyAaBsx4tN4ca3707Dc6PbOoYc+4vr2fdstX174b2yhPfnkk/4ML/ql1ZmfzgCzpT4N/dFE+9XzI9T3UeoUDLoCiQ7wujJ5552q957nzJmWHF5b2xanYbkjRvw1ETYN/y+gNnOjRvVM/PEX7vZOfdABXgsb6kpZv0c6wGvpkVycoefj9o4OxiNHjvR9ONEzaCpvTZs29cuqaKVjLbOi54AUetmVEG7TVf8NN6rtgB5JVR5XOUA0Izw+dLW2/UVzJ+q7g7k+6B6z7jVXfuiS7kVbHrqkS3SNpoqGZ2qUlZ4bEeLwzHxSX4j6RKJAqHxL629/O95/TbegPv54rJ+bsWrVD27u3Pf9ZMWbbz7glx39nwkT/p7c18MPn5nYX/11MNcH9dXpIBsN99YB9o477jCdPeejg1ln91qIM1rhOdo0WETD1BUqmV7V5HPhR6nPgQLBB0g0K1u3oGoqj1O/x3vvhTuEtBA06kVnTtEvlEbFaHRMOmc7miCm+RvRYnf6Q9dzIophgli+qJN70qTHEgeBrlVmsOvqQUGwaFH6s7CXLp3nR1p9/nkYQ1zry6effup+//vfJ39H9dClESPSG6qcjyGu0dLtlW9PaakWhUmub9XmY+n5+hqqHHyAjB37hf9Xo6gqLy2S6f7Kkcbhazx+9EuqZb7rmhWux2/q0jyqrxnlmlmOmnXrtpMPkLlzP4gXIU0vvvhitYcu1faskHxMstM+tfR95aXbtXR9Ltf4qk0+Hn6lq6NCTpYMPkDU8a0HL+m/tbxHvBx10xmNZgZXPrOKP7JUa1RpraqoXGdGWssKdRs8+DIfIFdd1cQPu504cZDvONcVC9KnRTf79u2bPHnR2bNu91R+6FI+lvlQ8LRq1Sq5T02EzOXS7enKx+N31QdUiOVach4gqbZ0Va7/8ssz/X9r1nh0FZLp/spdjx49/C9StCS3AkVf0zLr0WiO6L50XVcp+IX6O/r3b1et41wTAAcN6pD3IcClRg9d+tOf/lTloUvq06v8sKxcLTSoPolopWb1d+jKJp1bvPmkW3PqZ4naf+SRR2b1ECupacHIXPaPFEWA6Cokej7H4MEVQyMz3V+507LR+gXScx20emr0CxWFioIkugpRRyHSp/WpNGP8gQdOd92775oMkk6dtqpzKC9qNnXq1CpXBtpytdS5QiI6mdLWunVrv0ZWSHSlEN2m021nPYQqG/El67Xlaqh/zgOkNqnK4+L1NZtc/6+Vc7UsSbwcdYsCRJfGonu8umWg21XRw5b0x0SAZG/hwhl+4UOFyL33to4XI0162qJ+H9VZnouHLamjWcNuo5Mm3Tar76uO2ijUohBVx3guDvi6ZReNLsvVkzqLJkB0FaJFBPW1xx57v1o56hYPkJoQILmjZUgq+kc2jxchTZpsqN/H/fffP16UMYVH9PutBzgVer6EhSYcnn766f4za9UHzRvJVvQ43Vw9RrfeAmTKlPl+rkarVgP9CKu77pqYuNT6pdMoXl9Gj/7cf00zy2sqR+0IkMJasOATHyBXXtk4XoQ05SpANAIpOhBrVFKuZ8Hnkz67RlVFVyLZ3s4qmQD5059Gujff/NItXfqTW7x4pV9iXcuP1FZfKl+F1FSO2hEguXfjjfv4ZU40p+O77+b4VXP15MBp0553PXu28AFy113HxV+GNOUqQCofgIspPCIaMBAFoPpEsulYL5kAidPDkzSLPFJb/RdemEGAGBAguRcffRXf1ImuZ5jDJhcBojkQ2odWZwjl+SQWup0V9YloeK51iG/JBsiXXy51p5zyyzIEtdXXVUi7dr88EwPpIUByT7epxoy51fXte4xfDFHP8VCfx0037e+efrqzvyqBXbYBoodcafSW9qHVcYudOtaj0Vl1/R3XJdgAyZZuYQ0YwNlavhAgKDbZBIjWhdM6U3p9x44d48VFS0N8NYJMkw0tM9ZLMkA0t+OKK0bXuGw7coMAQbHJJkC6du3qX6tlQrJZqDBEmmyotmk2fqYTKksuQJ544gPfoa65HcgfAgTFxhogGqmk1RV0lj5hwoR4cdHTjPVo2RMtwJiJkgqQF1+c4Tp0eL6onkterAgQFBtrgLRt27bkbl3FaYkStVEPedMK2ukqmQCZPHme++Mfny+Lhz2FgABBsbEEiDrO9Rot2xHaEiW5pBn00Sq+ep5IukomQI45ZmCV4bjRRqDkBwGCYmMJED2CQK/p0qVLvKjkaCl4tVXPUkm3L6RkAgSFRYCg2GQaIHrwk/o9tHZWpk8NLEaaCxI9xjrdZU4IEJgQICg2mQaIln5X/fbt28eLStZ1113n26xnrKeDAIEJAYJik2mA/OY3v/H1C/E0wVDo6Y1qs5Zp0Wz1VAgQmBAgKDaZBIieqqm6Wq483f6AUhF1pqdzG4sAgQkBgmKTSYDcddddvq6ekV5urrzySt/2G264IV5UDQECEwIExSaTAIl+dx999NF4UckbPny4b/vRRx8dL6qGAIHJ8ESAnJX4xRlaR4DcnvgjVJ13CRAEIJMAiZ60l4snFxabBQsW+LarHyQVAgQmCxMB8n7iF2dBHQEyKxEgqrOMAEEA0g2QJUuW+Hpasr3c+j8iCg99D+bPnx8vqoIAgU0iQBK/Oc7VESAuESC+DgGCAKQbIOPHj/f1DjjggHhR2WjZsqX/HqR6djoBAhsCBEUm3QAZPHiwr6en9pUrzX3R90Cz0+tCgMCGAEGRSTdAHnzwQV8v3cl0pejiiy/234P+/fvHi6ogQGBDgKDIpBsgffr08fWuueaaeFHZ6NSpk/8e3HnnnfGiKggQ2BAgKDLpBkivXr18ve7du8eLyobaru+Bvhd1IUBgQ4CgyKQbIFyBcAWCfCNAUGTSDRD6QOgDQb4RICgy6QYIo7AYhYV8I0BQZNINEOaBMA8E+UaAoMikGyDMRGcmOvKNAEGRSTdAhLWwWAsL+USAoMhkEiCsxstqvMgnAgRFJpMA4XkgPA8E+USAoMhkEiA8kZAnEiKfCBAUmUwCRHgmOs9ER77cd19FONxxR7zkF7r8V50334yXAAWXaYD07NnT19eciHJx3XXX+TanO4mSAIHNmjXOvfqqc6tXx0t+8e23zr31VvyrQL3INEBmz57tNtxwQ9ewYUO3aNGieHHJWbt2rdt5553Tvn0lBAiAspBpgEibNm38a7p06RIvKjmada627rHHHmn3+xAgAMqCJUAmTZrkX9O4cWO3cOHCeHHJ+Pnnn5Od5w899FC8uFYECICyYAkQadu2rX9dx44d40UlY8iQIb6NzZs3d6tWrYoX14oAAVAWrAEybdo0t/HGG/v+kAkTJsSLi97y5cvdTjvt5L83DzzwQLy4TgQI7BKXve7pp3WKprUfnNtkk4p/27Rx7qmnKsqBQFgDRLp27epfq9s8q+saOFKEOnfu7Nt20EEHpd33ESFAYPPDDxXBkfjlqXVTkKgeEIBsAmTlypVu9913968vpVtZ48aNcxtttJG/upo8eXK8OCUCBDZnnFEREltt5dw99zg3Z07F0N65c527917nmjWrKFc9IADZBIioQ33TTTf1+xg0aFC8uOhoUMCOO+7o2/OXuiYE14EAQeY0/0PhsPnmzk2fHi+toK+rXPVeey1eChRctgEi/fr18/vQUu9vFfEcJ80yb9WqlW/LUUcd5eeAWBAgyNw551QEQ69e8ZKqVK56554bLwEKLhcBIhdddJHfj5b70D6Ljfo59LRFteFXv/qVm6u7BkYECDK3664VwfDRR/GSqnQVonq77x4vAQouVwGybt265AF4m222KaoQ0WevHIAaYZYNAgSZa9SoIhhSLbb2448V9RKX+0B9iwKkRYsW8aKMaSRW9MyQzTff3I0aNSpeJTi6bRUFX6PE33C6y5XU5fDDDydAkKFMA6Rx43gJUHBjx471BzuNONKzLlasWBGvkhGFyDnnnOP3qZFMffv29TO6Q6QO86jPQ1ceqZ51noraftttt/l2a58DBgyIVzEhQMoBt7BQhDQUd6+99vIHPG2//vWv3ZNPPhmvlhEFRo8ePZL71FVJaEueaKhuNNpKfR7Z3rZ67rnn/HpZUZt3TRwPvvvuu3g1EwKkHETLtN90U7ykKjrRESCdfR9wwAHJA6Buw7zzzjvxahl59tlnXbNmzfz+9BCqgQMH1vvViGaYa5JgdJVw5JFHZtVhPj1xQnj88ccnv2977723Gz16dLxaVgiQcjB2bEUwNGnCMF4UJXUma9HAbbfd1h8MN9hgA9ehQwf39ddfx6umbc6cOcnbRNoOPfRQN3HixHi1vFNwDR48OLk8iW7ZaZ6HdajukiVL3OWXX+6Xc9H+ttpqK//I3zWa95VjBEi5OPXUinDQhEFNHNSZjX6h5s2reNgUEwlRBJYuXerP0jfZZBN/cNxiiy3c7bffbl6uRAfvRx991O2www7JIDnuuOMK8lRDBYSWZI9W1dWm5UksM8xF+7sv8be89dZb+33pSuaSSy5xixcvjlfNGQKkXCQuj93vf18RErVteqQtS5mgCHz22WfJUVXadI//+eefj1dL27Jly1y3bt0SF+lNkvvU6K/evXv7B1Xlkh5DqysM9elE76WrDy2MmOnaVhGNqtpnn32S+9Nw3Wz7TtJBgJQT3ePVookKiu22c4lr3Ip/9f9Dh7KYIoqO7unr3n504NQ9f937t1LnskJD/SLRPrWpD0ZXPiNHjsz4aYe6zaY+lyuuuKLKQV6b1uvSrTnrFdTMmTPdySefnNyfOsif1oKpBUKAAChqureve/y616+DqO79qw9AfQFWOqArLM4880y/DErlg762pk2buoMPPtgPC1ZfTKdOnVyvXr3cNddc4///7LPP9uUaght/rW676Rnmmtdh7bjXFZNWHI7W+tLclptvvtnPHSkkAgRASdC9ft3zj0YxqS9AfQLWzuiI5p9oTkr37t39CLDKt7nS2RQiWr9Kc1kUGtkc5HWLS3M4oj4bDSY477zz3Dz1ZdYDAgRASdG9/2jJDm3qpM7VzOvIggULfBholV8NAdbVR7Tp//V1DT/OZpRY3Pjx430ne9SuQw45pF5GjVVGgAAoSeoLUJ9AdMBVX4H6DIrNV1995W+JRe3QJEMFlPX2Vy4RIABKlm4XqW9AfQQ6+KrPQH0H6kMI3Y8//uivaBo3buw/e8OGDf1ttB8CGilJgAAoeeojUF+B+gx0MFYfgvoSrMNm823IkCFul112SV51nHbaaW7WrFnxavWOAAFQNtRnoL6D6MCsPgX1LYTi3Xff9R3u0efbb7/9/NpYoSJAAJQV9R2oDyFasFCb+hjU11BftKCjnvuhZUz0efTckv79+/slXEJGgAAoS1q8UH0K6lvQQVt9DepzUN9DoWi+SZ8+fZLzRbREy9VXX52z1XLzjQABUNbUt6A+huhqRH0P6oPINz3U6re//W3yfU888UT3ySefxKsFjQABAFfxHA71OUQHdPVFqE8i1z7++GMfFtH77LnnnkXxhMSaECAA8H/U56C+B/VB6OCuPgn1TeTioVO6LXXVVVcll1nXcii6fWVdBysEBAgAxEQH+2jZePVRWA/2CqV+/fpVCaWLL74440UZQ0SAAEAt1CeRze2mmm6Lvffee/FqRYsAAYAUFBoKj3Q7vL/44gvXrl27ZH11zA/VIxNKDAECAGmID7lVX4Zuc1UecquhwXpYVH0ODS4kAgQAMqC+C/VhVJ70d//99/ulUeKTE/Xc9VJGgACAgfoyKi87Em1aHmXChAnx6iWJAAGALKhvo1GjRv6WVsgLNOYDAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+f8o2o8W9Jm/LgAAAABJRU5ErkJggg==)
| Product Number | 7H56-3-X3 |
| Purity | 95.0 % |
| CAS | 175203-43-7 |
| MDL Number | MFCD00219658 |
| Molecular Formula | C12H10F3N3OS |
| Molecular Weight | 301.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 178-181 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090