![N'1-(2-Chloro-5-nitrobenzylidene)-2-[(7-methyl-2,3-dihydro-1H-inden-4-yl)oxy]ethanohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAvRAAAL0QGldpZrAAAC9npUWHRtb2xTb3VyY2UAAHicjZZrb9sgFIb/CvLnBRt8r5JUVatJk9pVWltp3ybquKklXyrbzeXf78WQJiaZWZwEfHgfDJzDwfPrXVWSTd52RVMvHEY9h+R11qyKer1wXp6/zxLnejnPIIKw7hbOe99/XLnudrul2XteiV1T06ypHNV+teuKkWbr06Zdu9zzmPv74f5pYGZF3fWiznJQXXHVDcb7JhP9MIp/PMKtRLspalfJ3ardqN7+cE9+PbrrVs5xLrdouwFK3ooyJ29NW4mebLhH8fW+kXVe563o8xV53cPs0wBzX84f7prss8rrHlXZQ5GJ8qlvPzMYqqbMs090hsqPu4VTMQCib6qbthV7ImvSLBgRnAifiICIkIiIiJiIhIiUCObhh3YGAYOCQcKgYRAxqBhkDDoOHZf9QMeh49Bx6Dh0PIaPylwO8nn/kWOm5HA96v+fuG7HVwnToxYMl6PWpLx9F+0avXjkfy5GZuzUAA/yhTOLaBQlAZmF1PeDmMywmB7mOuOwx8GxZGj30Q4X4EP0rS60SLO6K91zAiMWJIUxTA6FNmqJBpiH2zQ4lhwqnx3HFFCfY/0x1iTkCcHYgzjlh7E7ZI8JRTT1Mb6IsmgoTu8CGiGciQ/87I5Tn1kkFwFGw+DsTiv1YzVw5IJhyVjCYxjDJA01gKB0v6JyOX9t6tVJlRSrhfPKnCFcf+VvHdcR65CmXeUtkoDsQEpPAT4GZHx/ATeXAH8MyN0wDQRjQO6daSAcA3KnTc8hGgNyX04D8RiQu3gaSMaA3PNfAL8EpGcA86YfIdtHrhsyioUx3T1koOmRMcPjKmNZnmM4XWW4aS8yw+8qI1oYw/Uqg1oYw/sq41oYIwBUhrYwyYU1sDFGGKhTwLIhzTiQp4MldrgRB+qUsTDmzpeMJXa4f7Y1uSVdcCMM1KFnGZoRBuqQtDBGGKhD1cIYYXA4hCeZ5Cxhcku08fTCElxk3JOc7h7eSlA9e2NxT15nXLzELf8CyozJoVeMoM8AACxUSURBVHhe7d0JvNVz/sfxMTMUyb6FLJOx1gzDMIowlqH+xjAmIUSDaSg72ZPGOgxhkNImUUMbKpFsKSNLYUpDKUkU06aF5vM/7++dc5dfZ7ufe+45v3Pv6/l43EfT7/e7zU3n93t/18/vBwYAgMMPogcAAMgFAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAu1QqQH/xg3ctTHYsaPHiw7bPPPtawYUNr3ry5Pfnkk9FLAAAlJvvTv5JUYZHqWGXjxo2zpk2b2vPPP2/Lli2z6dOnW7t27aKXAQBKTOanf0SqsEh1rLLWrVvbyJEjo4cBACUu89M/QmGR6iuTLbbYwr7++uvo4ZL13XffWdeuXW3AgAHRUwBQr2R++kekCotUxyqrSwGiYbi9997bNtpoI/vRj35kJ554on388cfRywCgXsj89I9IFRaVjyV7JDvttJMNGzYsHDv00ENt1KhR5deUolmzZtnxxx9v66+/fuh9KBDff/99O/LII61BgwZ29dVXh/kdAKhP1k2EDLIFiPz3v/+1l156ybbaaqvw+7Fjx9rOO+9s48ePL59EP+WUU8qvX7t2bfn/jpslS5bYFVdcYRtssIEdc8wx9uGHH0YvseHDh1uzZs2sSZMm1r9///D3B4D6YN1EyCAaFumOvfrqq2GoJ2nQoEG21157hdZ6ixYtbOjQoeXnttlmG2vfvr19+umn5ceKTaHWt29f23bbbe2nP/2pjR49OnpJFatXr7Zbb73VGjdubAceeKBNmjQpegkA1DnrPv1rSIGioKgcEpm8/fbbYaXWhhtuaDfeeKOtWLEieklBKfz2339/23TTTe3OO++0NWvWRC9Ja8GCBdaxY0f74Q9/aB06dLDPPvssegkA1Bl5DxC13jXZvPnmm0dPZfTEE0+EoS7tGdHGw0JTD+jUU08ND/9OnTrZwoULo5fk7M0337SWLVtao0aNrEePHrZy5croJQBQ8vIaIOp9rLfeerbddtvZbbfdFj2d1bfffms33XRTePC2atXK3nrrregleaf/z+7du4eVVZrwnzp1avQSt8cee8x23HFH22WXXXLukQFAqchrgOTLvHnz7PTTTw+9gXPOOce++OKL6CV58fjjj4cVY/pSD6g2aEjuhhtuCEN0hx12mL3zzjvRSwCgJMUyQJJef/11O+CAA2yTTTax22+/PUxW54N6NoccckjodajHo15IbZszZ04o4aL9I+eee6599dVX0UsAoKTEOkBEy2L79esXhsV22223GpVFUU9GPRr1bE477TSbO3du9JKsFi1aZLNnz3Yv13355Zdtv/32s80228zuuuuuak3SA0CcxD5AkpYuXWpXXXVVWOF11FFH2QcffBC9JC31XO64447Qk1GP5rXXXotekpKu0yR4mzZtwjBXtISL9rpoufJxxx0Xeki5/kxaaPDII4/Y1ltvbXvssYc9++yz0UsAIPZKJkCS/v3vf9sJJ5xgP/7xj+3CCy+0xYsXRy+pQrvgtZdDPZhHH300a89BPQwNa2lFmEJizz33tEsvvdT69OkT/qzJkyeHHoi+1JvQirFu3bqFpcgqV6/vu/jii3MqcfKf//zHLrvssrBRUSE0Y8aM6CUA6puBA812391s/fXLfh00qOy45k87dqz46ty56vcVQckFSNILL7wQ3jGy5ZZb2v333x+KHFamXeNHH310eDir56IeTCarVq0qXwGmVVN33313TiFQmXauq8iilvBqruOMM84ICwKymTlzprVt2zaUSrnkkkvsm2++iV4CoD4YN85sxx31gNOwi9mLL5b9XsdjqGQDRBQaCg8VbFSYKFRUp6pLly6hh6Keinos2Wjprnop2hV/77335mWyXrvRkxP1vXr1ytrzEZV9UY9HQ2MPP/ywff/999FLANRlrVurPlLVY08/XXY8hko6QJI0jKXhLE2OKzgUJqq9lYuBie6i5lVUn6s2CiKqPpZ2tWseJVsvSBSK99xzT5hkV++qECvEAMREojFs0erl+r2Ox1CdCJCka665JvRGosNZ6ehBraGmnj17Rk/lleZLVANMr/P9/PPPo6dT0m52zcHU1h4YADGULkASjck4qlMBouW+WtWUC81VKDwK9X529T4OP/zwMESVS5kUlZAnQIB6RkNVI0ZUPaYhLYawal+uAaI5Dw1b1XbPI2r58uVhgv3ggw/OOs9CgAD10JgxZjvtZDZhgpmG1F96qez3Oh5D9S5AVNhQE+aV30lSSOp9qGCkJvozIUCAeirxHEs8pMqW8erX/v2jV8RGvQsQLdXVaqvamDDP1SuvvBKGz7SPJB0CBEDc1asA0Wot7fPQUt1i69y5s+27775pl/cSIADirl4FiHof2iSYbf6hEBQMCrPku+OjCBAAcVdvAkQtfZUZ+dvf/hY9VTRdu3YNJd5TIUCAek4lTWJelaLeBIhKw+uBnMvO9EKZNm1aeAFXqpIpBAhQz226aWxXXyXVmwBRVV1Vzo2b3Xff3e67777oYQIEqO8IkMLKFCC/+c1v7PLLL48eLroLLrjATjrppOhhAgSo7wiQwsoUIJr/UIHCuNF7QdQLiSJAgHqOACmsdAGi2lgqtFiTtxnWFu0JUQHIaOVdAgSo5wiQwkoXICrxroexChTGzfvvvx9+Nr1cqjICBKjnCJDCShcg8+fPj90KrCStwNLPpp+xMgIkfvbff90h0FTHgLwgQAorXYDEuQfyxhtvhJ8t+hZCAiR+UoVFqmNAPhx2WD97/fW50cOxUi8CJDkHoneax80//vEP5kBKRKqwSHUMyAcCpMDSBYjstNNO1rt37+jholNdLlUHjiJA4kdhkeoLqA0ESIFlCpCjjz7arrrqqujhovvzn/9sv/vd76KHCZAYShUWqY4B+UCAFFimALnhhhtC9ds4UX2uHXfcMWV9LgIkflKFRapjQD4QIAWWKUBeeumlUHfqs88+i54qmsmTJ4eQ+PDDD6OnCJAYShUWqY4B+UCAFFimANEk9bbbbht2fseFhtT233//6OGAAImfVGGR6hiQD8cd95i9/faC6OFYqTcBIhdddJEdcMAB0cNFoWW7W265pT300EPRUwEBAtRv3377XfRQ7NSrANGmPb1KNg4lTa644grbYYcdbNWqVdFTAQECIO7qVYDIGWecYfvtt1/aV8kWwpw5c6xhw4YZh9MIEABRK1d+Z336TI0eLpp6FyDz5s2zjTbaKOPDuzatXbs2lJZv2bJlxhAjQOJH8x1XXPH8OseAfEr3OVu4cLl9/PHX1qPHyzZ//lJbsWJNlWuKod4FiPTq1cs23HBDe+edd6Knat2ll15qm266ada6XARI/Ogmbtt2sE2fvrDKsbhbsmRJGDI96qijoqcQQ+k+Z0OGTLcHHnjTzj57hD388Fs2c+aiSt9VHPUyQNTyb9u2rTVr1mydGlS1qW/fvmEOZvjw4dFT6yBA4kc38ciRM+zccytK4sQ5QNTb1WdOqw9V7WDcuHHRSxBDmT5n6nXcddek8uPFVqcC5NFHH7Wf/OQn0cMpqVXWvHlzO+SQQ0KxxdqmG3n99de3v//979FTKdW1AFGPK9OQXSnQTbx27X+tXbth9uqrn5Yfi6NXX33VfvGLX4Te7p133mlr1qQe7li9erV9+mnZ36Uu+Oijj6KHSk6mz9n336+1Dz74svLlRVVnAmTFihW25557hofu1VdfbcuWLYteso7PP/88fM9ee+0VJrZrg/afaNhKPY8HHnggejolhceRRx4Z/i4qc1JbP1shqId3ySWXhE2c+u/82muvRS8pGcmb+JVXPrVTThkWbvK4Bcj8+YutfftTQ/HQP/7xj7ZwYcUwSNTYsWNDJQR9Nm+88cZwD5Wqf/3rX3bEEUeEe6ZDhw6x2jBcXaXwOUuqEwGyaNEiO/jgg0M3XfsqNDTVpEkT69+/f9ZWr1r4+l5dr7cD5tPs2bPt2GOPDa3AXIat1Cu68sorbYMNNrBjjjkmfM9hhx0WVmxdf/31tnz58ui3xJaCU68Q3mqrrUJIP/7443bOOeeEB9tpp51mc+fGe4dtKpVvYg0vjBo1MzY3tlbnaFy8Vau+1rbtn+ztt9+OXlJu5syZYQhXPeKLL7449I71yuemTZva4MGDo5fHmkYPtL9Lf5fjjz/enn766bBApVGjRtajR4/Ef5eV0W+JvVw+Z716TbHTT3+q6BsNSz5A1P1Wy/aXv/ylffllWddO3fJbb73VGjdubAceeKBNmpR5zFDXd+nSJbTE/vSnP2VsteVCrW4FQYMGDcKHOduEeXSsevTo0VXODxs2zHbZZZfQWnzssceqnIujiRMn2s9//nPbfPPNQ52vysMnb731Vhg21Eq4m266yb799ttK3xlvlW/iadMWhonO6I1dDGPHzgo/y//932AbNy79Z01vvbzssstCA0UNmxkzZpSf04NW/x568LZq1Sr8O8WZGigPPvhgaKDo/n/++aqrlnSf6H7RfTN06NAq5+Iul8/ZN9+stJtvfjnx3OttV1/9gi1YkH3EpTaUdIBMnz49bMbTsthUrfMFCxZYx44dQ6s3l26teiB68Onh1rVr18Q/3rToJRnp5VAqT6Id5ttvv7316dMnaw9IY9UqZ5JtrFo3+M033xxucPWY4vhyLPW4Tj755BDE559/vn311VfRS8qpR6IS+2r5PvHEE9HTRafJyvvum2J33/1G+bHoTayllpWPde/+UqIh8HaiQfJ9patqz4cffmWdOo0MvY7evafaqlWpdy6rgaJl69tss01YZPLss89GLymnZe6nn356uGfUY4zjHNyECROsRYsWoYGi1yHofT+paEhORVS14lI9+WKsusxm7twldu21L1YJ/myfs8pmzPgq9FJatuwbeqDqiRZSyQbIyy+/bJtttlnYGJjuA5Skh22yW6uHcKZurR74avHrA6fxVPUILrjggjAco4KMmp/Qg/L1118P12lJsEqyq7Wj6xUGahml22GepCGcU08tG6vu1KlTzr0ehaD+zvo+haNCsti+TYT3ddddF4baDj/8cHvvvfeil6Sk3ofG3hXYhx56aMZhl0JR3mvI4JhjBtnvfjfEpkzJ3Oio7MUXPwn1i44//vHwv2vL4sXfJnoLE0PrUw8f7Q9IR40ibZzVvXLXXXelbaBE6fOtXv0mm2xit99+e+ilF9snn3xiJ510UngBW+fOncPQdS40h9iuXbvQsDn33HMzNmwKZfny1Ynwm2y/+tUjiefLszXuQTz//MehB9qmzWAbM2ZW9HStKckAeeqpp8LDSmvbs7XwK6tut1alT+6///4wka1xfE0EKyQqf6lF99vf/jYM1WgiLxs9NLt3717+0Jw61berVL0dDc9pmE7Ddd8V6wYfONB6JXqBu+66a3i7ooeGIT1hmm/vvfdFIpyfttat+1n//u8kHrZro5dkpfpFf//7PxO9xD6JXtho++ijxdFL3PTzDBjwbvj59HPq503n88+XJRo295Q/NJPDu9Whe0tL47fbbjvbbbfdilYCSAtirrnmmjAk/Otf/zqMPHio0ekJ03zShLiW6B599EA78cQnwkR5rtQrnjhxdvgzUlHPVz3RQw7pa4+deKPGi6OX5F3JBYiWwaoFkuodGrmoabdW48jqgejX6koO2+hryJAh0dPVphtcCwX2a9LEpjRrZpbDRH3eTJliieaT2cYb29KePW1Nlh5XLnIdzss3teCvu+7F0KJXy14t/JrSTuErrxwf/sxbbnk1jFnXhMp6q0eknpEeQOnaTRrCeOihf4YhjXPOGWrTplXMc3gtXbrUunXrFh7g2oz4wQcfRC+pFfp8DxgwIAwHa3m+JshrKjmct/XWW2cdzsu3d95ZYB06PBXKtA8c+J599131GiizZ3+T6OH3s9NOeyrR8Pw8errcwi+W2fcdzrREi8zs7LO1Uih6Sd6UVIBomEQTgPl4+BayW1t54li9j3xPHK/WkuVECy1xh1uiiabJoegl+fN54oN71lllH84zz9STMnpFjWRbUJBParE98khZi+2cc0bWyvr6t96an+hd/cOOOKJ/ogExPazj9+jc+Zmw8iZT+YrnnpsVhjA0hDZ+/MfR0zWmxSAnnHBCaMBdeOGFiaDNX+8qSj3sgw46KPSwb7nllrwPoVVeUHDcccdVWVCQb198oR5UWQNFZUhq0kBRQ6Rnz7LJ827dxoeeZlqvv26JC8022cTs9tv1gY9eUWMlESBacaE17fowvfDCC9HTNVKb3VpNQBZ06erHiYfGSSdZ4g7Xu3K1vjl6hZ96GH/5S+hxJO5svQ0rekVeJctvJJc05zI8WB2jRr1esDFjDTk89dSHduSRA+z3v3/SJk2aF72kRhR8Km+hIFQg1vYkvu7BffbZx7bYYoswxJttDrI6Ks/xnZVoqGivVm2qvKRZ+5XyWZlCDcVevcaERQ5//OPIxGc4f41UlTFJTp6rx5l28lxd1X79zLbbzmy33TQpFr2iRmIfIPpH0ByDxmFra5I12q197rnnopdUi1pLd9xxR5iA1PtHCr55bsIEsxYtLHGHa8G4WU1v8KeeMtMO/+23NxswoOxDWSBatKD1/brBtTKuplUD9Blq3bp14j/NbomH34vpb7xasHTp6lCG4qCDHrGLLhpjn35a/WHQyhYtWlE+mX799RMyTqbnm0JD4aEVhwqTmjbstOhEC1w2TjRQtMpwioZIq6kmw8vaVKl5Ti0L1oIZNVprQqMkGqr+2c9OCMusa4t6mupxavGGeqBpLV1qiS6LWY6bmXMV6wBRF1mrpzSUoQnt2paPbu2oUaPCz6vAU2mV6kzy55VuAJVNSdzgtvfeWqYRvSI7LWM+4oiyobFrr9VsZvSKgtE6f6331wNLq9yqe4NrElm9WA1Ztm/fvqjlO+bM+ca6dHkurMD529/eSPxnrd7QgibTNcl/6KGPZp1Mr226RzWcpWEtDW9l2/OUilYzahGGFrgMGjQoejol9Ug1D6rGpRp90cUtWvCiQNACGAVdLs8PheI999wTlgdrOb9WXVaXFsXU5nB1KupxqsT7Nc0vssQDU8tOo5fUmtgGiIZ79MBQC77Qq3I83Vq91/zoo48O4aO9IJp4jAW12BMt98RfZt0P1sCBZrvvXnZOv1a+eRUWDRua/f73Wj9ZcbyIdINr2bSGTrQPQPsBstGQ5F//+tcwMa/aUPmuNlATr732qZ100pN21FEDwp6OJK35T1XOW9TLOOGEIfab3wyy0aNnFrIzmJEm1jXBrol2Tbjn8vl/9913w7LvXCstqJeixoMWWigkFDhaQq/PhEJIS4/VA1GvVQ9/9SS0BF8NOl2vRTO6LlujTsuDtaFYjQ3ta9KfmY2eUVpBWLDh6hS+n/+5WYcOZfOTHTtqI1z0kqoy3f85imWAJDcIauw7l5pWtSWXbq2GVLSLPdkC04c3lqKLBFSZNXEDmoYedLO/+GLZ7ytXbI1+T0zoBteDQ//NtS8gXevymWeeSdwXu4cNdNrUqaHKuNFKHM2PfPbZkvJjCotU5bxlyZJVYTI+02R6MWmpr5b8qgeuJcCpHtZasHLeeeeFB/Qf/vCHrA9o/Rn699NqLPVA1UDTJHt1aFOwhkDVM1DvIpeGhPYzqb6WAk4LeFIFXNGHq1NR5Y0DDzRr3Njs1ltTT57ncv/nIHYBon9YdSG1czyfE9pe+hnUVU52a1WmQxQmKo6YHAMeP3585DtjrnXrdZf9apmkjpcINTS0L0CtPq2kSzY2NLyhYQ09oC6//PIwIV9KFBbpynmXAj1Utfkw+VBVz0CS95IWrOy7777l91ImGhLTMLZ6NioPlMtoQCbqKSR7F2r45bK6S/ubNMSmRu1Atdr/JzlcrRWDGq6OVQNFwd2/v1mTJmbNm0fP5u3+j1WAaJ230l43faqWSzGp1aTyHPrgaQOfPjgaSrnvvvvyugqlYDTBHp2Q1u91vMSoValimPpq06ZNGHpUYUC1bkuRwiJdOe9SUnkVopbkai+HFqr07t07p4etiolq6FF1u7L1UqpLDVV9XjRhn0u5Fg2f9ezZM0zy6zUQCkANVyvUYt1AUaMq1fxnnu7/2ASIxjZ14999993RU7Gibq0+OOqN1OY6+FqX7gOkSfcSo5au9otoAYQeUHpxkh5cmjQvRcmwKIVy3rnQPij1IDR3kesKKfXu1VjTqxBSDR3ng/aCaZ5Vw9S5LheeP39+mHvRiERsh6tzkaf7PxYBop3heihrp3bcaXJQH+zJtbwPotapqzpiRNVj6tJWswsbBwqQMWPGVDlWFwJE0pXzLjUKD/XWc6FqE2pMakNpbdMcplZNqVeRa09CJfBLtXdbLk/3f1EDRC0LjV1rg2CpzCFodYdaU9mKJcaeHrg77VS2Z0TdXC1Z1O8jD+JSUJcDJF0571KTa4Bo2EoNtEKER5LmVfQOIa28zGXovE4ESJ7u/6IFiNZHa9WSJqC8BQWL4bbbbgtzIHWCdqj+9Kdly/j0qybdSlBdDhDJVM67VOQSIJow15yHhq0KTTXxVB9PS4KzqRMBInm4/4sSICpBrnX8Wu7n2XhUTFo2qo1TiI+6FiB1UbYAUctfq630bp9cJthrg6pRaEGG3omSSZ0JkDwoSoBojFPdVM9O72LTBFrlpXwoPgIk/rIFiB7eWoGpie1iUYipLp5qcWVCgFQoSoCohaFlsFoWV0q0AkM7Wksx+OoyAiT+MgWI5hO1x0LFM4tNGyHVuE23OVUIkApFCRBRfRqtw85lI09caIJPy/dymWhD4RAg8ZcpQB566KGwIbemmwTzRZsfL7rooujhcgRIhaIFiMoCaCOeXohUKlTjR+VVEC8ESPxlChCdU3mSuNBwmhb3pNt/QoBUKFqAiB7I2pBXKlQ2QzVxEC8ESPylCxAVIdWwcJz2VemdJKrmm64aLwFSoagBojkFbRh6UYW8Yk7zNnpQqf4N4oUAib90AaLaWFqYErdhYZUq0QbnVAiQCkUNEFHRRG3giTuVq1ZLKZe6OSisAxIB8kokQK5NBMh1BEhspAsQva9DlZXjRkNqej1DKgRIhaIHiN4Qp2Jr+X5lab6pNPUuu+wSPYwY+DoRIGsiAbI8ESDLCZDYSBcgWo157733Rg8XnQo+6o2CqRAgFYoeIKKXyqjSbZypBHS7du2ihxEHiQBZpwRDIkCMAImNVAGiSWq900Xl0uNGQ9Vq2KaqtE2AVIhFgOgfS2UEVDI9rvQ2O73ZDjFEgMReqgDRsl0NC1f35VCF8Oabb4afTcUWowiQCrEIEE2g6c1xN998c/RULKhulyb7c3mLGYqAAIm9VAGS3JibadNesajEkn42/YxRBEiFWASIqLyJXoMZxyq3eqOautorVqyInkIcECCxlypA9G4QPaTff//9KsfjgB5IbmITIHo4azeqJqvjRksNS2m/Sr1DgMReqgBJzoHEsWevkibMgWQXmwCRa665xn72s59FDxdd+/bt7bzzzoseRlwQILGXKkBEQ9fa+R03Dz/8sO28887RwwEBUiFWAaLXSurNhHF7uZTe5dynT5/oYcQFARJ76QJEr0e44IILooeL7vLLLw+l5VMhQCrEKkDkzDPPtOOOOy56uGi0MkxlDaZNmxY9hbggQGIvXYDomHohcbP33ntbjx49oocDAqRC7AJEbwbT2KN2fsfBs88+axtvvHHawmqIgc03Nxs3ruoxhQfDjrGRLkC0AituDbTkCiwtnkmFAKkQuwARFS3Uu9LjQPVwtNERMTZxotZaVz02a1bZF2IhXYDIYYcdZl27do0eLhotmtH8R7r6XARIhVgGyDPPPBM2Fn755ZfRUwV37LHH2pVXXhk9DKAaMgXIsGHDrFGjRrGoM6f3E6lk0U033RQ9VY4AqRDLAFHy77nnnhn/EQtFS4vjWGoBKCWZAkT3u6rfdu7cOXqq4FSXS2G2ePHi6KlyBEiFWAaI6C1leqlLMTcWzpo1K4yFzp07N3oKQDVkChB5+eWXw6tki7knZNmyZbbNNttkbbgSIBViGyAqH7LVVltZ3759o6cKZvDgweG1uygBAwdqU4HZ+uuX/TpoUPQKFFG2AJEuXbpY06ZNbeHChdFTBXHKKaeE6sArV66MnqqCAKkQ2wARvf2vefPmaSezapsm9vS+AsScVmDtuKPZCy+YLV1qpheU6ffRlVkomlwCRPMPBx98sLVs2TK88rqQevbsaQ0aNLCpU6dGT62DAKkQ6wBZsGBB+EcdV8AHwbx582zKlCk2YsQIa9asmd14443RSxA3rVubDR9e9djTT5cdRyzkEiCi3ofmP7XycakaAwXw5JNPhuGzAQMGRE+lRIBUiHWASMeOHdPuCK0OjW/OnDkzvOe4f//+9pe//CXsgNVO2F/96lfh5TGa70h+afhMX6NHj47+UYibLbYwixa90+91HEX30UcfhVWVrVq1yjo8JKpIoZGHFi1a2OzZs6On80o9D4XHPffcEz2Vkoor6tUOCkSUQIC89957YWNhpoqdmuSePHlyohE63B544AG79tprQ/AcccQRtscee4R3ZieDQWXZtUxPa89V4+rSSy8N7/l4/PHHbeLEieEDu2bNmuj/BeIsXYBsuWXVYygoVdtVSRCVJ9J9qEUxuveGDh0avXQd6n20adPGNt1009Dgyzc1KDXnoRGOgZo/y0IbiR988MHQqNTIhOZHUQIBItpYqC6tWgvqNZx44ol20EEHhQm3yr2GrbfeOlTNVSmUTp06Wffu3cMk/HPPPWfvvvtuLPaVoBZoqGrEiKrHNKTFEFZRrF27NhRI1IomlSlRNQdRxW1tzFVvRA04VZ3IRHOfvXr1so022sgOOeQQmzRpUvSSatM8i5bq6mfThHkucx4TJkwIRV4333zz8L2pKvTWVyURIAoBlRNRiJx66ql22WWX2V133WVDhgwJy//oNdRzqoOl91cnbvRE09LspZfKfh+tj4Vap2W4++23n2222WbhHk11X86ZMye8HlpDR6o4ke1NpJqXPOOMM8L1mmDXXMWSJUuil2Wkkil333136AFpn4eW6mbbIvDJJ5+EIW6VnNcelUWLFkUvqfdKIkCArPQemUSLMizj1a+1MOyB9BQKGhJKhkIuvX01/rKFTWUKAU1gq8xIw4YNEx3M1tatW7cwnJRsSOpLw9l6TbYqaGuIWpPyGqHQ9yk4sgWBhrf0agkNb2n0Y/r06dFL8D8ECAC3FatX2A03lQ1L6YGebVgqKjncpeFnzZNouDkXKrZ6++23h+FqVc7V3ETl4Wx9aWGM5lFUVfe1116L/hHr0JCZejfbb799eIXD01rJh4wIEAAuj816zJoObmq7tN8lLIWtCU24a2haE+4KhRkzZkQvyUoBoB5Ith5GKm+88UaYV23cuLHdcsstYa4E2REgAKrln1/+01qOaGmN+jayHlN72Mrvsi/NzZWW2rdt2zaslrzkkkvsm2++iV6SV/Pnzw/zK1rpedZZZ4UlxMgdAQIgJwtWLLCzJ55tP+z9Q+swoYPNWz4veknejB07NsxdaGhKr5fN9/t4NIGuVZ1anKPd79o8jOojQABktHrtarvtndtsk36b2C+f/qVN+qLmy2lzoeWy2uCn5bNanq9NwPmg8vG77rqr7bDDDjaImmk1QoAASGvE7BHWbEgzazKoifWb2c/+a4WvS6dlvueff35Y4XXyySe7d6drL5i2AmgF1/XXX1/welt1EQECoIofPFz2WBg+e7g16NPArp5ytS1dU5i6VJmoKkUyAFRoNdcAqBxAqmHlDSCsiwAB6qHBswbbPkP3sYZ9GlrzYc3tyY8rVlElA+S7td/Z4lXpX6xULHrBW3IIKlMZEu0r0etptc9EL6xSqSLkFwEC1DPj5o0Ly2+fn/e8LVuzzKYvnm7txrcrP58MkDirPAmuYqjRSfAxY8aESXjtL+ndu3fYb4L8i/8nBUBetR7V2kbOGRk9XK4UAiRJy3DPPPPM8mW42jCozYNaBqxd6NpfgtpTOp8UAHmxRf8t7OtVkerFlZRSgCSpfIlKrK+33nohQLSfBLWv9D4pAGqkLgaIaCd6LiVLkD+l+UkB4HboyENt1JxR0cPlSjVAUHh8UoB6Zuy8sbbz4J1t/GfjyyfRT3nhlPLzBAhyxScFqIcGfTTI9npyr7DPo8WwFjb044q3BBIgyBWfFACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMDl/wFF6GlP7ortfQAAAABJRU5ErkJggg==)
| Product Number | 4755-5-08 |
| CAS | 298186-47-7 |
| MDL Number | MFCD00220040 |
| Molecular Formula | C19H18ClN3O4 |
| Molecular Weight | 387.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory