![Ethyl thieno[2,3-b]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUuAAAVLgHzz6k8AAACLnpUWHRtb2xTb3VyY2UAAHichZRZi9swEID/yqDnRqfPEGcJuxQKuy00u9C3ojhK1hBbi+1c/74jO5eT1MEWI83Mp2NmpNHTLl/BxpRVZouECMoJmCK186xYJuTj/fsgIk/jUYpO6FhUCfms668hY9vtlqafJtc7W9DU5qS1D3dV1vHZKmrLJZOcC/bn7XXaMIOsqGpdpAapKhtWjfLVprpudvGfJViuy01WsNad5eWmne2v5O7ndFfNyfksz2ibIAqLbGVgYctc17CRnOLPv8HSFKbUtZnDbI9qRT08+3j09mLTdW6KGrtuhizVq2ldrlNU5HZl0jVOhp0fLwnJBQK6tvmkLPUeXM+ptQAtQSvQHmgfdAA6BB2BjkELjg3tAh0EeggP470ybsH3/ZfBXcMz/Dq08/cT2xSDJRMyUFTFcQADSQPpJOYscpJTJS7GgkrJPZBUSD8ARf2YS/BoLFUMAZV+GBzFQXlwaQEC+3atOESdW0sF/lkKqriMAAOpeHwa4ha4H8RO+qoxSxXK0xBpHrYy8rpj34tCjCU7BXM8mtliftGFbJ6QmSBNlH+bRSUPgSZgy7kpsXbdBM71EpBdwKWlH1BdwCWxH/C6gEv5CZD3AP8GCPpXCLqAK6cTMLkHhF3AFV8/EHUBV6r9QNwFmsLuJ5y9k7rmIjxgrtPdXJwHzFXG24v2gFE353+IXKX9eJd7Gf8mkfcRdlH77PjoYPfmQWIXrxXDN3r8DyIUsoTYFjydAAAyZUlEQVR4Xu3dC/yUc97/8SI51N+hg7U578phHbJIrVBui9XdspvzsrjRVkhyttqQ3HdI5NDt2IGwm7CLuuUQ5VCsQxSKUCpUm9KZyvc/72v2O818f6drPjO/38xv5vV8PK5H9ft+Z+a6pvld77mu76mBAwDAoEH4AwAA4iBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAACALY8eOdYsWLQp/XJYIkHLx0UfO9ezp3B57ONekiXNbbOHc7rs716NHsgxAtaZOner23Xdf16BBg8SvzxZuxIgR7scffwyrlRUCpBwMHOjcxhsn/rcbVL6p7KabwkcBSNDVRrdu3RK/JhtH4ZG+HXzwwe6NN94IH1I2CJBSd/vtyZBo2NC5c8917s03nVu+3LmVK5176y3nzjsvWaY6Q4aEjwbK1g8//OAGDx7stt5661RgtGvXzj333HOue/fuqUBpmPj9OeOMM9y8efPCpyh5BEgp+/JL5xo3TobDsGFh6QYqUx3VnTs3LAXKzrhx49wee+yRCo5WrVq5kSNHZtyyev/9912nTp1SdZo0aeJuuOEGt3r16rRnKm0ESCn785+TwXDiiWFJRSeckKx7zTVhCVA2ZsyY4Y499thUKGy66aaJX4lrEhfty8OqKWPGjHG77rpr6jG77LKLGz16dFitJBEgpaxt22QojB8fllSUuCyP6iYu0YFys2TJEtenTx+3ySabpILghMSXqs8//zysWqk1a9a4AQMGuKZNm6Ye37FjR/fee++FVUsKAVLKttkmGQqLF4clFalbouo2bx6WACVr3bp17t5773UtWrRInfj3228/9/LLL4dVY5k/f74788wzo3YRPZfaSdQAX6rdfgmQUtaoUTIU1q4NSyr64YdkXT0GKAOvvPKKa9OmTSo4FCL33HNPFCq5mjJlStTg7p9bDfG33npr1DBfSgiQUsYVCFDBF1984U488cTUyV23rS6++OLoNlY+qcFdDe9qgPevpYZ5NdCXCgKklPk2kOefD0sqUjuJ6h58cFiCIlOqt0Nq24oVK1zfvn3dZpttljqhH3PMMe7jjz8Oq+aVGuDVEK8Gef+6aqhXg319R4CUsquvTobCSSeFJRWpp5bqqucWitbPfvaz6ATUunXrqMvozJkzwyqoxEMPPeS233771Al89913d88++2xYrVapQV4N8+lXPmq4z/eVT10iQErZnDku8SlNBkPiF6hKicvsqI7GgWjsCIrSHXfckTr5pG+/+MUvXL9+/aJxCcj05ptvuvbt26feq6222soNGjSooG0RaqBXQ73fJ7W9qCE/H20vdY0AKXWJX5YoHDTavFu35OhzjUJftcq5f/7TuT/9acNI9MGDw0ejSCgc/K2XP/zhD1Fg7LXXXhXCZLfddktceF6d+G9+K3yKsvLVV1+5s846K6M31HnnnecWLlwYVi0IhYUa7NN7f6lBXw379QkBUg4GDHBuo42SIVHZprIbbwwfhSKxMhH4Pix0ktGYA0/373Ur65e//GWFMNl5552jWySvvvpq2rOVNr03NyY+y+njMQ4//HD37rvvhlWLgm5fqQE/ffyJGvjV0F8fECDlYvr05My7rVsnZ+LdfPPk37t3T5ahaGkcgU4smiqjugbfzz77zN10000Zt2z8pp5A559/vpswYUK9vFUSxxNPPJFqI/IB+re//S2sVpT0//qb3/wmte+62lSDvxr+ixkBAhQxTYnhTyoPPPBAWFylL7/80g0ZMiT69r1R4gozPUxatmzpzj333GhSwEK2BeTLBx984I444ojU8Slo+/fvXy/npFLDvhr4/bGo4V8dAIoVAQIUqdmzZ6dmgj355JPD4ti+/vrr6H77kUce6Ro1apQRJnp+jZz+xz/+Ue9OuP/6178SF9U9Mo7p9NNPd3Pr+YSgCnU19KvB3x+XrirVIaDYECComaZ879w52fCOOqHbTB06dIhOHpqcb+nSpWEVE510hw0bFo1DSB+XoE3tBqeddlp020ftLsVq7dq10dXVNttsk9r3tm3butdffz2smhO1T6gzwqhRo9zAgQPddddd56688kp39tlnR3/q3/q5ylUv391x1eCvhv/0aePVMUAdBIoFAYKatWyZbGy//vqwBLXkL3/5S3TS0Lfr2lqw6LvvvnMPP/yw+/3vf+8233zzjDDRv/VzlatesRg/fnxG77PtttvODR8+PC8rA3744YfuzjvvdF27dnXbbrttxvsRd9Pj9Hg9j54vHzQho25F+tdQ0KujQHpnikIhQFCz//7vZIBoKdx6fnugPlBXTv+tUzO81gVdcejK49RTT83owaRNVyqdE1egunLRFUwhfPLJJ65Lly4Z+3TVVVe5ZcuWhVWzooGYaqxWg3sYBtr0rV9tElr34+ijj46uPvymf+vnKvfdhcNNz6vnz8eAT/3/pO+nOgyo40AhESComb7pJD6siU+tc3/4Q1iKPNIJeocddohOEDo5rV+/PqxS69QWojYRtY2kr8anTVdEaktRm4raVmqbbt1ddtllrnHjxql9+N3vfudmzZoVVs2Kju+QQw6pcMLXXFVqV1HnhenTp8fuZKB6qq/H6fHpi1H5Ta+n182F/m/UQUAdBfzzqgOBOhIUAgGCpJq6dj75ZDJANOgwz/eascHxxx8fnRSaN29eFEuk6sSo3lrqtaXeW+knRPXu0q0VtUeo11c+KTjV6yz9VtI+++zjXnzxxbBqVvQtft999804Dj2vuj/n+xj0fHpePX/66+n1c+1erI4C6jDgn1NXrAquur5CJEDK3SefJMeE/Md/aPrQsDST6ihEDjqo5rrI2l133RWdDHQ7JNdvqrVBDfsaR6LxJOkzzPpNPYV0woy7CFNVJk2a5A444IDU8ypM77777pzGr0ybNs0ddthhGSdc3a57++23w6q1Qq+j1/O3JrVpf7RfuVDHAXUg8M+pjgUKdHU0qAsESLnTiFc/Sn3UqLA0ky6T/Roj1a2xjqzpFoSfquTCCy8Mi4uSRrhrpHtl7QcaGa8R8tnMODtnzhx3yimnpJ5Dt8t69erlFsdZjqAK33//vbv88stTI7111aT2C7WpFIJeV6/vx+Zov7R/2k8rdSBQRwJ1KPDvnToaqMNBbSNAkOymq1DYYQfNeR2WZurZM1k38WF1OTZgImnVqlXRhIj6xdcke/VtPIaoG6vm4NJcXGGY6GSmubumTp0aPiyiBvxrr702oyfYr3/965x7MWlk/oEHHph6Tv29WMZSaD/CfdP+5kIdCtSxIL17tjoe1GZYEiBwbsEC57baKhkMffuGpZl0j9UvVHXllWEpDLp37x79sm+xxRbuo48+CotNPv30Uzd27Fh32223VTp+QT9XuerlmyZ+VGD4UEzffv7zn0cnOX8if+SRR9yOO+6YKlcA5eP23VNPPZUaiKcTqo43l1tgtUH7o/3yJ3ztr/Y7V+pgoI4G/j1VBwR1RMjXWKJ0BAiS/Ky9ag+paSK3IUOSdRMffJdjb5hyN2bMmNQv+n333RcWx+anLjnuuOMyRjDH2VRfj6uNxnDdwtKtrPQ2Db+lT7Gy5ZZbRu0nudzK8dRe4tsa1NW1rto5rLR/fg4v7bf2Px/U4SC9AV9Bdcstt4TVckKAIEm/uLvvngyGmhagUgNd4ttlVPf448NSxKR7/n40tWZgzZZ6SGkUtLpxVjYOQV1w1cCqVffSxy/o3/p52EVXm55Hz6fnjduFNS41rt98883uV7/6VcZrnnPOOe6bb74Jq5voysc/r46zmAZBVkf7qf31+67jyAdd5SiQdHWr5911113DKjkhQLDBM88kQ0FbTesS+CVwtb3wQliKGugX+9BDD41+qdUInc00GDqxDx06NJriJP1ErJPDBRdcEF3VxD0hq57q63F6fPrz6fn1OvkOEvGLY6k3V76kh4e6uNbGftcm7W9619x8hYiood6Haj4RIMikD5hCYf/91Rk/LM3UpUuybuIyOboqQWxqNNYvtHoavfbaa2FxlbSaXfpUHuq5penes3mO6uh59Hzp64br9fS6+fToo49Gz61R3Pmgb9l+fxWG+ZjapBC039p/fyz5up3lp8bROKN8IkCQSY24fhnce+8NSzOpd4eWwVXdu+4KS1GFiRMnpu7Ra1RxHOqp5dcF8cFx6aWX1tpocD2vnj89SPT62o98yGeAqOHZv5/6Bl9fw8PT/vsrER1XPhrWCRDUnd69k6GgSRRr6rlx2WXJus2bO5dDf/1yoTENvtdRx44dY01Voobo9NHTmkk316k84tLr6PX8a2s/shnbUZV8BYj2z3ca0O2Z+nbbqio6Dt8mouPL9f+bAEHd+fZb51q0SAbDJZeEpZnUSPmTnyTr1pMBcIWkGW71i9ysWbNY61ZopLHq6jFqCL3//vvDKnVCr+sbYrU/uU6dno8AUY+tgw46KHoedQ+ujW6qhaTj0XHp+HScufRQI0BQt4YOTYaCblHV9I1TK+WpbqNGbhXL41ZJDdL+m3yc2xKagyq990yhJszz9Pq+oV37pf2zykeA+IZhdU8t9q66VjouP05Ex2tFgKBuadDVfvslg0GLSVVn/Xr3xQEHuBGJunccdVRYCqdl56enRlprLqmaaA0QHx5t2rQpmkWEtB/aHx8i1rVKcg0QzSHlpyfRYLxSpuPTcep4rXNnESCoexMmJANE27hxYWmGLyZNckc0bOg2T9TNx0jiUqKpSfyALv1Z01QlamPwt610ss6mi29d0P74ENF+WtpEcgkQNTL7BZY0BUicdqT6TMfnpz3RcVs6CRAgKIyuXZMBsueeatkLSzP4ifA0HUUu92tLTc+ePaP3RVcguhKpjno5+QZz3S4qliuPkPbL387S/mbbOyuXANFU6HqsRrIXy9xWtU3H6UfuW6aCJ0BQGJqae7PNkiFSw60Cjaz2t100LQW0jMqT0fuhTYsw1cR31VXYWG9X1BXtn78tp/3OhjVA9O1bE07qsRpVX050vDpuHX+2VyEECArn6qujAPls663dmoULw9IMfoCc5jaKOxq6VGleKX8rSutk10RrbfgpSQrV2ypb2k/tr/Zb+x+XNUB0e1SP0/iI2pxlthjpeP14l2xvExMgKJgfly93L7Rq5a5JfABv7949LM6gqbn9OAfNcVSuNFWJv0+v9+NbdY2uhvr9+9lrNe6iPvHjRLT/ccdhWAPEL0OrxZnKkY5bx6/3IRsECArqlZEj3Q7//uZX1boOnj856J5tqXavrImmTPfflLXwUk18F1+N/M510Fhd0/76Ees6jjgsATJz5szUFVq5fq503Dp+vQ96P+IiQFBQuufarl276EPYqVOnsLiCDh06RHX1Z7lRYPhbDQqSmuhbu58YUdOH1Efab+2/jiPOVYglQPr27Rs9Rj3Zypnv0af3Iy4CBAU3efLk1DdAzeBaHX1T8r1GdLIoF7pVtdNOO0XHrTWv4yxi9NBDD0X19S2+WHtd1UT77a9CdDw1sQSID9ly76Ch4/dhHRcBgqJwxhlnpD68NY1nUBuI6qoNQG0j5eCEE06IjlnrfMRdnEnrb+gx52lp4XpM+6/j0PHUJNsA0fK2qq8t7vtaqnT8/r2Iu+wvAYKiMG/ePNe0adPowzhgwICwOIN6Yak3luqqd1apUzdd/4ut7rtxqOuzv1LL15TshaL913HoeHRc1ck2QO68886o/h577BEWlSW9D3o/9L7EQYCgaCg49GFUkChQquMvtzU+pKaTSn2mb4J+DEyPHj3C4irdfvvt0WO0pGm2ffuLjfbfL82q46pOtgHiJ6HM5r0tZXof9H7ofYmDAEHR0K0rfz9at7SqoxHpGpmuuhqpXor0fvjR43vvvXdWo7L1C63HaRGhUuAXQ6rpRJVtgGy33XZRfcso7FLkR+PrfYmDAEFRefzxx6MPpBrV1bheHT/4S3UnTZoUFtd7/qSZ7ehxzXHk1yV/4oknwuJ6Sceh49FxVTdHVTYBorm3VFfbR1rwDNH74N+TOHOlESAoOurOqw+luvfWdPvlqKOOiuoecMAB1Z5Y6pu///3vqV/kuGMgvM8++yz12NpaWbCu6Tj8Men4qpJNgEyZMiWqq+V/mWMtSe+D3g+9L3p/akKAoOhoQKEf7zBy5MiwOIMmEfQf+Ae0fkgJ0IJQzZs3j47pd7/7XVhco3HjxkWP1bf1UuKvqnR8VckmQHw3Z90KxQb+1nCcbtMECIpS9+7dow9mq1at3PLly8PiDBdeeGFU9yc/+Yn7TisZ1mO6itKStDqeHXbYIVqqNltDhgyJHn/wwQeHRfWajkfHpeOrSjYBMmjQoKiu3m9s4D9/en9qQoCgKC1cuDD1jfNqTbpYDZ1k/Tf2y7SWej3Wv3//6Dh0BTZx4sSwOBY/8WSXLl3ConpNx6Pjqq7rdjYB4qeFKbX3KVf+fY4z2wEBgqI1ePDg6MOpkcifa/r3NPq3lm99+eWXo613795RXd3Oevjhh1M/r0+bjtffuuvXr1/G8WbDT/9x2mmnhUX1mo5Hx1XdtCzZBEipvk+5ivM+ewQIipbmPtpzzz2jD2j6tOUafe6XHS3FrXXr1rGmKqmKX2jq3HPPDYvqNR2PjkvHV5VsAqRU36dcxXmfPQIERc03CGvz60Lo23l40i2lbdttt3WLFi0K3on4SvWbdZxvxtkESKm+T7mK8z57BAiKXufOnaMPqVZMUxdOv1rdzTffHFat1+bPn+9atmwZHdtvf/vbsDg22kDiBQhtIJWjDQQlZcaMGa5x48bRB/XAAw+M/tRtnlLsu//MM8+kZia+4447wuJY6IUVL0DohVU5emGh5FxyySXRB9VvTz/9dFilZFx00UXRMarzQE2LbFWGcSDxAoRxIJVjHAhKjtbD8AMGNS9UKVuzZo3bf//9o2Pda6+9sp6ynpHo8QKEkegVMRIdJem+++6LPqia0vv5558Pi0vOxx9/7Jo0aRIdc7breTAXVrwAYS6sipgLCyVn6dKlUc8kfVB79eoVFpcsTc3if5lHjx4dFleL2XhrDhBhNt5MzMaLkuO7W2q0uW5llZOTTz45OnZ98549e3ZYXCXWA4kXIKwHkon1QFBSZs6cmeqBdffdd4fFJU9XX36NlEMOOcStXbs2rFIpViSMFyCsSJiJFQlRUv7zP/8z+oBqYaVcRmfXZ2+88UaqYbNv375hcZVYE71mrIm+AWuio6T83//9X+oD/dJLL4XFZcUv96u5sjRvVhy+m6q6A3/11Vdhcb2g/db+6zjidCvNNkDEX+FpmeRy5peJ1vsRFwGCoqR5sNSFVR9Oy5oYpUY9j/wVhaZ5/9e//hVWqUDvoT85xpmWohj59i8dh46nJpYA0VWdHrPPPvuERWVFx6/3IZurXAIERck3Am+66abV9vsvJ/PmzXMtWrTI6hdWqxn6q5BZs2aFxUVN++uvPuKuymgJELWz+dH/b7/9dlhcFnTcOn69D3o/4iJAUHQ0keA222wTfTCvuuqqsLisaQS+P9ndddddYXEF+tb+i1/8Iqp/7LHHhsVFTfur/db+x7n6EEuAiDoo6HGnnnpqWFQWdNw6fr0P2SBAUHR8V8Kf/vSnbtmyZWFx2fMrMOrb+QcffBAWV6BZjH3o3H///WFxUdJ++m/EfhbmOKwB8o9//CN6nNqYPvnkk7C4pOl4/To0eh+yQYCgqCx8/313cuLDvFPiQzlixIiwGAmrV6+OZib2385XrVoVVqmgW7duUX3NZDxt2rSwuKho//yMy9rvbFgDRGNN/Ht69tlnh8UlTcer49bxZztmiABBUVlyxBHu2cQH8p62bbP+MJcTTTmxxRZbuGbNNO32n8LiChQy6gqtX/Zdd921aHtlab+0f9pP7W+ccExnDRDxo7A13uTNN98Mi0uSjtOPF7KMxidAUDw0b1Piw+gaNnSr33gjLEXgkUfuc23bNnDHHdfAvfPOmLC4Ak2L36xZs+gXvk2bNrHmOqpL2h/tl/ZP+6n9zVYuAaIvLIcffnj0eC0bUN2cW6VAx+eXR9BxW76wESAoDmvWuMRXz2SAnH56WIoq3Hbbie5Pf2rgLr54G7d4cfWjtEWDEnXl4kOkWK5EtB8+PLR/2k+LXAJEdPvML5d82223hcUlRcen49TxWm9rEiAoDjfemAyPJk2cmzs3LEUVVq5c4q6+eucoRG6++dDEt8qaR+s/99xzqRDR7aI4DfG1Sa/vb1tpv7R/VrkGiFx++eXRc6gLeal269Vx6fh0nDpeKwIEhTd/vnNNmyYD5IYbwlLUYNas11yPHo2iEHn66X5hcaVef/311O0snbQL1TtLr+vDTPuj/cpFPgJEa2IcdNBB0fP8/Oc/j+YjKyU6Hh2Xjk/HmctaKAQICu/MM5PhoSkUsmw0RdKzz/aPAqRHD3VDnRgWV0ptDL5hXZvGXdTVYEO9jh/noU37YWnzCOUjQET7t9VWW0XPdcwxx8Qeh1LsdBw6Hh2Xji/X/28CBIWlVc822igZIFmueYENfvxxvRs0qGMUIldeuaNbsWJxWKVS6uXku/hq09gSTR9SWysZ6nn1/H6EuTa9fra9raqSrwCRp556KjU+4vTTTzc1MhcT7b+OQ8ej49Lx5YoAQeHoF7J9+2R4dOwYliJL33471/Xp0zwKkaFDs5s/TBM0+rnHfJDoxJ6vqeD1PHq+9ODQ68WdGDKufAaIaAkBv79a1Kq+hoj22y/KpS1fSyMQICgcza6q8Eh8G3LvvReWwmDq1L9HAaLtlVfizR/l6faG5pzyEzD6TQ3cOvmMGTPGffPNN+HDKqV6qq/H+QZyv+n59Tq1cVso3wEi/fr1S+27vsHXxn7XJu2vv/LQpuPJFwIEhbFihXPbb58MkD/VPBAO8T366PlRgFxwweZu/vzsu2fqhDNq1Kho9l8/BUr6ptUR27ZtG91L1yhmv+nf+rlfjz190/Po+fS8tXUC1mqV55xzTvR6W265ZU6Nw6H0ENFxfvfdd2GVoqT99G0e+Q4P+eMf/xg976GHHhoW5YQAQfWuuSYZHltt5dzChWEpcvDDD6vd9dfvG4XIddftnfi3vX1BiwwNGTLEHXfccalG5bib6utxenxtLda0YMGCqCfXUUcdlRq/4bfddtst67mdqqPbPr5NREvsFnsXX+2fXwpY+52v21aixncts+Df69atW4dVckKAoGqff+7cZpslA+TWW8NS5MFXX30YXYEoREaNyt96359++qkbO3ZsNAjtuuuuc1deeWV09aE/9W/9XOWqV1s0rb1mIu7UqVPqhO635s2bux133DG1DLI2hUvcFfZqooZnH6QaR6HjLbaVMrU/2i8/zkP7m48Gc9Hkppoh2z+3Nq0jku+pXwgQVO2EE5LhoXWoa+l2BpybOPGeVHvIu+8+GRbXK1988YUbNGiQ69ChQ0ZgaNtuu+1c9+7d3YsvvphaM3727NnulFNOSdXRksC9evWKbnPlSuvT+ClAtOnv+T6BWmk/wn3Lx3o6aoQfPnx4NEO2f+4999wzp0Gf1SFAUDn1ulF4aEt8U0Xt+t//7RoFSJ8+zRInz9q5jVRbdBVz4403pgb1pW+6yrjooosSITmx2p5RkyZNcr/85S9Tj9MVim7l5HrVoPYVjeD2t800IaGuxAo1FbxeV6/vJ0bUfmn/8tEOpMGdatvy76HW6tGCbz6sawMBgor0S9umTTI86tniRvXVypXfuquu2ikKkVtuOSzWVCeFpDmZdCvML6+avul+/hVXXOEmT54cPqxamjTwgQcecNtuu23qufT8umLJlfb3sMMOSz2vbqlpcaa6ah/R6+j10m/laX+sc1ulmzt3bkbvLb2G1uqJs5xyrggQVHTPPcnwSHw7ch9/HJailnz66avRCHWFyAsvFF+b09Spb7trrrkmaogNQ2OPPfaI1uh+9913w4dlTVN4XHbZZRntI2oIznU0tmgq9PRR/T6kbrrpprx3INDz6XnDkNXrW6ZkD2m9mf79+7smTZqknls96OpyzjQCBJnU7bFly2SAXHxxWIpa9swz10cBMnLkOWFRQWj+rscfv9SdeeYubtddM0NDs/Jef/310ZontUG3e7p06ZJ6PTUIq2E4H6tfqteXXx43fVMQ6tv76NGj3fTp02N3ZVY91dfj9Hg9T/jcer189TZTAO28886p59ZV3xNaZqGOESDIpNsOCg+FSJGtQ1Eu5sx5J6cuvbnQVCszZ77sHnvsQnfFFdunGvdPPFHfnDWO4GD3P//zP3m5GohLDcDpo+/VGK+G4uraVOKaOXNmdOWUfjJO3zQuRoMd1ZPs6KOPzhhPo3/r5yqvbByONj2vnl+vkw/vvfdeai0UbU2bNo3an9ZomYUCIECQSb+UmuuqDi+DUVjr1v2QuIp43j38cDd36aXbpkJDW/fuDaM2mfHjB7tvvql5HZPaooZgNQirYdifPNVgnOuswOnUhfjOO+90Xbt2zWiHyWbT4/R4PU++uiTLwoULoylmfBuKAuvMM88s+DoxBAhQ5HQ1Mn78LW7gwPaud++tXM+em0QN7rfccrgbO3ZA4iSS/S2ktWvXuPfff8aNGHF2tMhVemhoyvnBg/8jmmJl6dLCnqBCahjWLaL0xujzzrvcff11vEkps6GVF996661oVP7AgQMrHU+jn6tc9Wpj5ci1a9clgvPejMGh7du3L5ruyAQIUMSWLVsQjVJPP8FXtsXx/fcr3TvvPO4efPB016tX04zHn39+YzdkyG/ca6896JYvXxQ+tOiooVgNxo0bN3fbbXesO/DAAe7++99JHGNx917LxmuvzXFHH/3frkWLDm6jjTZx22+/vXtI89IVkXifPAAFMXz4WdEJXu0Rr78+PJrJV1cPS5bMi3pt/f3vfd211+4VPixlzZrlbsqUUe6ee05wF164RUZoXHDBZu7uu493kyePdKtW1c/FmJ5++iXXseM1iQC5N9q6dHnEPf987gPyCumLL5YkAn5cdDz773+7a936LNe//2C3QvPSFRkCpFyop0zPnslR5VqOdostnNNMqD16JMtQlDSwUCf7zz7LbkyFbj0pHM4/f9OM0OjVq4m7776T3VtvPZYIl+I7IVnoquPBB991hx02LBUk3bo97WbOrP1xEPm0bNn37tZb33Dt2t2fOo4rrnjBzZuX+6j82kKAlIOBA5NTsTdoUPmmsptuCh+FIuADYMWK7E6Gb731aCo0LrpoSzds2B/de+89VbDeXXVh0aKViauxl91BByVPvm3b3uduuGFi4qptdVi1qKxf/6N74omP3JFHjkwFx2mnjXFvvz0/rFp0CJBSd/vtyZBo2NC5c8/VJDzOLV+uoc86yzh33nnJMtUZMiR8NApMDecKAV1NLFgQf+JDtXe8+ur9btq0cW7t2tynyahPpk9f4M4++6nUybhjx+Hu4YffT7wP68OqBaeQOPXUx1P7qhBRmChU6gMCpJRpZG3jxslwGDYsLN1AZaqjunPnhqUooE8+mRS1VfiriT//+WfRvFlPP93Pffzxi0U/5UkhjR37iTv22FGpk/Pvf//XRKgWrityuvnzl7nLL38+tW+6baXbV7qNVZ8QIKXsz39OBsOJJ4YlFfmZd7X+B4rK119/HN2Cuuii/5fRnqHtyit3cO+8MyZ8CP5t1aq1bujQf7pf/eqB1MlaDdRqqC6ElSt/SFxNvlVhf2bPLsz+5IoAKWVt2yZDYfz4sKQiTfesuu3ahSUoErramDt3qnvzzUfc3/7W2/Xt2zoKEQ320xK5qJq+8atBulDf+DU+V1dEv/nNw6l96Nr1b1FX3fqMAKmB5ri55ZZbotXURowYkbftocQ2JbF9m9hcvrZwIrtttkmGwuIYg6wWLUrWbd48LEGR0rQjTz55VRQiAwYcEBajEmpzUAN1XbY5TJuW2SbTqdNwN2pUcbbJZKtB+ANk6ty5swunK8jHtkliuzCxfZDYXL62jTbSKjobdr5Ro+TP46wHoEnjVFePQb2xcuWSKEDUWwvxVNbrSQ3ZlfV68uXt29/vvvyy6vXVfb10ixevcv36ZfYKGzBgoluypLh7hWWjQfgDbKDV1fySkM2aNXO77LJL3rbdElu/xDYjsbl8bYcemuxh5XEFUvJmz/5nFCB9+vD/lq3Kxl08+WTm8gX+59r69Kl6Vb/KAuTSS8enfl4fx6XE0SD8ATY46aSTovDQbJv5WDGszvk2kOefD0sqUjuJ6h58cFiCAlI7h9o7pk0bGzWma8S4xnIsWvS5e/nlu90VV7SKAuTBB88IH4qY1IDtR36PGZM5AaIPAD9IccqUynspVhYgusrp0eMZ98IL9XtkfHUIkCq88sorUXhoe+aZZ8Li+uHqq5OhkAjCGqmnluqq5xaKRtjrqrJNU5l8993X4UORpcrm0fLBMHz4e9GfJ5002q1bV7HtorIAKQcESCW0tOb+++8fhccxxxwTFtcfc+YkVxVUMFQ3CdvIkck6GgeS51XZkJsFCz5xL754m7vjjs7uL3/ZI5oEUbPxXnbZdm7w4CPdhAl3Jq5ISueeerHxwaBwOe64x6K///WvFZehJUCQcu+990bhoQXva2u1tTozaFAyHDTavFu35OhzjUJftcq5f/5TX3E3jEQfPDh8NFDW0oNhwoQvor8fccSIxBVf5gJOBAgiWo+5ZcuWUYD07t07LK6fBgxI9tBSSFS2qezGG8NHAWUvDIaePZ+N/n3TTa+l1apYr1wQIIFLLrkkCo8WLVq4b78t3lkwszZ9enLm3datkzPxbr558u/duyfLAFQQBsOsWYuj7rja9Peq6pULAiTNjBkzXOPGjaMAGTp0aFgMoMxUFgwDB74a/UxXI15l9coBAZLGDxrcb7/93Lp1FXtkACgvlQXD0qWro3YQ/fzll7+osl45IED+bdy4cVF4aJswYUJYDKAMVRUMjz02Lfr58cc/5n74YX2V9UodAeKS813tueeeUXh07do1LAZQpqoKBo0F0ZgQlY0YkRwjUlm9UkeAJNx2221ReGy22Wbu888/D4sBlKnqgmHy5LlRWfpSuuWm7ANk4cKFbuutt44C5GqN3AaAf6spGDQ/lq9TXb1SVfYB0r179yg8WrVq5ZanT0QIoOzVFAyaoVcz9dZUr1SVdYBMnTrVbbzxxlGAjNR0HgCA2Mo6QDp16hSFR7t27dyPWjIMABBb2QbI448/HoVHw4YN3eTJk8NiAEANyjJAVq9e7bSokwLkjDNYRwEALMoyQAYMGBCFR9OmTd28efPCYgBADGUXIAoMBYcCREECALApuwDRLSuFh25h6VYWAMCmrAJEjeVqNFeAqBEdAGBXNgGibrrqrqvwUPddAEBuyiZANFBQ4aGBgxpACADITVkEiKYo0VQlChBNXQIAyF1ZBIgmSVR4aNJETZ4IAMhdyQeIpmfXNO0KEE3bDgDIj5IPEC0QpfDQglFaOAoAkB8lHSBamlbhoU1L1gIA8qdkA2TdunVuv/32i8Kjc+fOYTEAIEclGyBDhw6NwqNx48ZuxowZYTEAIEclGSDffvuta9GiRRQgl1xySVgMAMiDkgyQ3r17R+HRsmVLt3Tp0rAYAJAHJRkgTZo0iQLk3nvLb41iAKgrJRkg/fv3j65C1q9fHxYBAPKkJAMEAFD7CBAAgAkBAgAwyWuA+FHfNYlbL/TZZ5+5Pn36RAMENTHipptu6nbeeWd3yCGHuH79+rnp06eHDwEA1JLsz+LViBsMceulu/XWW12jRo1Sj61qAwDUjbyeceOexOPW8zSLruprOdqzzjrLTZw40S1ZssStWbPGzZ49273xxhtRz6u99947fCgAoJbEP4vHEDcY4taTOXPmuE022SSqP2rUqLAYAFAg8c7iMcUNhrj15Kqrrorqnn766WERAKCA4p3FY4obDHHrSdu2baO6L730UlgEACigeGfxmHwwxN3iaNasWVR38eLFYREAoIDincVjCgOipi0O3/Nq7dq1YREAoIDincVjihsMcesJVyAAUJzincVjihsM6fXeeecd17NnT7fXXnu5zTff3P30pz91Rx55pBszZkxUThsIABSnms/2WbAEiALirrvuclOnTnUrVqyIrjTGjx/v2rRpE40u972wzjjjjOBZAACFVPPZPguWAKnKrFmzoulK/DgQDSJ87LHHwmoAgAKp/iyepTjBIHHqKTiaN28e/X3QoEFRfYXIf/3Xf7lJkya57777zn3//fdRPY1Ev+GGG9w+++wTPAsAoLZUfxbPUpxgkOrqaQlaTVXSvn1717dv39TPBw4c6DbeeOPUY6vaAAB1I69n3Lgn8crqhUHw61//2q1bty6jzqeffuouvvhit++++7ott9wymo13p512ch06dHDXXnut+/DDDzPqAwBqT81n+zq2YMEC9+ijj7pWrVq566+/PiwGABSJogsQb8KECW7HHXcMfwwAKBJFGyDLli2LblEBAIpT0QbIc889F40FAQAUp4IHiJajHT16dLRcrRaImjdvnhs2bJjbfvvt3bhx48LqAIAiUfAA0RiOU045JWrv0MSJmsrkhBNOcFOmTAmrAgCKSMEDBABQPxEgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+f86B/5sAwv4dAAAAABJRU5ErkJggg==)
| Product Number | 8H70-1-U3 |
| Purity | 98 % |
| CAS | 59944-78-4 |
| MDL Number | MFCD07772793 |
| Molecular Formula | C10H9NO2S |
| Molecular Weight | 207.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 61-63 ℃
TSCA: Not listed on TSCA inventory