![1-[3-(4-Fluorophenoxy)propyl]piperazine dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABAwAAAQMAFKoRhEAAACXnpUWHRtb2xTb3VyY2UAAHicnZVpb6MwEIb/yojPiw/MGYVUUatKK7W70raV9tvKASdF4qiAXP9+x5ADSBakDSS2x+/ja2ac+cMhS2Gnyiop8tDghBmg8qiIk3wTGh/vz6ZvPCzmEYpQmFeh8VnXXzNK9/s9iT5VJg9FTqIiM9r+2aFKepq9IEW5oRZjnP5+fXlrGDPJq1rmkUKqSmZVY3wpIlk3q/jHFDST5S7JaSunWblrR/tjMf0ycqhi47qXR+xbIgrrJFWwLspM1rCzGMGXfYONylUpaxXD6ohmQWzc+2L++lRE20zlNVb1CEkk07e63EZoyIpURVscDCvfn0Ij4wjIusiWZSmPoGvaLDlIC6QAaYN0QLogPZA+yAAkZ/jFfo4CjgqOEo4ajiKOKo4yHqAPUqUX8X78UriTFPB9hsfT8/NU/uj84oOHaYUGbg4/IIhnY2G6JGDCB9Mhjsc4mDaxhGuDaaHd8q4lJ44boB6PRzg2YCAEvgCL2MJqBnMdDxw0Bja4aBTsXJyMJ8ll/HY+A47XJZ0KUxDmt6Xv3Gs7RATt0rn7P22PeM08PrG9bruvR9fRi+8W81WRx50qJHForHD9WvJLrSvcRuNRA4oyViWmih5AS7uA1Qe0/y/A8h4g+oCOlnHA7gM6tsYBpw/oSBzfg9sHdNyOA14faKJ8nPD7RJsU40gwQJocGkf0KnpMk3MTzMDlbY5OMAOvtzk9wQwc394BE8zA9+2dMcE4d85ginFvQob740HGBzFwvsZGGf8mWe4jtJOb9HwHY/Xmfqady5viX9biLzYl9ooIrYSrAAAnqUlEQVR4Xu3dB5hdZZ0/cAQpgosodRFYBCkquAhSXGGBBRZRKaKsBBb9A0pZRaWKoNLcR7qIgBsCQqjSXJooSEeaggKGjhAIdSFAKAktvP/5nXiHyXFmMvObm8y9cz+f55knk3veuTP33Jn3e956ZisAkDBb/QEAGAgBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAoQRbbbRM/4V763MTU/fVL5w+RfKIqctUuY+ae6y7NnLlq2v3Lp6vKG3r6NvAzlfvZXxXrQuZ50RbSAVS73M6HtGl+V/uXw596/nlomvTSyT35xcVVabX775dGXrX0f/BnK+6mW8F63NWWdEG0jF0rPMXRPvKkuftXR5dsqzPUq846DbD+r+fCDPzTsGcr68F+3FWWdEG0jF0rPM1677Wjlu3HE9jvZtIM/NOwZyvrwX7cVZZ0QbSMXSs0z0rz846cEeR/s2kOfmHQM5X96L9uKsM6JFxTKQj4Z5TpqnvPbWaz2eoW8qrcGpn/O+Phq8F63PWWdEG0jFotKaNQZyvrwX7cVZZ0QbSMXSs4xuk5lnIOfLe9FenHVGtIFULD3LxMDt8Xcf3+No3wby3LxjIOfLe9FenHVGtIFULD3LxNTRZc5epjw35bkeJd5x8O0Hd38+kOfmHQM5X96L9uKsM6INpGKpl4nFayues2I576/nledfe75avHbzMzdbvDZEAzlf9TLei9bmrDOiDaRi6a3MjU/fWLa4fIuy8NiFy1xj5qr640ddNaqqvBp6+zr6NpDz1VsZ70XrctYBSBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAlCEFyOidZuvzA4CRbUg1vaAA6FxDSgABAtC5hpQAAgSgcw0pAQQIQOcaUgLUB84NoAN0jiHV9sKibw8//HD5xCc+URZYYIFyxRVX1A8DtL0hJYAA+XuvvPJK2X///cs888xTZptttjLHHHNU/2666ablwQcfrBcHaFtDSgABMr3TTjutfPCDH6wC46Mf/Wj53e9+Vx555JGy1VZbVY/NNddcZe+99y6TJk2qfylA2xlSAgiQaW655Zay1lprVSHxgQ98oPzsZz8rb7755nRlrr322vLP//zPVZlFF120nHzyyWXq1KnTlQFoJ0NKgBkFyJRXniunfPt95TfHfb68+MwD9cNt74knnihf+cpXyrve9a7y7ne/u3zjG98oEydOrBfr9tZbb5XRo0eXhRdeuAqS1VZbrdxwww31YgBtof8EmIEZBcjUqW+Wq07etio35r/mKjefv1d5fUr7d9+89tpr5Uc/+lF573vfWwXBBhtsUMaNG1cv1qcXXnih7L777mXOOeesvn7UqFHl0UcfrRcDaGn9J0CTPPnAdeX8Q1apguS0PRcp9/7+pPL22+3ZfXP++eeXD33oQ1XFv+yyy5YLL7ywXmTA7rvvvrLJJptUzzXvvPOWAw88sEyePLleDKAlzZIACREY915/Yhm758JVkFzwo1XLUw9cXy/Wsu68886y/vrrV5X9P/zDP5RDDz20vP766/ViKZdddllZYYUVqudeaqmlyllnnVUvAtByZlmANLw++cVy87l7lDG7zlkFyZVjti4vT2zd7pvnnnuu7LLLLtV03Nlnn71sv/325amnnqoXG7I33nijHH300dW6kQiStddeu9x22231YgAtY5YHSMOLT99ffnPsZ6sQOfkb7ym3XXxAefP1V+vFhk3MojrmmGPK+9///qpC/5d/+Zfyxz/+sV6s6Z599tmy0047dQfWDjvsUJ5++ul6MYBhN2wB0vDYuN+Uc364YhUkZ353yfLgrWfWi8xyv/3tb8uKK65YBceSSy5ZzjjjjHqRme6OO+4o6667bvUzzD///OXwww9vWpcZQDMMe4CEqW+9Ue668ifllO8sUAXJRYd9ujw7ftZ339x///3lc5/7XFVpv+c97yk//OEPy6uvDm+r6LzzzitLL7109TMtt9xy5eKLL64XARgWLREgDVNefrZcf8bO5cRd5ign7jx7ufbU7cuLE2d+982LL75Y9txzz2qleFTUX/7yl8v48ePrxYbNlClTyiGHHFLmm2++6ufbaKONyj333FMvBjBLtVSANEyccGe55Mj1yj6bzVbW+fj85bDDDpsp3TexEnzMmDFlkUUWqSrm2Pzw+uuHNjMsfs6//OUv5ZprrilXXXVVOfXUU6t/4//xeAyWZz3++ONlu+226164uNtuu5Xnn3++XgxglmjJAGm46arzy8dWnLbm4sMf/nC56KKL6kXSrrvuuiow4rkjQCJIMluL/PWvfy0nnnhi2Xrrrcvyyy9fPV9/H1H5x/jKtttuW37xi1+Uxx57rP6UM3TzzTeXNdZYo3q+BRdcsBx//PHVKneAWamlAyTUV31vuOGG5e67764XG7Domoouqniu6LKKrqvowhqM2K7kuOOOK6uvvvp04RDBsMUWW5R99tmnHHHEEVXro/ER/4+NFDfffPNqLKPn16233npl7NixVVfVQL399tvV8/7jP/5j9RwrrbRS1dIBmFVaPkAaYt+pnt033/zmN/vdd6ouBsNjUDwGx6PCjcHyBx4Y3P5czzzzTBUCjTCLMYnYC+uXv/xl+b//+7968X49+eST5fTTTy9f+tKXytxzz109X2yyGGtBBhMkL7/8ctlvv/26nyMCLFpFADNb2wRIQ3TfrLnmmlVlGTvfRkugvvNtXUzDXWKJJbpbCTFNdzBi3OLHP/5x9yB2bNUeu+k2a4ZWLFaM4FhsscWq54+pw4PtrovQ2HLLLauvjzDZd999y0svvVQvBtA0bRcgIbpvostn8cUXryrMj33sY+XKK6+sF6sW/sUCwCgTCwJjYeCMwqYuVoN/5CMfqZ4jxmFiWm18/5khWh5HHnlkte4jvl/cR2Sw3WtXX311WXnllauvj+6tU045Zab9vEBna8sAaYjum7j7X6P7JsYXHnrooWqrkdhyJFZyx4ru2IokrvIH69hjj63GSeLjgAMOqMZjZoUJEyaUzTbbrHpNMV4Ss7cGIwbUTzjhhGqAPZ4jxmpuuummejGAIWnrAGmI+49/8YtfrCrLCIwYI4nPY/PDu+66q158hqICjgCK51hmmWWGbU+qn/zkJ9VriTGXmAY8WDHF91vf+lb3tvGrrrqq1gjQNCMiQBqiko3KMgbaL7jggvrhAYnt1BtX/xtvvPGgu5CaLV5TdGnF4H/s2psRiw5jl994TTNjI0igM42oAAkxwB59/xnR8th0002rinabbbYZ0qK/ZvrDH/5QTRiIEInb52ZEN168LhszAs0iQHpodFvFIr9W6+q59dZbq5tOxaLHRx55pH54hgQI0GwC5G9iwLzRbdUqLY+66JaLiQGxCn2ws8kECNBsAqRMm+4bM7liwHy4xzxmZK+99qqC4Pvf/379UL8ECNBsHR8g0dqIhYERIMM122owYrPGVVZZpZqdNW7cuPrhPgkQoNk6PkBihXlUrLHOo13EeEh0ZcW27gMlQIBm6+gAico0tieJFeazapFgs8QeXBEIl19+ef1QrwQI0GwdHSCxMWJUqrE9SbuJmVjRjRW7Ew+EAAGarWMDJHbyjRXeMf7RalN2ByruQRKLJuP+6TMiQIBm69gA+dnPflZVqHFTp3YV+1vFa9h9993rh/6OAAGarWMDJDYYjBZIbMjYzj70oQ+VD37wgzO8m6IAAZqtIwMk7p0RlWkMRLe77373u9Vrifuk9EeAAM3WkQES9zCPyjTuJNju4j4o8VoOPfTQ+qHpCBCg2ToyQOKe6DH4PNjb0LaiuCti7EAct+jtjwABmq0jAyTWfaywwgr1h9tW3OcjxkH6I0CAZuu4AIkFg7F+Iu5eOFI0WlSvvPJK/VA3AQI0W8cFyN13311VpDH4PFLEbX3jNfV390UBAjRbxwXI9ddfX1WkRx99dP1Q2zrmmGOq13TttdfWD3UTIECzdVyA/PrXv64q0jFjxtQPta2TTjqpek2XXnpp/VA3AQI0W8cFSOx7FRXpmWeeWT/UtuK1xGvqb08vAQI0W8cFiBaIAAGao+MCxBiIAAGao+MCxCwsAQI0R8cFiHUgAgRojo4LkGAlOsDQdWSA2AsLYOg6MkDsxgswdB0ZIO4HAjB0HRkgwR0JAYamYwPEPdEBhqZjA2TixIlVC+SjH/1oefvtt+uH28LWW29dTQa444476of+jgABmq1jAyTsvffeVaXa3x5SreqRRx6p1rNsuOGG9UO9EiBAs3V0gERlOt9881XrQmKBYTuJCQARCJdffnn9UK8ECNBsHR0g4cc//nFVsR5wwAH1Qy3r1ltvLbPPPnvZaKON6of6JECAZuv4AHnjjTeqcZC555673HbbbfXDLef1118vq6yyStV9NW7cuPrhPgkQoNk6PkDCH//4xypAlllmmfLiiy/WD7eUvfbaqwqC73//+/VD/RIgQLMJkL859thjqwp24403rlolreiCCy6ouq7WWGON8uabb9YP90uAAM0mQHrYfvvtq0p22223bbmpvTHuMe+885ZFFlmkmoE1WAIEaLYRFyCxwjwbIG+99VbZdNNNq4p2m222aZmWyB/+8IfygQ98oLznPe8pt9xyS/3wgAiQvjknvXNeehebsEZdwQgMkIUXXrjq5vnpT3866G6eMHny5LLZZpt1d2cN95jINddcU+aff/4qPC677LL64QG5+uqrq9ZLvKZvfOMbZdKkSfUiHemee+4pq622WnVePv/5z5fHHnusXqQjRXDEjtVxXlZcccXypz/9qV6kI8XO1z/84Q+rxbtxQRe3x+50Iy5A4la1Cy20UPXL/5GPfGTA6yR6iquLRndWDKwP1+ysn/zkJ9Vsq1gxH0EyWA8//HDZcsstq9cRW76/733vqz5fdNFFy8knnzzD/bNGqueff75861vfqs5JVAaLL754dV4iZA888MDqIqITxQy/ww47rLpgifMR52WOOeaoLsi+9rWvlWeeeab+JR3jzDPPLEsuuWR1XqIbeZ555qk+/8xnPlPuvffeevGOMeICJMSVwg9+8IPqqr1xdfnAAw/Ui81QDKzPNddc1UesE5lViw0nTJjQ3Qpabrnlyl/+8pd6kX7FBpH77bdfNbMsnmOLLbYoDz30UBUYsZV9tNLi8bj6vuGGG+pfPmLFhcEJJ5xQFlxwwer1x2SE2E8sxNVk3GQsHl9qqaXK2WefXfvqke2iiy6qFtTG61966aW7d2eI1se//uu/Vo/HBciRRx7ZMl27s0LM0Pz0pz9dvf73v//91UVdvP5orUY3d+Pi7Dvf+U554YUX6l8+4o3IAGkYP358+Y//+I/qTY4QiCmwg+2+idZHtGTiOeIPLP6wZtYA+5QpU6o/0MYV4FZbbTWoLrT4ucaOHdt9Rb3SSitV9wupi+fcY489ql/8KDdq1Kjy6KOP1ouNKFdddVVZeeWVq9cbY2Snnnrq372PUTEcddRRZYEFFqjKrbPOOuX222+frsxIc/fdd1cLUuP1Rkv3kEMO6fVC6Zxzzin/9E//VJVbfvnly6WXXlovMqJEN170QkTrK1phO++8c3n22Wfrxcrvf//78slPfrI6L9Hz8T//8z8dNT4yogOk4brrriuf+MQnqjc5mp8nnXTSoLpvomKJFeux7Uk8Ryw8jC6gaOk0w3PPPVd1vS222GLV80dTOa4IByPuBxIz0OLr4wr7+OOPn+EY0H333Vc22WST6mui+yZaWSOt+ybu/fKFL3yheo3RIvve975XXnrppXqx6cQg6de//vXu7psdd9xxxHXfRDfebrvtVnWRRjfedtttVx5//PF6senEBc5BBx3U/XcQY4QjrfsmuvHi5myNi7j11luv3HnnnfVi04kLkdjVu/H3+/GPfzzV5dyOOiJAQgTGmDFjurtv4j7i119/fb1Yv6ISiQ0Y40otniP+kGJPqriz4WBvj/vkk0+W008/vXzpS1/q7mqKsYkIkvhDHaj4o48//qgEojL45je/We00PBgxON+z++ass86qF2k70Y0XYdE4txEiESaD8ec//7msu+661ddH983hhx9eVTDtLK6O4+KiZzfejG5GVhddrDHVPb4+WrHf/va3q0BqdxdeeGF3N17cZ+f888+vF+lXXJjEDd6ityOe44tf/GI1DjmSdUyANET3zZ577tn9Jsdsk8F230QFfdxxx1VThuM5Gh8xYyXGG/bZZ59yxBFHVN0kjY/4f4TP5ptvXo1r9Py6uMqJrqfBBEd0M0R3QyPMYlfe6I7IilZWhFej+2bttdcetskDQxFXg3G+o5sqXkd040X31VCce+651bhAPF+8d5dcckm9SFuI7sw4H/E6opszfufq3XiDceONN3b/DUT3zc9//vO27L6JLYHi7ydeR/w9/ehHP+q1G2+gYrwx/s7j+WKwff/992/7G9f1peMCpOH+++8vn/vc56o3OQbbo/sm0yUVV7UxMB335oi+4Z7B0NtHtBQiaOIKLpq9mamjMQ4TV0jxfHHFNNjurv5EP+9OO+3U3X2zww47lGfaZT3ATTeVM7uuqBeebVo3XgyYN6tCi3A/+OCDu7tv/v3f/72aBtwOokKLC5v4uaNFFhMsmlWhRQCdcsop03XfxLTxdvDii1O6zsUJXa2oeaq/y+hNeOKJJ+rF0n73u9+Vj33sY9V5ibuGnnbaafUiba9jA6ThN7/5TVWhx5scYw8xXW8ooosjZk1FH2hc+cbVcPwb/4/HhzKDJW4cFa2V+FmjjzamXM6sLpWe32vrru/1RNf3KjPpew1Z9N3/53+WrlqgjJtzzjJ2t91mWpdKdBn+Z9f3igonum9iOvDM+l5DFV0q++67b3c3XkzpnlldKvXv9ZWv7FUmTGjN8/LWW1PLOeeMK+uvf2rXRd8eZYMNtkkv0J2RGIeMu5/GupE4L2uttdZM+17DoeMDJESlHtPzYppevMkxbS+m77WK3loFs2qV8KVdrZ2xSy/d9ZvS9avS1dopTWztDFl0+R1ySOlqFkz7+WJ7+1nUKojpvzF+EL8vzW7tDFW9VRCzz2ZVqyBaO1tt9ZWy1FLblk996qRy/PF/6GrZ5y+amu3WWx/v+vnOLautNrp85jOnl0svvX9I3XgDFd3esYi3MWmh2a2d4SJAeoiKOqbrNSrqmMY3qyrq3jSCrTEuEcE2HOMSb/dWUQ9hvKUpzj23lEawLbdcKRdfXC8x09XHW6KiHup4y1D1HJeIYBuucYlbbnm4l4q6XmrWmTBhUtljj8urn2c4g63Z4y3DTYD0Iqbt9ewqiml9M6urqC/RtdaYGRVday0xMyq6irbbruoq6rqUKmW33WI+aL3UzPXnP5ey7rrTgqPrvSmHHz7sXWvRfTPUGV9D1YozoxpdRf/2b2OrivurX/3fctdds3Y6dITEscfeWtZaa0z1M+y99xVdV/79T+OeFWLG17LLLlu9X5kZX61CgPQj3tSeg9Xxps9sMbj/2c9+tvqeQxncn6li2ucaa0yrxLuucrsu56K2qJdqrljE9fWvl67mYelqHpay444xr7pealj1tuakWYPVfeltcL/V1mZMmvRaOeyw33f9yowpn/zk6PKDH1zd9da9Ui/WVNHaueii+7rOx+lVcGy99XldrffW6jKqrzlZf/31Z7jmpNUIkBmI5mU0M5s1XbYv9dXhMatrsNOLZ6n4Cz311FIWX3xakKy0UswTrZcauph0cNRRpSywwLTvs/bapbT46vDoxmpMl+1r1Xsz9Fwd3g7Ti//61+fLrrteWlXo66zzi3LSSbd3VaLNv/C4886nuxrKv6q+zwYbjC0XXHBPmTq1+ee/WZ566qnpVr3HztmxuLgdCJABigGvGPgayoK93tT3p4oFjm21P1VcYe+3X+m65J5WwW+xRYyk1ktNE1dXo0aVEtvtdwVl9W9XUJY77qiXnCZ2H15hhWnPu9RSpbTR/lS9Ldhr7Ls1VLHAsef+VLHGaCiz+2a1664b3/VrcnZVwW+66Vld1x1/390XxzbccGx5+OG+95eKMj1Fq2b//a+qHl9zzTFd1x03lZdeGt7uzcGo77t1zDHHzHA3ieEmQAYppuA1tgyJqXmxoDD7Jl977bXV/c3juTJbrLSU6PPfcstplX2ESb27r+tquetFlq6/ilJi7UtUeBMmlPLTn5ay6KLTjve0887TnmveeUs58MDYZ3/6422ivmVITAGe0ZYhfYndDmJX3JGwQ+4bb0wtY8fe0RWEp1QV/k47XVIeeeSdsIjHfvWre8uOO17U5+B7I0CidXHiibd3Vb4nV4/ttttl0z1Xu+m5828sMfjtb39bL9IyBEhCfdPCWCzU26aFfXnkkUeqjRLja2NFfKxQH+wmjy0rpotuvPH0s6IefDBu1FJKX7sKx+MLLTStXMNee8UtIqeFzQgQiw4bmxbGeEXsIjDQnQeidRGbbDa2449NHkfKPTomTpxcDjro2rL66idWFX9DIxx22eWSKkh60yhzyy0Tqs+/8IVfdrXeW7jbdxAa9x5p7Cgei55jfLTVCJAhiAHS2KagMfsmti+IefB9eeWVV6pt5hv3Eoi7H2a2mW87//Vf01oR/YnjUW6Eu7grWBtb2cT2KLFNSn9i19vGDgcx3hH7ro1E48e/MN3AeiMcYvrtJpucUQVNXc8WyB13PFXefLNNW+/9iB3FGzf3iovN2IZpMDt0z2wCpAlidW9snNZ4k2NDtfqOr7Fx4hJLLFGVie3hr7jiiumOj2hdFWAZN67+6PSiFRLlOkDMvomNGRuzb2LDxlj531PMpIqbFcXx2Ck5dsEdaTsl96fn+MYZZ9xZ9tvv79fX1MdARrLY+LWxo3iMl8bGsK3Q3S1Amii2K4m9gOJNjlXAsdfVrbfeWj71qU9Vj8XAWPZWu22tq8VVrRrvT1SOXc31ThLjF7FVfGP2TWwhHy3YuDlRYzZe3LQos19au+sZDtHCiDUkN900oUeJzgqQ0NhRPMZL43cjAiVuVTGcBEiTxeybuKlM47a68REDqLvuumvbTM1rOgHSr7hpVex+HL8rMdAe/8ZNiuJmRZ2qHg4PPTSxbLnlOV2/Ru9cfNXLdIrowoqb4zV2FI91Y8NFgMwkcXvLuFlT3FN9sLekHXF0YQ1IbDsSFx6xuGxmrBtpJ72Fw+jRt3W14N/ZiLC3Mp0kxk8jRGKMbLgIEGa+rtZXOeig+qPT65BBdAamt3CIqb+jRp3fVXFOW3/VW5lOE0sJYgxtuAgQZr6YfhjTdPtqiTWm8XbCjDQGpK9wGDfumbL99hdW4yJ9lekkAoTOEJtBxkLCWDgYCwhjIWEsqDv22GmPt8JmkbSM/sIhVpjHJo39lekUAoTOETvpfvnLpSy22LStTGIFevx/hCyKo3n6C4cYSN9mmwv6LdMpBAgAKQIEgBQBAkCKAAEgRYAAzMBzz73a0jeFGi4CBKAfcVOouKf5ySebrVcnQAD68eSTL1dTdmP9B9MTIAD9ECB9EyAA/RAgfRMgAP0QIH0TIAD9ECB9W2KJVcvGG4+qPzzLCBCgpQmQvq255kFlu+2Gb08wAQK0NAHSt/XXP7V8/esX1x+eZQQI0NIESN8ECEA/BEjfBAhAPwRI3wQIQD8ESN8ECEA/BEjfBAhAPwRI3wQIQD8ESN8ECEA/BEjfBAhAPx5//Nmy1FLbloMOOr1+qOMJEIB+jB//aJl99jnL7rvvWT/U8QQIQD/Gjx9fZptttvKd73ynfqjjCRCAfgiQvm2wwdiy006X1B+eZQQI0NIESN/OOWdcue668fWHZxkBArQ0AdK6BAjQ0gRI6xIgQEsTIK1LgAAtTYC8IxZUbrjh2PLwwy/UD3WLMr193peBlOmLAAFamgB5R1T2v/rVvWXHHS8qb79dPzqNAAH4GwHyjkZlv8sul1RB0hsBAvA3AuQdjcp+woRJZZNNzigTJ06ulRAgAN0EyDt6VvZnnHFn2W+/q3ocnUaAAPxNI0B23nnn+qGO07Oynzr17fLVr/5vuemmCT1K/H2ADOQjS4AALe3xxx+vAmTuuecuRxxxRHnjjTfqRTpGvbJ/6KGJZcstzylTprzZ/Vg9QGZkIGX6IkCAlnfkkUeWJZdcsgqS5ZZbrlxyyfDt/zSceqvsR4++rfz0p7d0/1+AANRMmTKlHHzwwWW++eargmTjjTcu997b+0ykkaq3yv6NN6aWUaPOLw88MLH6vwAB6MOECRPKtttuW4XInHPOWb797W+X559/vl5sROqrsh837pmy/fYXVuMiAgRgBm688cay+uqrV0Gy0EILlZ///OflrbfeqhdrW88992r57/++vnzve1d2P9ZfZR+3/I3deQUIwAC8/fbb5ZRTTimLLbZYFSQrr7xyufrqq+vF2kp0SZ1yyp/LOuv8oqrc9977iu5j/VX2MZC+zTYXCBCAwXjppZfKvvvuW83UiiDZcssty8MPP1wv1vKuueaRsvnmZ1eV+mabnV2uuqq1X4MAAUaMhx56qGyxxRbd037322+/8vLLL9eLtZyYjrvrrpdWwREtj5NP/lN5/fXW744TIMCIc+WVV5aVVlqpCpLFF1+8jB07turuajWTJr1WDj30hrLGGmPKJz85uhxwwDXl2WdfrRdrWQIEGJFiQP34448vCy64YBUka665Zrn55pvrxYbFW29NLb/85V/K+uufWrU6/t//+99qJlW7ESDAiBZTfHfbbbfy7ne/u7zrXe8q2223XbW6fbjccsuEstVW51bBERsi/vrXD9SLtA0BAnSEu+++u2y00UZVa+S9731vOeSQQ8prr71WLzbTPPbYpLL77r+tguNTnzqpnHDCH8vkye9sQdKOBAjQUS666KLy4Q9/uAqSpZdeupx33nn1Ik01adKkctBBJ5RVVjmkCo999vldeeKJl+rF2pIAATrO66+/Xg477LAy//zzV0Gy3nrrlTvuuKNebEimTp1aTj755LLooouWueb6QNl44++W229/sl6srQkQoGM9/fTTZYcddiizzz57mWOOOcpOO+1Unn322XqxQbvhhhu6Whurda+SHz16dDVwPtIIEKDj3XbbbWXttdeuKvwFFligHH300alt4x977LEyatSo7n26dt999/LCCy/Ui40YAgTgb84666yy1FJLVQGwwgorlMsuu6xepFeTJ08uBx54YJl33nmrr91kk03KfffdVy824ggQgB5effXVcsABB3SHwWc/+9ly//3314t1O/vss1OhMxIIEIBePProo2Xrrbfu7o7aY489yosvvth9/Pbbb29Kt1c7EyAA/YgB8VVXXbUKioUXXrgcddRRZfvtt2/6wHs7EiAAM9BzSm4ESXysu+66TZ/6224ECMAAxaLArbbaqlpDggABIEmAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkDK/wd4JEOSf/ReTgAAAABJRU5ErkJggg==)
| Product Number | 4H56-7-04 |
| Purity | 97 % |
| CAS | 537037-78-8 |
| MDL Number | MFCD03428570 |
| Molecular Formula | C13H21Cl2FN2O |
| Molecular Weight | 311.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 212-214 ℃
TSCA: Not listed on TSCA inventory