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dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABw5AAAcOQFy1mHVAAACN3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjY2BAIlCqqhVpUrtXmy70t6tHHBSJLArQ05vv2MOKSRZkhDGeP5vzHhsZ/FwLHLYS1NmWsWEU4eAVIlOM7WNye+P50lEHpaLBEUoVGVMPqvqa87Y4XCgyacsxFErmuiCNP75scwGmoNHtdky13E4+/P2+l4zk0yVlVCJRKrM5mXd+aoTUdVv8Z8hWCHMPlOskbPC7Jtof13HXg49lin5zuURfStEYZPlEjbaFKKCvetQvJwfsJVKGlHJFNYn7Paoj7kvF29POtkVUlXYtBGyROTvldkl2FHoXCY7DIaNl6eYFBwBUeliZYw4gW3ZbsFBuCA8ED6IKYgARAgiAjEDwR38oZ+jgKOCo4SjhqOIhzj3ubSDf5y+JGaQg73w+7N3777P9o4T6MYEE8IPeDT00UxcGgShDxNOPc8Lz7ZVTTrbuTt5Z1t/a1pV68RJcjCH9qnxETh9v0MXfEq9mbUB5YG1IQ3r/oj6YT04CnnbCKNBTyfpQng0mjbWiW49D4fCkrBzTZaLtVZprwlZGpM1J3WxfslNiW9eV4qANqk0uAVsACvtA+4QsHUdB7whYFfBOOAPAbtmxoHpELArbBwIhoBdj+NAOATq1TtORFdZ3yNmVxPL+ThhI/aRZjedmdVN5qLgze67w1zUvNmtd5iLsje7+04+/g0muDPORfG702OUCW7M202G9fYM6848bF6dh6x3WDL8i1j+AzXZz4mRRIV8AAA7x0lEQVR4Xu3dB7gU1f3/cXtvGLsY7Iq9IqhgQw3GjvrTiN3YFVsUxV6iRmJvFKWJggEVNRrEhoCIAgJWEEGCiApKUUHq+fuZPzuZPXvv3r1nZ7aceb+eZ55E5szOZe4wn53vnDlnGQMAgINl7D8AAKAQBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAtRimY7LhAtQycp1rpZ2b8BSLid8fbcZMm2IuWrYVWbPfnuajXpuZFbsvKJZu+vaZvs+25sz3z7TvDDpBbNoySJ7s1B99wc/uZwH9d2mWs/V0u4NWMrlhC90mwmzJ5hDXjkkq31ty+bPbG76f93f/ohAofuD31zOg0K3qfZztbR7A5ZyOeEL2Ubf5Nbttm7Ybv/++5se43uYSXMmmbkL55qffvvJjJg+wlz/wfVmgx4b5P28QvYH/7mcB4Vs48O5Wtq9AUu5nPB1bTP558lmve7rBeuX67ScefTTR+0mWfQP9PS3T6/18+raH9LB5TyoaxtfztXS7g1YyuWEr2ubI147Ilx/x6g77NW1um74dfYfBeraH9LB5TyoaxtfztXS7g1YyuWEz7fN6Bmjw3WqFed74FiofPtDericB/m28elcLe3egKVcTvh827T/oH247raRt9mrneTbH9LD5TzIt41P52pp9wYs5XLC59umef/m4bp3vn3HXu0k3/6QHi7nQb5tfDpXS7s3YKnoCe+y2DZ9etNw3Xdzv7NXO8m3P6SHfe7Vd7H5dK6Wdm/AUvY/svoutlW6rBKu+23Rb/ZqJ/n2h/Swz736LjafztXS7g1YyuWEz7eNT/8oUVlczoN82/h0rpZ2b8BSLid8vm18KgugsricB/m28elcLe3egKVcTvh82/j0YBKVxeU8yLeNT+dqafcGLOVywufbxqeukagsLudBvm18OldLuzdgKZcTPt82H834KFy35bNbVvXLWagsLudBvm18OldLuzdgKZcTvq5tWr3aKlx/10d32atrpcHqalLX/pAOLudBXdv4cq6Wdm/AUi4nfF3bfP3z1+Hopst3Wt488dkTdpMsM+fPNGe8fUatn1fX/pAOLudBXdv4cq6Wdm/AUi4nfCHbDPp2kGnQrUHYrsVLLczTXz4d/IOdt2he8A9x5PSR5sYPbwwm7sn3eYXsD/5zOQ8K2caHc7W0ewOWcjnhC91m/Kzx5sCXD8xqX9uiGvRLX79kf0Sg0P3Bby7nQaHbVPu5Wtq9AUu5nPD13WbwtMHmiveuMHv02yOYkEfThK7VdS3TuE/jYJpQ/WPM9wCzvvuDn1zOg/puU63namn3BgDwBgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgABAleh43jL1WpKW/B4AALGwA6KuJWnJ7wEAEItShkMhKuOnAADUiQABADghQAAATggQAIATAgQA4IQAAZCocePGmaeeesosWbLEXoUqFw2QupZSKM1eACTut99+MzfddJNZdtllzTLLLGM23XRT895779nNUMXskMi3lEJp9gIgUX379jVbbLFFEBzRRWHSpk0b880339iboAqVOiDqUhk/BQAnY8aMMQceeGBOcKywwgpZ/7366qub22+/3cybN8/+CFQRAgRA0aZPn27OP/98s/zyy2cFxeabb26ee+65OtejOhEgAJwtWLDA3H///WadddYp6A6jtjuUAw44wIwePTqrLSofAQLAyWuvvWa23377rCAo9BlHTc9IdHdy3nnnBXcrqA4ECIB6UbfcI444IucuokmTJvXqZaVeWnfccYdZY401sj5HdzP33XdfcHeD8lm0YJ75dNDjZtx73exVIQIEQEFmzZplrrrqKrPSSitlXfA33nhj061bN+f3PKZOnWpOO+20sLtvZtluu+3Mq6++ajdHCUz4sLfpdV2jMBy+Ht3fbhIgQADktXjxYtO5c2ez/vrrZ13gV155ZXPdddeZn3/+2d7EybBhw8w+++yTc2fTqlUr88UXX9jNkYDp/x1lXrq3RVYwaJn6xVt20wABAqBWgwYNMrvttlvORf24444zX331ld28aLqL6d69u9lkk02y9rfiiiuaK664wsycOdPeBDGYN+cHM6jHuabTBctnhcKz129Z692HECAAcnz99dfmpJNOygmOnXfe2bz55pt289jprqZ9+/bBXU50/7oL6tixo1m0aJG9CRwsXrTAjHm9g+nadu2sMHjqsjXNqFfvNIsW/mZvkoUAARD69ddfzY033mhWXXXVrAv3H/7wB/PYY4+V/MI9ceJE07p165wg23XXXc0777xjN0c9TB77iul947ZZIdDx/GXN213PML/O+tZuXhUIEKBMnn76adOwYcOsC7VKR5dddpn56aef7OYl9dZbb5lddtklJ0hOOOEEM2nSJLs58pg57XPz7wcPzw6O35cX725mvp803G5eVQgQoMQ++OADs+++++ZcnA877DDz2Wef2c3LRnc/jz/+uFlvvfWyfs5VVlnF3HDDDeaXX36xN0HE/F9nmqF92prOF66YFRxPX7OpGf9+T7t5VSJAgBKZNm2aOfPMM81yyy2XdUHeZpttzMsvv2w3rxh6kN62bdvg7ij6c2u03549/bgQxmnJ4kXB+xzdr1wvKzi6XLyK+fDFG8zC3/wJXgIESNj8+fPNXXfdZdZcc82sC/Daa69t/vGPfwTrq8Hnn39uDj/88Jw7p2bNmpnhw6u7FBMXdb/912275JSrBj5xgpkzY5LdvOoRIECCXnjhBbPVVltlXXB1B3LOOeeY77//3m5eFV555RWz7bbbZv2d9FLiGWecYb79tjofBhdrzvSJ5vUnWucER9/bdjXfjvO38wEBAiTg448/NoccckjOt/XmzZubkSNH2s2rjoY96dChQ3AXFf376S7rzjvvDIZNSYMFv/1sPnixvely0cpZwdH9qvXNZ+92DMpZPiNAgBj9+OOP5qKLLsqZj+OPf/yjefbZZ+3mVe+HH34w5557bs6w8VtuuaXp16+f3dwfS5aYccO6m57XbJIVHHpg/t5zVwQP0NOAAAFisHDhQvPQQw+ZddddN+tCutpqq5lbbrnFzJ07197EK6NGjTItWrTIueM66KCDzNixY+3mVW3K+GHmhbv2ySlXvfpQKzPzu3QNAUOAAEV6/fXXzQ477JBz8fzLX/5i/vvf/9rNvda7d2/TqFGjrOOgu7ELL7zQzJgxw25eVb6bNtXcfd1p5uLDlzUPnPm/4Ohz43bmvx+ncxBKAgRw9OWXX5qjjz46Jzj23HNPM2TIELt5amhSq1tvvTWY5Cp6XBo0aGAefPDB4G6tmmSGwV93nTXMTn9cxrRuuoy5/rhlTNfL1zFjB94XDE+SVgQIUE+zZ88211xzTc4w6xtuuKF56qmngtF0YcyUKVPMqaeemhOwjRs3NgMGDLCbVyR7Iq4N1l7GHLDj8qbHfeeZuXOYiIsAAQqkYHjyySeDoIheEBUkChQFC3INHTrU7L333jlBcuSRR5rx48fbzStCvqmAP/+UqYAzCBCgAIMHDw5KU/YFRSUslbJKSSP36hv8I488ErwhrtkKdbHTc5jNN988HF9L/6v/3nHHHYP1aqf22k7b6w6hVDRsfNeuXc1GG22UE75XX311xYSvpvc9//zzc3qV6Tg+99xzdvPUI0CAPPQQ/JRTTskJDl2sBw4caDePnS68em9EU84qrOz3Lopd9Fzi+OOPD3qQlaK31Jw5c0y7du1yho3fYIMNTJcuXcpW/tN7Lffff38wvW/059JznNtvvz14roNcBAhQA3W7VfdbdcONXlDUTffhhx9O9EGwBjFUzy6Nm2Vf0JJeNP/HBRdckHgngAkTJphjjjkmZ/977LGHeffdd+3miXrttdfM9ttvn/Vz6M36Nm3amG+++cZujggCBLA888wzwYt/0QuKuqJefPHFwYuCSVHd/fLLLw/mPLcvrNFFFztdfFX6eeKJJ4IJpzTEuhb759N/Z9apndprnnXdzWgQR/uzo4seHmuuEpXMkvLGG28EJTZ73yeffLKZPHmy3TxW48aNC8p69r6bNGkSTPeLuhEgwFIqFe2///45FxQNSfLJJ5/YzWOjiZpqupBlFs1KeOmllwY9guJ+l+K7774L3t1Q3X+77bbL2bcWjcJ7+umnJzbUvO7m9FxGk2hF96tJtm6++eZg0q04zZo1y1x55ZU5owsruLt16xaUDVEYAgSpp0ENzz777Jxh1jUIogZDTIoGJWzatGnOBVuLurqq9l7qyZs+/fRTc/311+fcgWlRWUdzs+tOKQm6W7rkkktyhoHZbLPNTK9evezm9abnK506dQrKdNHP1/MY/Z01rS/qhwBBamkYdQ2nvtZaa2VdUDQgoIZfT2qY9S+++CKYPMq+QGuiJpXJNCxIJdCd0YknnpgTrOqhpDsifZNPgkKsZcuWOcdnv/32Mx9++KHdvCCDBg0yu+22W85nKhC/+uoruzkKRIAglV566aWcZwC6UOrBtSZ+SoK6quq5hV06UU8ofQOu1OHd9axAd2g1vTjZvXt3u3ls+vfvb7beeuuc39FZZ50VlN4Koec3J510Uk5wqCyoaXtRHAIEqaI6/qGHHppzQdEUs67fbguhb8AqxUT3qRq/enqpa2s1UJfmmt4s/9Of/hSMypsE3QXec889OXeJ+u+777671rtETberDgC6q4tup+csjz32WNDTDcUjQJAKP/30U1B2sevretnu6aeftpvHRheqm266KefFtNatWyfauylJKm3ZPac22WST4M+TojuOmp5T6Q5FdypRmmY38zJlZtFd32WXXRacB4gPAQKv6QL+6KOP1tjDRxf2uHv4ROlNb9Xto/vVG83qulrt1HNKdwbRcpxC8rbbbku0F9OIESNyjqkWPTPp06dPML2uvU7Pm5LqQZZ2BAi8NXHiRLPGGmvkXFBUE0/62//o0aODb+X2fpN68FwuH3zwQdZgg1pOO+20RF+0FPXKskuC9qJnXC+//LK9KWJEgMBbKllELyi777578CwiaRriRD25MvvVcBgapsNXCkWV5KLHulWrVsFziCTp7lHviehuMrpvDfdy7733BsOTIFkECLyl8Z0yFxU9OC/FOEs9evTIKuvoLkR3I2mgkmD0Qq53XOw345OgO83MPvWMq1J7s/mIAIG3NDdH5sKiN4+TprJK9CGvHjSnbUZC9XCKdhjYZ599En3OJHrOldmfnnWhdAgQeKuUAaJae/TOQ/NGzJw5026WCv/617+yRttVOSvJZyIESPkQIPBWqQLk7bffzqrDN2/ePBjNN800blf0TkQP1pPqnUWAlA8BAm+VIkD0lnZ0jg4NR+5bTytXKmdljosWdfFNAgFSPgQIvJV0gKi2ryExMvvQaLZJvZFdraIP1nVHksTLhgRI+RAg8FbSAaIhzjOfr/GsGJSvZtEuvuqVFnfIEiDlQ4DAW0kGSMeOHcPP1jDnGpwRNVNJL/qyocbOivN5CAFSPgQIvJVUgGimvOgb7prjG/npjfXoaL5xjuJLgJQPAQJvJRUgmg4287kal4mRXQujsbMyx01DwcfV2YAAKR8CBN5KIkCef/758DP1jVqTH6EwGlokOoqvRkeOAwFSPgQIvBV3gGhsp+gw4e3bt7eboA7qhaVnRjp+6pUVxzAvBEj5ECDwVtwBEi3BaB6KefPm2U1QgOikVMcff7y9ut4IkPIhQOCtOANEdx8bbLBB+HkqZcGNxgfLPFDX2GHFztVBgJQPAQJvxRkgHTp0CD9r1113jbUbahppdsHM8dT7NMUgQMqHAIG34goQjWulXkOZz9JggSiOhoDJjJWlQSgnTZpkNykYAVI+BAi8FVeAaI7tzOfstNNO3H3ERDM0Zo7rjTfeaK8uGAFSPgQIvBVXgBxyyCHh53Tu3NleDUfqkZU5rltuuaVzMBMg5UOAwFtxBIjmTs9MErXaaquZ2bNn203gSIHRqFGj8Hc0ZMgQu0lBCJDyIUDgrTgCREOQZz5D3U8Rr+uuuy48vhdccIG9uiAESPkQIPBWHAESfXN64MCB9moUSW/yZ47v+uuv71TGIkDKhwCBt4oNkKlTp4ZvTevCtHjxYrsJYqB5VDK/p7Fjx9qr60SAlA8BAm8VGyDR3lcnnHCCvRoxUekqc5wfeughe3WdCJDyIUDgrWID5Mwzzwy3f/zxx+3ViEnv3r3D43zcccfZq+tEgJQPAQJvFRsgm222Wbj9+PHj7dWIybRp07JKhfV9DkKAlA8BAm8VEyDTp08Pt9U0rEjWNttsEx5vTdhVHwRI+RAg8FYxATJ48OBw25YtW9qrEbOjjjoqPN717e1GgJQPAQJvFRMgXbp0Cbe9+OKL7dWI2VVXXRUe70cffdRenRcBUj4ECLxVTIBcffXV4bYPP/ywvRox69ixY3i827Zta6/OiwApHwIE3iomQI455phw2/qWVFB/b7/9dni8//znP9ur8yJAyocAgbeKCZDmzZuH23788cf2asQs+kb6fvvtZ6/OiwApHwIE3iomQHbbbbdwWw2oiGRplsLM8d5ll13s1XkRIOVDgMBbxQTIVlttFW77448/2qsRs59++ik83ltssYW9Oi8CpHwIEHirmACJzn++YMECezVitnDhwvB4a1DF+iBAyocAgbeKCZA11lgj2E7TraI0dKx1zHXs64MAKR8CBN4qJkD0LZg7kNLhDqQ6ESDwVjEBwjOQ0uIZSHUiQOCtYgKEXlilRS+s6kSAwFvFBAjvgZTWZ599Fh7vfffd116dFwFSPgQIvFVMgBx99NHhtm+88Ya9GjHjTfTqRIDAW8UESHRwv0ceecRejZh16tQpPN6MhVU9CBB4q5gA6dy5c7jtpZdeaq9GzKKDV9Y3sAmQ8iFA4K1iAuTdd98Ntz300EPt1YhZtGT4+uuv26vzIkDKhwCBt4oJkB9++CHctmHDhvZqxGy77bYLj3d9e70RIOVDgMBbxQSIbLrppuH2EydOtFcjJgrrzJzoDRo0MIsXL7ab5EWAlA8BAm8VGyBt2rQJt+/SpYu9GjHp27dveJxVyqovAqR8CBB4q9gA6dq1a7j9KaecYq9GTNRJIXOc77vvPnt1nQiQ8iFA4K1iA2Ty5Mnh9htttJFZsmSJ3QQx2HnnncPjPHLkSHt1nQiQ8iFA4K1iA0S22Wab8DOGDBlir0aR9Gwp8/xjnXXWqffzDyFAyocAgbfiCJDrrrsu/IzzzjvPXo0i3XHHHeHxPfPMM+3VBSFAyocAgbfiCJDPP/88/Ax9Q543b57dBEXYYYcdwuNb3/c/MgiQ8iFA4K04AkSaNGkSfk6fPn3s1XA0atSo8LhuvPHGQRC4IEDKhwCBt+IKkEcffTT8nAMOOMBeDUcXXXRReFwvv/xye3XBCJDyIUDgrbgCRJMdrbnmmuFnDR482G6Cevr+++/NqquuGhxPPUQfM2aM3aRgBEj5ECDwVlwBItdcc034WYcffri9GvXUvn378Hi2atXKXl0vBEj5ECDwVpwB8t1335nVVlst/LwPPvjAboICzZkzJxiyJHMs33nnHbtJvRAg5UOAwFtxBohcdtll4ecdfPDB9moU6JZbbgmPY9OmTe3V9UaAlA8BAm/FHSDffPNN1l1Ir1697Caog0bajR7Dl19+2W5SbwRI+RAg8FbcASJ///vfw8/U8CazZ8+2myCP1q1bh8fvsMMOs1c7IUDKp2QBkvkFaymUyzZARhIBMn/+fNO4cePwc5mtsHADBw4Mj9tKK60UvKQZBwKkfEp2ZXYJA5dt8tFYRprres899wy+Pa644opm7bXXNttvv30wjMILL7zg/DITKk8SASJvvfVWOH7TcsstZ/7zn//YTWCZNWuW2XzzzcPfh6awjQsBUj7xXJkL4BIGLtvUZMKECeaQQw7J+rzaFp3k/fv3tz8CVSipABF94ch89vrrrx88H0HtTjrppPB4bbbZZkFPrLgQIOVT3JW5HqIX6UK5bGPTXce6664bfs7+++9vevToYSZNmmTmzp0bvCQ2YsQIc/3115sNNtig6P2hciQZID///HPWNKwtWrTg7rUWXbp0CY/T8ssvbwYNGmQ3KQoBUj4lu1K6hIHLNlGaz2G99dYLtlepQUNS5KMwOf300533h8qSZIDI2LFjw7epk9pHtRs9erRZffXVw2N000032U2KRoCUT8mulC5h4LJN1BFHHBFur2GjC6UhvFH9kg4Q6dy5c9Z52qFDB7tJaukLXHRe+f322y+RuzQCpHzcrswOXMLAZZsMffPJbKvnGkmcuKhspQgQOf/888P96OG6SqRpN3PmTLPjjjuGx0VB8t///tduFgsCpHzqf2V25BIGLttkRMfaue222+zVSIFSBYguYMcdd1y4L/Xue+mll+xmqaFniwceeGB4PNZaa63gC11SCJDyqf+V2VE0DFyW+mrevHm4bbFj7aA6lSpARBNNaaj3zP5WWGGFVN6JqLtu9N+ewtR1oqhCESDlU/8rsyM7EOq71Fe09qqB8JA+pQwQ0cVzjz32CPepclaanon88MMPWX9/dVzp3r273Sx20QBRj0uUTv2vzI5cwsBlm4xVVlkl3Pa3336zV8Nzmm8iejFTF+0vvvjCbhY7hUj0TkSLwsv3Z3BfffVV8EJu5u+sO7BnnnnGbha7xYsXm44dO4b71RvuKJ36X5kduYSByzYZBEg6aaiRf/zjH8EIA9HzR4vKKVdccUXwgDdJKmcdf/zxWfvWeyK+vmyo5z2aLz7zd1XX5jgGSayL3ifZfffds47zyiuvbDdDgup/ZXYU/SUXymWbDEpY6aOL1jbbbJN13mjJDDuSWfTmuL61JnlXoM+O9s7K7NenYU/0d2zXrl3W8dUD86SfOWpE3+ib7ZlF5auePXvazZGg+l+ZHUV/0YWKbqOB1+66666gd8cf//jH4NukThg9sNMLggsWLMjalofo6fHZZ58FI7vaF5R99903mPhp4sSJOXcEWnbdddfEzw29JxJ92VDPBTQAo0pd1ezTTz8N3uuIHs+dd97ZjBs3zm4am19//TV4ETF6PLXowfljjz2W6BcC1Kzwq3mRor/wQtn/4PMte++9d9Y/Srrx+k8jB2iSJ32ZiJ4LDRs2NE8//bTdPBgEcZdddsk5d0488cRgaJuk6I316PMBLRtvvHFVziei8pz+belZQ/TvoxEcdIFPin6f+r1G96nfu37/Og9QHoVfzYsU/cUXKrqNhtDWeFWvvfaaGT9+fNDXXA9Ke/fuHZarLrroonDbjz76KNx2yy235NuJR/S71DdOffOMniP6ZnrjjTfmvZBp28cffzwc4iaz6JnZDTfcYH755Rd7k1ho7KzoAIyZRTMbfvjhh3bzivT888+brbbaKuvnX2ONNYJyYFJ0B6k7Sfu4HXroocGdJ8qr8Kt5kaK//EIVus0bb7wRtNlwww2z/rxVq1bh9ip/FUpBhcr05ptvBqUS+4Kimrhq44XSt9a2bdvm3L3oy0iSdfS33347525Ey+GHH24GDx5sNy+7JUuWmL59+9Z453b00UcHw5UkYdq0aUHgquQX3aeecaX5Jc1Kk//KHKPoSVCoQrfRtzu10VSZUbqgZEbi1SigTzzxRNZ6m3rnnHHGGXn39+233wZ3PygtdRONvu2dWXbbbbeiRnfVszVdvO3PbdasmRk+fLjdPBZ6XqeZDaNTu2YWdQHu06dPUCoqJ8202KlTJ7PTTjvl/IwqJeluJAnqRacve2uuuWbWPvVwXr3rtB6Vo/YrZcyiJ0OhCt1G39zUpkmTJvaq4OLSoEGD8HPUnVL1VIWL/pEqNEaOHBmUPjTJVL79qfShdTy0Kx19OdDgluqeGT0f1KNJD6j1HkAcXnnlFbPttttm7UO9i/SFQl8akqBuvboLsh8Ka1G32PPOOy+YjqBUdLeht8ZPPfXUGn8mHfN77rknsTKfJnSzS2S6AznnnHOCcjUqT81XygRET4pC1bXNjz/+GNzO6hmHTrTabm31zCQ6Nk++RZ9V2+e0adMmq61KKSqpIH66mHXr1i142Bw95np4q1klk+jFpDsDvTluv0Oib8O6Y0jq268ujtdcc03Ot+7MotLsKaecEsyroR5lcdK/DX0xOuGEE7K+aNn713HJ92ypGB9//HGNE75p7h59uUPlqvnKXOHsE22HHXYoaBZB3anoRTK9oaw3k1X/1q2xHtCr3qrgyHdXoX9sKpnY+1dpRSUWxOO9994L7ibt46zh+ZPsJpqhITnOPffcoOwZ3b++XCRVuhE9l1GX9Jr+7tFlk002Ccpu6oH0yCOPBHcNestePcn0s0fpv/XnWj9gwADz8MMPB92I1e1ZwWB/dmbR3Zce8Gs8r6TKafoCqI4vems9um9103/22Wft5qhAXgSIetDo4qKeV0lTyUS1Yd3OR38GlVhUalHJBW5U0tFdnv3inx46q/ddqY0aNSooedrnmy6s6pqbJD2b0fm09dZb5+w/yUVfxtTtPamH47Jw4ULz0EMPZc0UqkXPhG655RaeMVaRqgyQDH1jU2io15RmPdMdhXq5lIJKKBrjyO7Fo5KLSi8qwaAw+oZ7++23Z81cp0XPAe6///6cl0RLTV3FGzVqlPWz6VvzhRdeaGbMmGE3j50u5l27dg3CVXcf9kW/mEXzk+vuWz3PknrWEzVw4MAgpOyfQyW6pOYLQXKqOkCiXn311eBE1AuFpaSSSnTmw8yiMoRKMcjvueeeCyb8ih47lY40DMj06dPt5mWjb8W33nprTs8pPTd48MEHg2/VpaLjoofrev9Cz4OOOuqo4Bmf3qzXsVQoZMJB/60/13q1U3ttp3OzFOGX8eWXXwbdfu1/J3vuuWdJOwogXt4EiL7F6oS0u/KWikosdv9+lWL0rdHXQfSKoTtHe9RaLbrQjRkzxm5eMaZMmRL0UrJ/bj1H0zMGZFN3YHUQsN9c1/OXJ598MrZedCgPbwJEXQB1YupBZ7mo1KKSS3RkUi0qzahEk9TDyGqib89//etfcx5Qb7HFFsELa9Vi6NChZq+99soJkiOPPDLobJF2CgYFhP2gXkGiQFGwoPpVTYCoy6z6oGtog6lTpwYlAz2w1jfZ6ABrd9xxh71pyekiqRKMfZFUOUElmzRSuP7zn//MCVcNhaHfWTUOua/nXJq0Kvr+UOYiefXVV6f2IqmSlEpT0WOiRSUslbLgj6oJEPtkrGlRuaiUtei6qBRT0/snKt0kOUd0pdHzqe222y7rGKi8pwH49GWg2s2ZM8dce+21OWUadRXXuxtpKdPoIbgehtvnux6a6+E5/FM1AaLho/UQUy8Xabwi9YLRt1fVns8666yS9b5yodKMSjTRf1S6O9GbxpX0oDhuevcgOh5ZZtlnn33M+++/bzevehMmTDDHHHNMzt9X7x29++67dnNvqIOBut/aHQzUTVfvnVTSlzrEq2oCpNqpRKNSjUIv+o9MJZ377ruv7F1V46ThYfTCpt3FWV1QNUe2712cNbjnjjvumBMkJ598cqLvV5SDXvjTi3/Rv6e+3OkFQb0oCL8RICWmks1pp52W87KcSjwq9VQzvcWvLqL2UOl6yVJzSKTpJUt969Zb4vbLcnpWd/PNNyc2LEipaIgRVQPskNSQJJ988ondHJ4iQMpk2LBhQSnH/geoko9KP9VGM/vpfQP779O6devYx2+qJvoWfskll+QM16F3NKpxQimN26XBDe1h1jUIonpCIl0IkDJSKUclHfvtYpV+VAJSKajSaZwlDcRnB4fmj6jk51Klpmd4LVu2zDlOmhZ2xIgRdvOKo4EkNZy6xo6L/vwaAFLDryc10CQqGwFSAVTaUYnHHrJcpSCVhPIN8FguGtJbM/hpHDL7Z9a8K5X4M1cCDfppj2+lb/PqCPLdd9/ZzSuCBhnVRE72z6whUDTxE9KLAKkgKvWo5BP9h6pFpSGViCqFRmjNTCOcWXTXpLktquGuqdz0bV3vNNnf5vXf+vNK+TavKWM1dax9PmqKWb2PBRAgFUiln5qmEFWpSCWjctEMfU2bNs35uTS0uEaPRf3ojkN3HvbzBN2hFDI9QVI0SKmGfLd70WkmQk3GBmQQIBVKJSBN9GP3aFLJSKWjpGaFq4lGadXMfHbPMc3gp5n8UBw9A9GzEDuY9cxEz05KReecZtrUjJvRn0M9xzTaQ7X3HEP8CJAKp5KQSkP2t0GVkDQEd5L07sqdd96Z8+6KZuzTDHU+vbtSCdQrKzOSbmZR7y314kr6nQrNrFnT/OcnnXRSMP0zUBMCpEqoRKRSkf0PXCUllZbi1q9fv2Bgyui+9Pa8ZuqzZ71DfPQtX++J2HOS630SvVcS91vdmklTM2ra59Xuu+9uBg0aZDcHshAgVUYlI5WOov/YVVpSiSmOCYE0095BBx2Uc0HRzHyaoQ+loTfW9ea6/XvQG+56071YGr9LMx7aPf8002bnzp1TM34XikOAVCGVjlRCUikp+o9fffJVcnIZ2VaTC11wwQU5IwhrJr4+ffrYzVEiGkNLY2nZQaIxtzT2Vn3p3SPNmKmZM6Ofp4EgNdmUZtoECkWAVDGVklRSsi/6Kj2pBFUIlUQ0o55m1ot+huYw0eCVzGFSfrob0Ki+Gt03+jvS3YNGAdbdRCE0C6FmyrTD6M9//nMwsyZQXwSIB1RaUonJvjCoFKWSVG00g55GM7a304x7mnkPlUXzi2ieEXvYeM1HojnTaxukUjNiaqoDuxedZtD8z3/+YzcHCkaAeESlJpWcohcJ9eK58MILs+a/1ox5mjnPDg7NJ6+Z9lDZavv9aYbE6O9Pd4+33XZbcDcZbae7zQceeIBedCgaAeIZXTRUeqrponH33XebK6+8st7fYFGZ8t1B6h0izYAZ/XOVOjVTps9z0KC0CBBPqQSlC4l9cYkuqqG3a9eu4Bo6Kk9tz7DsRTNjaoZMIE4EiOdU0lBpyr6gHHvssU69eFCZVKJUqdLuUKGZMDUjJpAEAiQFVJpq1qxZeFHRm+3w0+jRo4MuugoSzTnv0qUbKBQBkhIKjUyAaA4SACgWAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKUGAAIgbAZISBAiAuBEgKdG27eW/h8eywUKAAIgDAZIS7drda9ZZZ/dgefbZl+3VAFBvBEhK3HbbM2aLLc4Oln79htqrAaDeCJCUuPfewWb33R8Jlpdf/sJeDQD1RoCkRIcOQ82ee3YMlldeGWevBoB6I0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUIEABxI0BSggABEDcCJCUefPD9MEAGDJhgrwaAeiNAUmLcuBnmyCN7mdNOe97Mnv2bvRoA6o0AAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCxDOZlwW17LVXR/PFF9PtJlmi7QGgPggQz0QDQctFF/3bbpKFAAHgigDxjB0gWoYP/8ZuFiJAALgiQDxjh4eWNm36mSVL7Jb/HwECwBUB4ploIOy775Ph/69tAEUCBIArAsQz0UB44IFh4f8/9thnzcKFi+3mBAgAZwSIZ6KBMGvWPNOiRdfwv/v0+cRuToAAcEaAeMYOhE6dRob/feihPczcuQvztgeAQhEgnrED4ddfF5iWLbuHf6ZAydceAApFgHimpkDo1Wts+GfNmz9lfvppXt72AFAIAsQzNQXC/PmLzBFH9Ar//N57h+ZtDwCFIEA8U1sgvPDC5+GfN23a2UydOidvewCoCwHimdoCYfHiJea443qH69q3fzNvewCoCwHimXyBoJcJM+s00OK4cTPytgeAfAgQz+QLBA1n8pe/9AvXX3LJv/O2B4B8CBDP1BUIQ4ZMzmpTV3sAqA0BUoU+/vh7063bR2bmzP91x80oJBDOOad/TnjU1v7rr2earl0/MpMnz7JXAUg5AqSKTJv2s7nuujfCC/6VVw6wm9QZCPLRR9NywqO29q1aPR2sU8+tBx983/zyy3y7CYCUIkCqwLx5C03HjiOyRtfVcu21A+2mdQZCxqWXvlpQgBxzzLNZbTQcyosvfh706gKQbgRIhXvttS+zXgLU0qRJZ3PPPUOCYUpsdQVChnpgqSdWXe2//fbn4E7HDptTT+0X3MkASC8CpEJ99tl0c/bZuc8qLrzwFfPVVz/ZzROnWQ1PPPG5nJ9HJTWV1gCkDwFSYX78ca659dZ3zN57d8q6UGs+j0GDvrabl9SiRYuDIeEPOqhb1s+m0ppKbCq1AUgPAqRCLFiw2HTvPjpr/g4t+m/9udZXitmzfwtKaCqlRX9WldpUcgOQDgRIBdCdhe4wohdj3YHoTkR3JJVKpTSV1KI/txaV3lSCA+A3AqSM8l2AP/30B7t5xXrnnUlVGYAAikOAlIGPJSCV2PRyYzWU4ADEgwApoTQ8hK7kTgAA4kWAlEjausGqBFdJ3ZABxI8ASdiUKbNrfRFv1Cj/X8TL9yKkSnkAqhcBkhC9Jf7QQ8NNs2Zdsi6eaRwKpLahWA4+uHtQ0lNpD0D1IUBitmTJEtO37zDTsmV2cGgwwgceGJbqwQjtwSAzi0p777/P8xGg2hAgMRo6dKg54ICTTMOGrU3jxu3DC+Tll7/GcOgRKt2phBcNkW23vcqcddbtZuLEyXZzABWKAInBlClTfr8gnmqWWWYZs9JKfzDrrbef2WKLc82xxz5lhg2bYjeH+f9ztKuUp5LeTjvdYRo1amMaNNjLrL76uqZdu3Zmzpw59iYAKgwBUoS5c9Vl9dbfL3qrB+GRWRo23Mt06fIStf0CqKR3990v/H7M/mRWW22z8BhutNFGpmvXrkFJEEBlIkAc9e7d+/dvzY2ygmOFFVYwF154oZkx40e7OeowYcJkc9RRx2YdTy177713UBoEUHkIkHoaNWqUadGiRc6F7uCDDzZjx461m6OeBgwYYBo3bpxzfFUiVKkQQOUgQAr0ww8/mHPPPdcsv/zyWRe2Lbfc0jz//PN2cxRh4cKF5sEHHzQNGjTIOtYqFapkOG9e7lzwAEqPAKnDggULTIcOHczaa6+ddTFbc801zZ133ml++42X4ZIyY8aMoCSo0mD02Kt02KdPH7s5gBIjQPJ45ZVXzLbbbpt18Vp22WXNGWecYb799lu7ORKi0uBBBx2U9XvQolKiSooAyoMAqcHnn39uDj/88JwLVrNmzczw4cPt5iiRfv36BSXD6O9EJUWVFlViBFBaBEjEzJkzTdu2bc2KK66YdZHadNNNTc+ePe3mKAOVDFU6VAkx+jtSiVGlRpUcAZQGAWI0zPoi8/jjj5v11lsv66K0yiqrmBtuuMH88ssv9iYoM5UQVUpUSTH6O1PJUaVHAMlLfYC89dZbZpdddsm6CGk58cQTzaRJk+zmqDAqKTZt2jTn96cSpEqRAJKT2gCZOHGiad26dc6FZ9dddzXvvPOO3RwVrkePHkGpMfq7VClSJUmVJgHEL5UB8re//S0nONZff33TsWPHoJyF6qRSo0qOKj1Gf7fLLbecee655+zmAIqUygCJPuvQOwZXXHEF31I9otLjCSeckBUi++23n90MQJFSGSA777xzeGF58cUX7dXwxLXXXhv+ns866yx7NYAipTJADjjggPDCMnr0aHs1PPHUU0+Fv+crr7zSXg2gSAQIAeItAgRIFgFCgHiLAAGSRYAQIN4iQIBkESAEiLcIECBZBAgB4i0CBEgWAUKAeIsAAZJFgBAg3iJAgGQRIASItwgQIFkECAHiLQIESBYBQoB4iwABkkWAECDeIkCAZBEgBIi3CBAgWQQIAeItAgRIFgFCgHiLAAGSRYAQIN4iQIBkESAEiLcIECBZBAgB4i0CBEgWAUKAeIsAAZJFgBAg3iJAgGQRIASItwgQIFkECAHiLQIESBYBQoB4iwABkkWAECDeIkCAZBEgBIi3CBAgWQQIAeItAgRIFgFCgHiLAAGSRYAQIN4iQIBkESAEiLcIECBZBAgB4i0CBEgWAUKAeIsAAZJFgBAg3iJAgGQRIASItwgQIFkECAHiLQIESBYBQoB4iwABkkWAECDeIkCAZBEgBIi3CBAgWQQIAeItAgRIFgFCgHiLAAGSRYAQIN4iQIBkESAEiLcIECBZBAgB4i0CBEgWAUKAeIsAAZJFgBAg3iJAgGQRIASItwgQIFkECAHiLQIESBYBQoB4iwABkkWAECDeIkCAZBEgBIi3CBAgWQQIAeItAgRIFgFCgHiLAAGSRYAQIN4iQIBkESAEiLcIECBZBAgB4i0CBEgWAUKAeIsAAZJFgBAg3iJAgGQRIASItwgQIFkECAHiLQIESBYBQoB4iwABkkWAECDeIkCAZBEgBIi3CBAgWQQIAeItAgRIFgFCgHiLAAGSRYAQIN4iQIBkESAEiLcIECBZBAgB4i0CBEgWAUKAeIsAAZKVygBp0aIFAZICBAiQrFQGSMOGDcMLyxlnnGFmz55tN0GVmzx5stlnn33C33OrVq3sJgCKlMoAadSoUXhh0bLhhhuaLl26mMWLF9tNUWV+/fVXc/PNN5tVV10163d85JFH2k0BFCmVATJmzBiz7bbbZl1gtOyxxx5m8ODBdnNUiV69epnNNtss63e63HLLmWbNmpmZM2fazQEUKZUBkjFw4ECz44475gTJySefHJRAUB1GjBhh9ttvv5zfY8uWLc0nn3xiNwcQk1QHiCxcuNA88sgjZt111826+KgEolKISiKoTN999505++yzg7uM6O9u6623Ni+++KLdHEDMUh8gGT/++KO5+OKLzQorrJB1MVJJ5JlnnrGbo4zmz59v7rnnHrPWWmtl/a7033fffXewHkDyCBCLSh4qfdjlkP333z8olaC8+vfvH9xhRH83ugM566yzgjsSAKVDgNRCJZCaLlQqmXChKr1PP/20xmDXs48PP/zQbg6gBAiQPFQKUUmkplKJSiiUSpKn0uIll1xSY2lRva4AlA8BUoBp06YFJZKaHtaqpIL4ZTo3/OEPf8g65nRuACoHAVIPKpXU1l1UJRbE44033qixe/X//d//0b0aqCAEiIOaXlhTiUWlFpVc4GbChAnm2GOPzQkOveD57rvv2s0BlBkB4kgllJtuuilnyAyVXB599FGzaNEiexPUYs6cOaZdu3Zm5ZVXzjqWG2ywAUPMABWMACmSSioqrUQvfKussqFp3vxMM3To53ZzRCxZssT07Pkvs9FGG2Udv5VWWslcffXVDHIJVDgCJCYqsajUstxyK5m1197FbLbZSWaHHW4yV101wEyZwoXQ9tFH35ijj7719zu2pmbFFdcJw0ODHo4fP95uDqACESAxUqmlW7dnzY47nmi23vrS3wPlUbPnnh1Ns2ZdzMMPDze//rrA3iR1vv/+F3PDDW8Gx2X77a81m2xyjFlzze1M48aNzYABA+zmACoYAZKAOXN+NR06vGGaNu0cXCgzy2GH9TQvvTTOLFlib+G/+fMXmU6dRpr9938yPB677nqf2X33y3//875Bt10A1YUASdDkybPM5Ze/lhUiWk477XkzZkx63mZ//fWvzJFH9so6Bk2adDZ33TXYzJzJ+xxAtSJASmDYsCnmhBP65ASJSjkq6fjqiy+mm7/+9aWcv/f5579svvyS7s5AtSNASmTRosXmmWc+Ngcd1C3rYqqSTufOI4MSjy9++mmeuf32QWbvvTtl/V2PPvpZ8+abE+3mAKoUAVJis2bNM3//++Cci6tKPCr1VLOFCxebnj3HmAMO6Jr1d2ve/Cnz5JOjvApJAARI2aiEo1KOXd5RyUeln2ozePBkc9xxvbP+Lnvt1dHcfPPbZvp0nnMAPiJAykwlHZV2ohde3Z2oBKRSUKWbNGmmueSSf+cE4ZlnvmA++eR7uzkAjxAgFUClHZV4VOqJXoRVClJJSKWhSjNnznzTocNQs88+2V2VW7V62vz737wICKQBAVJBVOpRyUeln+hFWaUhlYgqweLFS0zfvp+aQw7pnvUz6mXJxx770Mydy/scQFoQIBVIpR+VgOyykEpFKhmVy4gRU83JJ/8r5+e65pqBZurUOXZzAJ4jQCqYSkEqCUUv1ioZ/fOf7wUlpJpE2+pOpq4H8tH2tVE4/O1vr+cExymn9DUjR35rNweQEgRIhVNJSKUhlYiiF2+VkN5/f4rdPOcif9FF/7abZKkrQPr0+aTGfffr91lQzgKQXgRIldBdgEpF0Qv52WfnTqdrB4iW4cO/sZuF6gqQaHjUdfcDIF0IkCqj5xB/+Uu/oKuvemjZ7PDQ0qZNv1oHcKwrQG688a1gXdu2r5mvvy7f8xcAlYcAqVK19XaKBsK++/5v5NsBAybYTQN1BYjUti8A6UaAeCYaCA88MCz8/8ce+2yN75MUEiAAUBMCxDPRQNC4Wy1a/G9cKj0QtxEgAFwRIJ6xA0GTOGX++9BDe+SUo+z2AFAoAsQzdiBoGt2WLf/31rgCJV97ACgUAeKZmgKhV6+x4Z9pvK3oII01tQeAQhAgnqkpEDRY4xFH/G9K2XvvHZq3PQAUggDxTG2B8MILn4d/3rRp53DsqtraA0BdCBDP1BYIGnYkOuFT+/Zv5m0PAHUhQDyTLxD0MmFmnQZaHDduRt72AJAPAeKZfIGg4Uw0DEpmvT2TIADUBwHimboCYciQyVlt6moPALUhQDxTSCCcc07/nPDI1x4AakKAeKaQQPjoo2k54ZGvPQDUhADxTKGBcOmlrxIgAIpCgHim0EBQDyz1xCq0PQDYCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEA+5vBzosg2AdCNAPOQSBi7bAEg3AsRDLmHgsg2AdCNAPOQSBi7bAEg3AsRDLmHgsg2AdCNAPOQSBi7bAEg3AsRDLmHgsg2AdCNAPOQSBi7bAEg3AsRD0TBwWQCgEASIh+xAqO8CAIUgQDzkEgYu2wBINwLEQy5h4LINgHQjQDzkEgYu2wBINwLEQy5h4LINgHQjQDzkEgYu2wBINwLEQy5h4LINgHQjQDzkEgYu2wBINwLEQy5h4LINgHQjQDzkEgYu2wBINwLEQy5h4LINgHQjQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+H2PgP2IH13hyAAAAAElFTkSuQmCC)
| Product Number | 3H32-3-1Z |
| Synonyms | 1-[1-(4-Fluorophenyl)ethyl]-piperazine dihydrochloride |
| Purity | 96 % |
| CAS | 1263378-99-9 |
| MDL Number | MFCD18432594 |
| Molecular Formula | C12H19Cl2FN2 |
| Molecular Weight | 281.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory