![N'1-Thieno[2,3-d]pyrimidin-4-yl-2-chloroethanohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABafAAAWnwHsKVLRAAACP3pUWHRtb2xTb3VyY2UAAHichZTZjtowFIZf5cjXxUucFRFGiFGlSjOtVKZS7yqTGCZSEo+SsL19jwNhCDAhi+z8Pp8dn8WTp32Rw1ZXdWbKmAjKCegyMWlWrmPy5+37KCRP00mCRmhY1jF5b5qPMWO73Y4m77pQe1PSxBTkOD7e11nPZiepqdbM4Vywv68vi5YZZWXdqDLRSNXZuG7FF5Oopv2LL5Zghaq2WcmO5qyotsfZ/jncPpzu65R87mWOYzNEYZXlGlamKlQDW4dTfPg3WOtSV6rRKSwPKEvq4t6nk9dnk2wKXTbYtTNkicoXTbVJUChMrpMNToadH88xKQQCqjHFrKrUAWzPykqAckBJUC4oD5QPKgAVgopACY4vjgs0EGgh0ER46PNc20XfDh8a/zyHOd6/4Cfe8/O7aNU5+syJCe4BLxBUShmAQ30/cLsGd8JxIQ/H3AB8FEMXQhQdARGKXtg1JzGgfigitBQel8h5jstPHIEDrjZyqY8hhBHOGdm2+5aUh/f0r759GknbBjSwvz+KMBq+tK30A2n1yOdeZ4fuZWf/TidLU6YXXcjSmCwFaR3/W69q5+R7AqZKdYXpbCewppeA0wdspIYB2QdsXM+Acw9wbwBveAWvD9icGQb8PmAzbBgI+oDNxzMwuweEfcBm7zAQ9YE214cJO94LXVsbD5jrcLe19IC5ivix9h4wV0E/1uoD5iruXW0PMt5NYB4i/h0X3GXYRcGw7vDC7s3Bxi5OPYZn/fQ/8IXF1h71QiEAADjkSURBVHhe7d0HlFRFosZxXVQMmEHMac37Vn0qKCbMoJgwrgkwYHbFBddFwcSaQFBEDyJJBBFQBAOymBAMGEBEyUhSclhUlIz15ivevXbXTM/crr7NdPj/zrlHmaoOtwfq63srbWIAAPCwifsDAACiIEAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXgiQYrN8uTFPPmlM3brG7LKLMZtvbkyNGsacfLIx7dptKAeACAiQYjJypDE1a5b81jdJfShURoxwHwkApRAgxeKzz4zZYosNIXH00cb072/M/PnGrFljzIIFxrz6qjG1am0oV71Ro9xnAIAkBEgxWL3amH322RAOjRsbs26dW2MD/VzlqrfvvhseBwApECDFoEePDaFw2GEVh4LKDz10Q/2ePd1SAAgRIMXgggs2BEKXLm5J2Z5/fkP9hg3dEgAIESDFYM89NwTCtGluSdmmTt1Qf++93RIACBEgxWDLLTcEwsqVbknZVqzYUH+rrdwSAAgRIMWAAAGQBQRIMQhuYX3/vVtSNm5hAYiAACkGdKIDyAICpBgwjBdAFhAgxSCdiYRNmmyop/oVhQ2AokaAFIvEpUyOOcaYAQM2LGGipUwWLjTmtdeMqV17Q7nqqT4AlIMAKSZaJFGLJSokUh0q/+gj95EAUAoBUmyC5dy1fHv16sZsttmG/554ojFt2xrzyy/uIwCgTAQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgBSLGTOMWbLE/WlpixYZM3Om+1MAKIUAKQaTJ2+Y77HrrsasXeuW/kFLl2gioWaiR125F0DRIkCKwdChf8w0X7rULf2DljYJ6r3/vlsKAEkIkGJAgADIAgKkGBAgALKAACkGBAiALCBAigEBAiALCJBiQIAAyAICpBgQIACygAApBgQIgCwgQIoBAQIgCwiQYkCAAMgCAqQYECA54+iju9ijIlHrAZWJACkGBEjOiBoMUesBlYkAKQYESM6IGgxR6wGViQApBgRIzogaDFHrAZWJACkGBEjOiBoMUesBlYkAKQYESM6IGgxR6wGViQApBgRIzogaDFHrAZWJACkGBEjOCIIh6gHkMgKkGBAgOcMNiIoOIJcRIEVgcUmADCsJBR1rygmQ1SUBEtRbSoBkRdRgiFoPqEwESBH4uiRALioJBR3LywmQZSUBEtT7lgDJiqjBELUeUJkIkCIwtCRANikJBR1LywmQBSUBEtR7nwDJiqjBELUeUJkIkCJAgOSOqMEQtR5QmQiQIkCA5I6owRC1HlCZCJAiQIDkjqjBELUeUJkIkCJAgOSOqMEQtR5QmQiQIkCAAMgGAqQIECAAsoEAKQIECIBsIECKAAECIBsIkCJAgADIhpwLkE26bGIPxIcAAZANWW2pV61bZV6Y9II57z/nmT377Gm27Lal2a7nduaogUeZ1l+1NotWLnIfQoBkAQGSO4LhuXXqdDPz5i13i0MM480ufg/xyFpL/fnCz83eL+8dBkJZxzbdtzE9p/RMehwBEj8CJHcEDZKO1q0/dItDNFzZxe8hHllpqRUeVbtVtUFw9MCjzUtTXzKzls+yVyQ/rf7JjF482jw4+kFTo1eNUmFBgMSPAMkdid98a9V6wUydWvbvg4Yru/g9xCP2lnr1+tVm37772hC4aeRNZt3v69wqoeVrlpvGwxsn/YwAiR8BkjuCBql9+8/sf++44x23ikXDlV38HuIRe0vdY3IPGwBHvnZkueGRCgESPwIkdwQN0k8/rTQnn9zT/v+YMfPcajRcWcbvIR6xt9QXDrvQBoDbtxEVARI/AiR3JDZI3bt/bf+/ceNBTi0armzj9xCP2FvqvV7eywbA9J+nu0WRECDxI0ByR2KDtHLlWlOvXm/75w8+mJGyHuLH7yEesbfUGqqrAFi5bqVbFAkBEr9UAdK3b18zYMCA8M8ESPa5DdLAgRPtny+6qL9Zt259ynqIl/v58nvwE3tLTYDkHjdAZsyYYRo0aBD+7KKLLjKzZs0iQDYCt0FSY9WwYT/7MzViqeohXu7ny+/BT+wtNbewck9igPzjH/8wVatWDf8cHFtttZUtI0Cyq6wG6f33p9uf1a/f295OSVUP8Snr8+X3kL7YW2o60XPPO++8UyowtttuO/Pvf//bPPzww2bbbbctVU6AZEeqBkkduPq5OnQlVT3EI9Xny+8hPbG31AzjzS2ff/65OeSQQ8Jg+NOf/mSuvfZae7sqMG/evJJ/OI3NpptuGtb7y1/+Yr788suEZ0IcUjVIo0fPtT+vW7enHVqaqh7ikerz5feQnthbak0k3OflfWwI3PzxzeWGiCYSNhneJOlnBEg85s6daxo1apQUCjvvvLP56quv3Kohhc2OO+6YFDZNmjQx8+fPd6vCU3kNkiazqaxDh1Hl1kPmyvt8+T1El5WWOnEpk2NeP8b0ntrbzF4+24bLz6t/NmMWjzEPjXmIpUyyYNWqVfbWVLVq1cIg2GuvvczLL7/sVk2pd+/eZo899ggfr1tcjz32mFm9erVbFWkqr0HSchpaVkPLa5RXD5kr7/Pl9xBd1lrqUQtHhR3qqY5qPaqZF6e8mPQ4AsTfa6+9Zvbbb7+w4VfH+AMPPGB+++03t2qFfv31V9OqVSuz5ZZbhs/35z//2QwaVHqyFZJ9/vmP5pprXjeXX/5qyWe/JqmsogZJC/sFddx6v/9uTNOmb5oGDV42b789xf4ZqY0bt8A88shI89lnP7pFZX6+icr7Pcg997xnzjzzJTNgwASzfn3x/iKy2lJr8cQuE7uYBkMbmD367GGvSrbtsa1dzv3+r+5Pazn3tevXmn7f9zMzf5npFhW9cePGmVNOOSVs6HX87W9/M7Nnz3arpm3mzJnmkksuSXru008/3Xz33Xdu1aL3ww8/m7vu+k/Y6Ohb7Ny5vyTVSdUgBVT/uOO6lllv9ep15qSTeoRl6vD97ruFSXVgzMKFvyYFwO23D3GrlPn5Jirv9yDnnPNyWHbZZa+aL76Y41YpCqVb6hzVaXwnGywKoZZftDS/rEn+h1mMFi9ebG666SZTpUqVsHE/6qijzMiRI92qGfvoo4/MEUccEb7OZpttZm699dZyZ7YXi19/XW06dvw8qcHRhLRRo0p/883U5MmLzXXXvRG+zjHHdDH33z/cLFqU/lVmoVHAdu06xpx4Yvfw89HV2pdfznWrZmz27J9sMAWvo6N582Hmxx9/dqsWtLwJEN0S277n9uEVym69d7O3v343xXf5uGbNGvPUU08ldXjvsssuplu3biWX03/Moo3bunXrTJcuXUyNGjXC191pp53MM888Y9au3TBuvpjo1sUbb0y2tzKCRuSUU3qal1/+tuTzyN7vQYYOnZb0LVhXJhp6qka0GL333nRz3nl9w8/jhBO6l/xdHW1Wrcru38uPP54dTkDUoX6TTp2+KHXrslDlTYDIwhULzfUjrjd/euFPYZDUHlTbfLbgM7dqwdKkwMRhuVtssYVp0aKF+fnnjffNZ9myZeauu+4ym2++efg+DjvsMPPuu++6VQvW2LHzzdVXDwwbDt2u0v32Zcv8VmDwocluaiSPP/6Pb9xqRN31nArZlClLbL9Q4pXAffd9YBYsSL3LYNz0ZeGll8bZob/BezjrrN7mzTcLv58qrwIkoFFcJ71xUhgim3bZ1Fz94dVmzq+Fex9yypQpJd84z0nqizj33HPN1KlT3aobzeTJk83ZZ58dvp9NN/2TufLKf5hZs0r3bRUKNUz33vtBUoOlBkwNWWWZP3+5adny/aT3dOONb6XcJKkQ/Pe/K82//z3CBndwzhq48M03lTfkfOnSFaZNm9LvSZ35hSovAyTwyvevJG2bqy1yHx7zsPc6XLnop59+Ms2bN7dXGkFDfeihh5phw4a5VSuNZroffPDBZuut9zF77NHQ/O//Pmr7BNQ3UCh0K0Tf9nVrJGgc9G1ft05yxddfzzdXXVW5V0XZpm/7ffpo0Mgf3/Z1C1G3EnPl2776qW644Y9+Kh2tWn1gO/cLTV4HiKxYu8Juj7t1963DINGOiAOm/7HKbD5SX0bXrl2T+hvU59GxY8ec7G9Qv0znzv1L/rHcU+ofdr4Pcxw27HvbGRuclzppu3Ubk5P9DfqsBw+elNQvc+qpL26Ufpls++ST2XZwQnBeGrSQy19U9Pfm3HOT/96okz8X/974yvsACfyw/Adz5QdXhiGio+6bdc3YJWPdqjlvxIgRJd/i/zcMDo14uuWWW8ySJZV3mySqZctW2G+9iZfx6itQn0G+mTRpsbn++uQRTxoemg/fJNWoPv30qKSRYRdf3N98+ukPbtWcN2vWsnB2eHBouLSGTec6Xbm+8MKYpCtXhcq77+bOlWsmCiZAAp/M/8TOfg9CpMoLVUzTEU3LnHOSa7Sk+mWXXZbUz3HaaaeZb7/91q2a88rq3FTfwcbs3PSle9kPPfRRUgg2ajQoL+9la7hps2ZDk34Pd9451P481/3yy2q7Z/mxx/4RgpdeOiAv51zoS4duYyX+HvTvQ7e78lnBBYis/329XdSx5ks1wyDZoecOpv249mbN+twbXqeZ4q1bt7Yzx4Pg2H///c3rr7/uVs07lTW80seaNetNr17fhHtk69BOdW+9lf+jaTQn5ZJLkm//PPXUKLN8ee7d/tHeHH37jij58vTHpEndhuvff3zSZk/5SF9C1LEenJe+pKjjXYMC8lFBBkhA62798/N/mi26bhEGycH9DzZDZpeemVpZ+vTpY/bcc88wOLTu1COPPGLXtCoUuuerPgN3gpfuEeeKESNmlRrP/9xzXxbUeH41vq+88p1tjIPzPOOMXmbAgC9ypp9q+PDh5phjTjY1a55lDjmkpaldu6t54olPzM8/F86/B30ZUd+ghvoGvwcNAe7R4+OSLzG598WqPAUdIIFpP08z5//n/KT+kfo96pvJP0x2q240Wir9+OOPTxgCu6ldUl1LqxeqYIkJ9SUE/3DUx6C+hsoyY8Yyc+utyTOKW7QYZubMyf376760TPljj31sG+fDD29r9trrbyXhfqHte6ss7pI52257iLniikfN99/nfr+fL305eeaZL+zV4JFHPmX22edqc9RR55i3337brZqziiJAAu/Nec8cNuAws8lTJX9Jr9jEbH7Q5qZZs2Z2YtzGoqXRtUS6lkoP/rHUqVPHfPHFF27VgqXLePUpJF7GP/zwCNv3sLHoG23btp/aRjR4H1r88Kuv4l/2IldNm7bUXH31M6Z69RNMlSobFs1UH5z64jaWVIt2vvHGW27V2KxcudL2Kw4cONA8/vjj5sEHHzQ33nij/XcZHPqzfq5y1dPab9m6K6DlT265pbupUeMUs9lmGzZ3q1evXskXq0lu1ZxTVAEiWpSx08hOZqf6O5lNqmz4C1u9enW7RIeW6sgWLYWuJdETd//TkulaOr0Y6TJefQvqYwgacPU9qA9CfRHZols1WkH1tNN6ha+r/3/11eJdVXXw4KG2zy34e6m+OPXJ+azinI6XXnqp1LYBarDj3jZgzpw59lbxDTfcYOcrBa/nc2gO1s0332z69etXckUd70KWw4d/ajdyC15LKz1s7C+46Sq6AAksXbbU3HbbbXaIbPAL02KBugcbNy2Brm9Vwevo25a+denbV7HTZbz6GhL3XlBfRFnDTYNy1Z03L/VorqCea8yYeXbl1KBco3vatfu0oO6v+9K3a/W9JX7BUd+cGt64aeOy4447LnydYJfMODcuU2g8+eSTdnFRNwQSj1133dUuDaTVrHWcf/754f/r5zVr1iz1mMTjhBNOMJ07d45tUVHN8Xr22WftGnPBa+gL7vPPP5/VL7i+ijZAAuPHj7fLkyf+pdC9WN2TzZQue93nvvTSS2N57kKjPgf1PSTe1nKH/AZlOtSXkkpZAaKO/MQ5EbfdNsT2fyBZWdsbq68uju2Ny9olU89d3i6Z6dKqCGeeeWbSLeLgOPLII82dd95prx7GjBljfvkl2oreWmdu9OjRdlO222+/PekqITi0UsTFF19s68VBgaTXSvyCe/jhh2flC24mij5AAoMHD47tKkG/fC117l7daEl0lE9Lb2vioTrX3aG+iVcgCphUaz2VFSCi0NAQypEjM98npdCpT059c8Hf30y2Nw6ubtxdMuO6utE3czXuidsN6Khataq58MILbWDEfRto0aJFplevXjasErdT0HHWWWfF9m99woQJ5owzzkh6fgXVjBm5sWAmAZJA9151D9btp9C92ih0+amlzRMvP7UUSbb7V4pFEAyaXKb/anZyWVIFCNKX6fbG6oB2+1fuv//+2PpXNHLMDQ5dIejfXNyhkYqu2tq2bWt23333pPfRsGHDWDZ1kzfeeMMccMAB4XMrHO+77z6zfHnqW7kbAwFSBn3L0j3ZxMtg3bPVvdtUtJS5ljQP6qsDTEueb6y/xMUgCAYNQw0m+6lfw0WAxCvVSKnytjfWKKdTTz01qUG9/PLLYxvhpdthV1xxRdLz63aYGtrKolBVX0XinYxtttnGPProo7GsXxd8wd1uu+3C51do6Uro90qa6UqAlEP3Zt25GrqHq7+8gWnTptmOt8S/yFriXEudI16JwaDNk/T/2tbVRYBkhztXQ4e7vbHWa9MopcTbOlrXLc5dMnW7eeeddw6fX1c4lRkcLi0s+sQTTyTdslM7EtfVyIIFC0p9wT322GPL/YKbLQRIBO5scf3F0GW4u8y6hgiqEw/ZkRgM2kwpGALsbqBEgGRXWdsbKzT0TdvdJVMrSse1S+aKFSts32Lw/LoiatOmTdbmZ2Tqxx9/tP0VwfvVre0333zTreZNX3A1Cix4/rK+4GYbARKR7tkqNBLXqwqOHXbYwXTo0MF+80D2uMEwcOBE+2ct8Z24RpJbD/Era3vj4NCXKn250l42cdGci9q1a4evoX6OfFlkVCG69dZbh418u3bt3CoZ0QACDUpIDJKNtY4eAZIm3cO94IILwl+WLiUXL668pTiKiRsMCo1g/SqFSap6yB718Wm4aWLDrt0z46TnS+yI19WOrkbyiW7zJW5FrYCNs99CX3AfeOCB8Pk1AXFjIEA86Z5rXEP1EE1ZwfD++9Ptz+rX721va6Wqh+zRfIqg4YrzFo1ovkbQ36F+FU2yy1ca3p/Yp3rdddfFGiISXOnoqmdjIECQN1IFgzrS9XN1rEuqesiObAXIxIkT7SxsPa8axlzqKPelK4Vzzz036UokThr1RYAAZUgVDKNHz7U/15LYGuKbqh6yIxsBoolywfwThUdlrhQcNw3pbdCgQfiZxdknQoAAKZQXDMGWpx06jCq3HuIXd4Bo6ZCDDjrIPp865IcOHepWyXvqwwluZ6nTO66rKwIESKG8YNCyJlreJHFRRmwccQfIRRddZJ9L8xwGDBjgFhcM9YkEHesa4hvHPBECBEihomDQAotBnfLqIV5xBoiWBAmeS0t1FDqNzgqmBuiKJNMZ6wQIkEJFwTB37i9JK+5i44grQMaOHRsuQKpFCuOagJjr1NgHn58mY2aCAAGQV+IIEIVFrVq17HNoD45im1sVzFhXAGRyK4sAAZBX4giQjh07hs/Rt29ft7jgadmTYO0sreLriwABkFcyDRAtwBisMFu/fn23uGgk9v/4TlImQADklUwDpGXLlvax2gJh+vTpbnHR0Fp6wVLw2pTKBwECIK9kEiC6+gg2cGvatKlbXHS0QGXwWfps9UuAAMgrmQSINqoKrj6030ix09L0wQz8Sy+91C2uEAECpBB1eG7UeoiHb4BoSfhgG1itao0NtBmVPhPNwtdkw3QQIEAKUYMhaj3EwzdAhgwZEj7u008/dYuLljaECnZ07Ny5s1tcLgIESCFqMESth3j4BkiwPa6W80AyTaTUZ6PZ6ekgQIAUogZD1HqIh0+ArFy5MlzC4/HHH3eLi16vXr3sZ6OFFrUHelQECJBC1GCIWg/x8AmQ9957L3zMhAkT3OKipy18FR76fPr16+cWp0SAAClEDYao9RAPnwC55557bH11oqNs2h5Yn5G28I2KAAFSiBoMUeshHj4BcvTRR9v6jRo1covw/4K95tPpIyJAgBSCYIh6YONIN0A0fLdq1aq2/gsvvOAW4//16dPHfkbaF0V9RlHssstfSkJkP9OzZ/TbXpkgQJA33ICo6MDGkW6ATJ06Naz/8ccfu8X4f5qJHnxO2jckikMPbWr22aeReeUVv7W00kWAIG9EDYao9RCPdANEdYL6xbZsezq0tW/QkT5w4EC3uEwnntjd/t0fNGiSW5QVBAjyRtRgiFoP8Ug3QJ588klbt3r16m4RHLvuuqv9rDQ7PQoCBEghajBErYd4pBsg2qpWdTXKCOX761//aj8rrVgcBQECpBA1GKLWQzzSDZA77rjD1j3uuOPcIjjq1KljPyuNyIqCAAFSiBoMUeshHukGSJMmTWxdLdeB8mlfEH1WjRs3dovKRIAAKUQNhqj1EI90A+Syyy6zdS+44AK3CA59Rvqs9JlFQYAAKUQNhqj1EI90A4QrkOi4AgFQ0NINEPpAoqMPBEBBSzdAGIUVHaOwABS0dAOEeSDRMQ8EQEFLN0CYiR4NM9EBFLx0A4S1sKLxWQuLAAGQV9INEFbjjcZnNV4CBEBeSTdAhP1AKuazHwgBAiCv+AQIOxJWzGdHQgIEQF7xCRD2RC+f757oBAiAvOITILqnv9VWW9nHPP74425x0evVq5f9bBQiCxYscItTIkAA5BWfAJFLLrkk7Xv8xULLvOizOf74492ichEgAPKKb4AMGTIkfNynn37qFhetuXPnmipVqtjPpXPnzm5xuerW7WkD5M03p7hFWUGAAMiIb4BoOK860fW4a6+91i0uWpp1rs9kiy22MEuXLnWLy9Wr1zfmrrv+U/K4FW5RVhAgADLiGyDSqlUr+7jNN9/czJw50y0uOqtWrTJ77LGH/UwuvfRStzjnECAAMpJJgCxZssRsu+229rFNmzZ1i4tOly5dws9SM9FzHQECICOZBIhopdngKmT69OlucdFYs2aN+fOf/2w/C+0Dkg8IEAAZyTRAdBWy3Xbb2cfXr1/fLS4abdu2DT/Hjz76yC3OSQQIgIxkGiDSsWPH8Dn69u3rFhe8H3/80VSrVs2ef8OGDd3inEWAAMhIHAGyfv16U6tWLfscNWvWLLpl3i+++GJ77ttss42ZPXu2W1ymYOvmOnW6mXnzlrvFoaBeNhAgADISR4DI2LFjzWabbWafRxPpFCrFoGvXruHn9+ijj7rFKQXBoKN16w/d4hABAiBnxRUgktgPoK1vC532+QiWdNGs87Vr17pVUkq8AqlV6wUzdWrZc0YIEAA5K84AkYsuusg+l/bBGDBggFtcMDRJUMu46Fx32mmnyLeuAkEwtG//mf3vHXe841axCBAAOSvuANFWrgcddJB9Ps3GHjp0qFsl761YscJecegctWDiG2+84VapUBAMP/200px88oYlTMaMmedWI0AA5K64A0RmzJgRzsjeeuutzYgRI9wqeUu3qRo0aBB+Zu3atXOrRJIYDN27f23/v3HjQU4tAgRADstGgMjEiRNN9erVwxDx+Zaea3777Tdz7rnnhp9X8+bN3SqRJQbDypVrTb16ve2fP/hgRsp6cSNAAGQkMUDibuTHjBljdt55Z/vcWqH22WefdavkDfV5BLetdFx33XXm999/d6tF5gbDwIET7Z8vuqi/WbfujxFsbr04ESAAMtK9e/ewUdx7773NqFGj3CoZmTJlitl///3D19AWr+pDyCcabRV0mAdXHpmEh7jBoNBo2LCf/ZnCJFW9OBEgALy1b9/ejpYKGkYd6hS+5pprzJw5c9zq3rTFa+3atcPX0H7h3377rVstJ2meh27BBZ+Nb5+Hq6xgeP/96fZn9ev3tre1UtWLCwECIG369tyiRYuwQde362eeecZegQQ/06zqNm3a2O1r46CrjltvvTV8/i233NI+v5ZAz0VaniSYYa5DQ3Xj7CNKFQzqSNfP1bEuqerFgQABkBatGnvVVVeFDWOdOnXsgoiiRv7BBx8Mv3Hr2HfffWOdzzF48OCwX0SHbm/F3feSCX0+2hQqWNtKh/o+0p3nUZFUwTB69Fz7c+1OqCG+qerFgQABENny5cvtUuNBw6gRRRpZ5Prhhx/MFVdcEdbTUbduXfPNN9+4Vb1o21f3+dVIV2aQrF692jz//PPhkuw6dBWm5UnSmWEeVXnBoEmFKuvQYVS59TJFgACIRP0QxxxzTNg4ahvaihrGjz/+uKTxOjp8jEZS3XjjjbEtlqj5IUcccURSkKh/RBszLVu2zK2eFfPmzbNLsATb8waHVtWN+6ojUXnBoGVNtLyJljkpr16mCBAAFdJGTwcccEDYON57771ulZS0KKJGammV3eDxO+ywQ8m34w72dk+mtLf6yy+/XCpIqlatai688ELTr1+/2MNk0aJFplevXnbRR4Vi4uvqCi2u/Tw0s1wLJQ4b9r1bVGEw6HFBnfLqZYIAAVAuzcUIGv9M5mJoiZJ//vOfdnmSoLE9+OCDzTvvlL2Gkw89lxp1d2SYjiOPPNLceeedNlB0Tpq/EoXe9+jRo21I3X777fYKx31unZM6zFUvDlqe/Z573gsb/+uvL31rrqJgmDv3F3PccV0rrJcJAgRASu+//364Z7lGPb366qtulbRNmzbNnH/++UkN8Nlnn20mT57sVvWmIcRPPvmkOeqoo0o19onHrrvuakeQnXLKKfbQ+wr+Xz9PvGoq6zjhhBNM586d7STBOKxYsbbk+b5KuvV0/vmv2I7xXESAACiTdgYMrha233772G7LBN59911z2GGHhY2x9kS/6667Yr/dpDDp06ePueGGG+wVjxsC6RyHHnqoncioqxj1CcVpyJCpJUHaJwyOk07qYXr0GGvWrMndfVEIEAClqH8iuA2kzuFx48a5VWKhTnjNH9EciaCRrlGjhu0EV99GNmheiiYhDhw40Dz++ON22LE69ps0aRIe+rN+rnLV00zybM03mTBhkbn22sFhcBxzTBfzwAPDzeLFpUe35RoCBEBIEwTvvvvusDHXN/ZZs2a51WKnW0CaJBjsSKhDneJxX/XkEgXEgw8Ot4ERhIeCZPz4eK9ssokAAWDpauDqq68OG/DjjjsunCC4seib/umnn5502+jSSy81M2fOdKvmLd2S0q0p3aIKgkO3rnQLK98QIADsBMF69eqFjbb2qyhrguDGMmjQoKQJeerAb9Wqlfn111/dqnnlww9n2k7xIDjUWa5Oc3We5yMCBChymtNQq1atsLFWH0BFEwQ3Bs3sfuyxx8JRYDq0yVTv3r3dqjnv+++XmptvfisMDh0apquhtvmMAAGKmCYIHnjggWED3bJlS7dKpZs/f74NtcS5HVp/64svvnCr5hytRfX44x+b2rX/mI9xxRWvlbn1bD4iQIAi9fXXX9t5EGqQ1Th36tTJrZJTvvzyy6QNmbQ0euPGje1SIrlGe3P06/edOfXUF8PgOOOMXub11yeZ9esz2wcklxAgQBFKnCCoJT/iXC032zSnY8899wyDROfxyCOPZG2Ybbo++mi0OeecJ8PgOPbYrnZRw+XLV7tV8x4BAhSZV155JWmC4PDhw90qadMw3M8//9z06NHDzp/QZLvEeRX6s36uctXLdOa2OtNbt25tttpqqzBItKz766+/7lbdaDTD/rzzzjPVqh1o9trrb+bww9uZv/99qJk9+ye3asEgQIAi8tRTT4V9Cbvttpv38urqZB86dKhp1qxZSUN5eNiIp3PocXq8nse3015zVC677LKk5z3ttNM26m6FWitLc2eCUK5SZUtz3HFXmBEjJrhVCw4BAhQBTRDUQoZBI6sJgj5zK8aPH28XJNxll11KBcKGxrOK7ZQP1pPSN/Lg//Vzd+Xa4NDz6Xn1/D60rLsWSwyeTxMSb7nllqzOYyl/lWG/QMw3BAhQ4PTtXnuUB43csccem/Z+HFq9VvtbqOM6seHXbSOtMaV1syZNmlTh8iMqVz3V1+P0+MTn0/PrdfR66VKDrv3HtRRK8Hw77rij6dixo/cVTirZ3uckXxAgQAFTX0H9+vXDhu6cc85JazKeFgxs1KhRUiOv7WTvuOMO89VXX7nVveh59HyJ29Tq0Ov6LFj4008/mebNmyctG69FEIcNG+ZWTZs2iHJ3QtTVle+twHxHgAAFKtMJgro9o1sywePVZ6LbM9maoa7n1fPrdYLX1OvrffiYMmWKDczExl5b8E6dmv6SIdrr/YEHHii113scy9vnMwIEKEAzZswwBx10UNjY/etf/3KrpKRlTa688srwsRrme//999tVbDcGvY5eT68bvAe9H70vH+qk194ewXPpyqRFixa28zsK3W7be++9w8dXq1bNtGnTJmeGDVcmAgQoMGPHjk2aIKjl0qPSqCbd7gkaS03c8/nGHge9buLEQb0v35WBtXWuRqAlXlGp475bt26276Qs2l3wxBNPDOurf0Z9SdpfBBsQIEAB+eCDD8x2220XXjn079/frZKSVsLVWlNBY6mhqenc8soGvb7eR9B5r/en9+lLndw33XRT0mgw7Vo4cuTIsM6CBQvMddddl7R0Su3atc2oUaMSnglCgAAFQrvkBbd9FCIffvihWyUlNcrBpk66xaPJhrkkcfKj3mcmISLaIEud30FA6NCy8ep8DwJYhzbT6tWrlx0GjdIIEKAAPP30094TBHVbKLjy0P19bTWbi/S+9P6CKxHf21mJXnvtNbPffvslBYkOBfG9997r3e9SLAgQIM/dc889YcOnjvN0JgiqgQz6PPQNP46hrtmk9xdcieh9x9HAqzNcnerBZ6gZ8hqEgIoRIECeUv9A4hwN3adPdyJbMNpKfQwabZQP9D6DPhG9/zhoOG7wOaT7GRYzAgTIQ5oMePbZZ4fhof9PZ4KgaARS8Hgtc5JPEpdl0XlkKtgHXrsgIjoCBMgzmiCoq42gAdWeGOmOltIM72BIq4bKpvv4yqb3Gwzx1Xn4zFhPVLdu3VivaIoFAQLkEXeCoPo/fARrY6mzuLLmeWRK7zsYdabz8aX1uYLOeQ1GQHQECJAnNEEwWOZDI660SKAPTZAL+hC0p0Y+0/vXeeh8dF4+NKQ3COTPPvvMLUY5CBAgD2hOR+IEQc358KXVbvU8muOgNZ7ymd6/zkPno/PyoRV89fjNN998oy3XUigIECDHaTZ54gRBzTb3NWHChHC+SPv27d3ivKTzCK7KdH7patq0qX28lmdHeggQIIfddttt4e0mrW+l21iZ0KZNei4tnZ7uqK1cpfMIloLX+aUr2FFRG1AhPQQIkKN++OGH8N78nnvumfHkNo1cCnYS1P4bhUTno/PS+aUzokzho90L9dgXX3zRLUYFCBAgR2l00Lbbbmsbt3r16rnFaXvnnXfCQIprM6hcofMJzk3nGZW2wg0eN3HiRLcYFSBAgBymkVZq3HR/XxskZaJZs2b2ubT2UyEK1rTSeUbVrl07+5jtt98+5bLuSI0AAXKY1noKJvxleo8+uNevvcgLkc5L56fzjEor8Ooxp59+uluECAgQIMcFy2xoO9UlS5a4xZH897//DTvj82XNq3TpvHR+Ok+dbxT77LOPfUzLli3dIkRAgAA5Tp3pmqOghu6RRx5xiyPRBLngXv/kyZPd4oKg8wrOMcqEwPnz54f1Bw8e7BYjAgIEyANXXHGFbeg0E3316tVucYV69uxpH68gSmeUUj7ReQVBq/OtyBtvvBEGyLx589xiRECAAHkgcZSRdshLV6tWrexjtY5WIQvWCdP5VuS+++6zdffaay+3CBERIECeOPnkk22Dd8QRR7hFFQrmSdSpU8ctKig6P51nlHkuZ555pq178cUXu0WIiAAB8sSgQYPCq5B0lzNp0qSJfdxZZ53lFhUUnZ/OU+dbHu1xHoxua9u2rVuMiAgQIE9onsIBBxxgG70GDRq4xeW67LLL7OMuuOACt6ig6Px0njrf8kyaNCkM448++sgtRkQECJBHOnXqZBs9TSxUIxgVVyDJ+vXrZbbeehOz2WZVYtlXvVgRIEAe0dpNO+64o20kb7rpJrc4JfpAkrVvf5s56ihdkf3VLUIaCBAgz2gXQjWSW221lVm8eLFbXCZGYSVr06aWufLKTcxzz13vFiENBAiQZ+bMmRPOd2jTpo1bXCbmgfxh7dpV5tZbtzA33riJGTnyBbcYaSBAgDx01VVX2YZSe4SsWrXKLS6Fmeh/mD59lA0PHT/++I1bjDQQIEAeGjNmTNhYlvdtO8BaWH/44IOONjzuuGMbs359YV6NbSwECJCn6tataxvMqKvPshrvBt27X2UDpF27k9wipIkAAfJU4lpO7733nltcCvuBbNCq1YE2QF59tblbhDQRIECe0sTCAw880DaaZ599tltcCjsSahj0UnPTTZvaAPnqq/5uMdJEgAB57Lnnngvv+1e0JSt7ohszfvzQsAN9yZKZbjHSRIAAeey3334zO+20k208mzZt6haXcuedd9q6O++8s52UWAh0HjofnZfOrzxvvfWQDY8WLWq6RfBAgAB5TrvpqfHUxMJFixa5xUkmTJhgl0FR/fbt27vFeUnnofPReen8ytOpUwMbIM8+e55bBA8ECJDn5s6da7bYYgvbiD700ENucSkNGza0dXfffXezYsUKtziv6P3rPHQ+Oq+KNG9ewwbIkCHRJmCifAQIUACuueYa24jWrFmzwomFo0ePDueEtG7d2i3OK3r/QR+Qzqs8ixdPD/s/Jk581y2GBwIEKABjx461DamO7t27u8WlBIFTtWpVM3XqVLc4L+h96/3rPHQ+Ffnyy1dseGgU1m+/LXOL4YEAAQrEqaeeahvT//mf/7EbJpVn4cKF4YZKxx9/fLkjl3KR3q/et96/zkPnU5EBA+6yAdK69cFuETwRIECBeOutt8KrkGHDhrnFpXTr1i2s/89//tMtzml6v8F713lE8cQTJ9gA6dGj4qsVREOAAAVCVx0HH3ywbVTr1avnFpfpyiuvDPsQ8mWNLL3PoA9H7z8KrXl1221b2QD58MNObjE8ESBAAencuXMYCOPHj3eLS9FufIceeqh9jEZyRblyqUx6f8GIM73vqLsJzp49JuxAnznzC7cYnggQoIBoYmEwqe7666NtljRr1iyzxx572MdUq1bNvPtubo5Q0vvS+9P71PvV+45qxIjONjxuvbWqWbt2tVsMTwQIUGDuu+8+28huueWWkTqX5bvvvgtntOsb/iuvvOJWqVR6P8GVh96n3m86+va9zQbIY48d6xYhAwQIUGDmzZsXNrYPPPCAW5ySGuXgSkS3wO6+++5KH52l19f7CPo89P7SDQ/5/vtPTIcOp5lx4950i5ABAgQoQI0bN7YNrhYXXLlypVuckm4LBX0iOjRUtrLmieh1g6G6QZ9HOretkH0ECFCAvvnmm/Bbe9euXd3icqljOhidpUOT9e6///60gigTeh29XjBJUIfeT9QOc2w8BAhQoE4//XTb+P7lL3+pcGJhWTSjPZhsqGO33XYzHTp0sB312aDn1fPrdYLX1OtHmVmPykGAAAVqyJAhYUM8dOhQtzgSdcI3atQofB4dGuWl/Tfi2pRKz6PnC0aPBYdeN+ogAFQOAgQoULrqOOSQQ2xjfOaZZ7rFaRkzZoxd7Ta4LRYc+++/v92LXJP7Jk2aZNatW+c+NInKVU/19Tg9PvH59Px6Hb0ech8BAhSw559/PmyYv/32W7c4bZqcqE2bgp0N3aNKlSp2m91TTjnFHuedd174//q5yt3H6NDz6XmjTH5MRbPNhw9/zrRrd5Jp1mxHc+utW5h//Wvvkj+fXHI19m8zb175OzYifQQIUMC0X0b16tVtI33ttde6xd40vFa3xZo1a2YOP/zwUoEQ5dDj9Hg9T6bDhVetWm6eeOL4cLZ5qgPx4hMFClywZ4ZGNS1YsMAtjsXSpUvN559/bnr06GEefPBBc/PNN5smTZqEh/6sn6tc9VQ/Tq++2twGhDaM0qzzpUtnl4TSKrNs2RwzbdrHZvDgVuaBBw51H4YMESBAgZs/f344JFbDYwvRPffsZQNkwoTcXsur0BAgQBHQ7SsFSI0aNfJ+G9uy3HzzZjZAdCsLGw8BAhQBdaAHI6i6dOniFue94ApkzJjX3CJkEQECFAkN5VWAaEkQn4mFuWzQoHvD1XZ7925qxo17y/zyyyK3GmJGgABF4p133glHQGmSYSHREu09ejQqNerqnnv2NN27X20mTszNJerzHQECFAlddRx22GE2QM444wy3OCcpGJYsmWmmTPnIfPllX/Puu0+aoUMfMytX/uJWtebM+bbkaqSl3b72jjuqJYXJ889fzF4gMSNAgCLywgsv2ABRf8i4cePc4o3ql18Wmh9+GGu++26I+eSTbuattx40vXpdZzp2rG8efvhw849/VC91RREcw4a1c5+uFAWmnn/w4PtKwmQb+zgN50V8CBCgiGil22AWueZnZMOaNavN/Pm6ahhuvvjiZdvYDxhwV0l4XW5nhbdsuW84airdo3nzXcyjj9Yy8+ZNcF+2XF9//bp9fMuW+7hFyAABAhQZzQUJJhZqjkg6NBHx66+/Nm+//bZdJl6TAzVEuF69euavf/2rXRBx9903MXXrbmJuuKF0AKQ61Pl97737mSefPMV0736Vee21Fua99zqYr77qZ6ZOHWlvY61fX/46W+VZvfo3+zq33LK5W4QMECBAkVEIaLtbhUirVhtu6axatcrMmDHDDB8+3PTp08e0bdvWLjNy+eWXm5NOOsnsu+++Kdexco9ddtnEnHCCrnA2hEOLFjVNmzb/azp1amBHSOlW1aef9jTjx//H9ln8+usS5x3Gb9KkD+x70XBfxIcAAYrQddddZxt7hcKOO+5YKgSiHAohraarhRKvuuoqu/XsU089ZQYN6m+++eZjs3jxTPP77+vdl86KVq0ONP3732n7U+bPn2RWrPjJrFmzwixcOM12vN911842QHQrDfEhQIAipPWo3EBIPHbddVdz1FFHmXPPPbek4b3R3qp68cUXzbBhw+ye5HGvZZUp95ZYWcfjj9cxK1f+7D4UGSBAgCL197//3fZdPP300yXfzAeYTz75xMycqb6GjXPVEKeFC6ea999/yjzzzDmmdeuD7RBeLed+99272VFdn37aI6M+FJSNAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAODl/wCQv9kzrhG9jgAAAABJRU5ErkJggg==)
| Product Number | 8H39-5-05 |
| CAS | 680211-00-1 |
| MDL Number | MFCD00728984 |
| Molecular Formula | C8H7ClN4OS |
| Molecular Weight | 242.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory