![Methyl (2S)-2-acetamido-3-[4-(4-methylpiperazin-1-yl)phenyl]propanoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1vAAANbwGYrS7QAAACqXpUWHRtb2xTb3VyY2UAAHicjZZtj6IwEMe/StPXZ+kDIBpxY25zySW7t8m5l7t3l4rVJRG6AXz69jflQQHRXgSnTP+/obUzrbOnU7JDB5XlsU5DzAjFSKWRXsfpNsS/3r+NAvw0n0UgAmGah/ijKD6njnM8Hkn0oRJ50imJdIKr/ukpjzuaoyA62zqcUub8eX1ZlswoTvNCppECKo+neel80ZEsylHceYWTyOwQp04ld5LsUEX7y6m5KDnla3ydy1foWwCKNvFOoY3OElmgA6cELvoFbVWqMlmoNVqdwS2IC3Ofz16fdbRPVFpA00SII7lbFtk+AkeidyraQzBofH8OccIwkqt8WahM6RCDSkEEWehkkWXyjEzL6CRDkiMpkHSR9JD0kRwjGSA5QZJRuKGfgYCBgoGEgYaBiIGKgYyBjoOOmzig4wIWaafMKN/Pnwqmit5QdXc/P1rfjX2D35yHWBAu4N0waQrGI54LxieCXU3trCU1wIg/AUPJhF+f6r4RJT6bgGVEBMZyUBkrQGasB7q2v9aNSeABHhC/jEkJ81njxegMox3BIDxfmAgQgF5t4/fJmIsxGgXwPHavdgI6M7LGNv5G3+fu6e9xjR0eF2SDc0mH+Wyl03WrieJ1iFcmh0DyU21yXqcKRjpbqwzK0QQw0jbAu4BJrMeA6AImDS8AHwLcLuBZ3+DdAP5jwO8CpiAeA+MuYMrnAiyGgKALmGJ7DEy6QFmajwnT31m6spQtTH+5y9K3MPxm8lZEDAzNsoist+zVbmRheitf7V4Wprf41W5nYXrrX+2OFiYYYAIL08uCave11GM/DcR/MOymYjjtIEZbHSzz3xVfPw0E6+8I5VFhGUAvQaqjxcK4A4wY2kqc1k7nNKcmNG9OVKd13DrwJ2P+DyVDcV7QQbjsAAAm9ElEQVR4Xu3dB5hdVbk/YEWkKILSQYqK14Zw+SMgJXARRBDwSkBUQARUyqULekH+INFLU1ABlSpIQECK9BJAwBApofeSCNIxdEJvrjvfzp047Mw5M/kyyZxz5n2fZz8k5xuSk5PM/u2917fWelcBgIR31V8AgP4QIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYBAL971rsbfGs1q3e65556y4YYblrnnnrt84AMfKKusskq58MIL61/W+e64o5Qvf7mUOeaYdMSPb7+9/lXTX6u8jw7T93cCDEHNQqJZLYwbN64ssMAC5ZBDDikPPfRQeeGFF8ro0aPL2muvXf/SzjZ+fCnzzVfKL35RyhNPTDp++ctJr0VtRmmV99GBmn8nwBDVLCSa1cKmm25a9ttvv/rLQ89mm5Wy7771V0v58Y9L+da36q9OP63yPjpQ8+8EGKKahUSzWoi7j/vvv7/+8tDT9TmUv/2t/uqk1xZcsP7q9NMq76MDNf9OgCEqQqLZ0czMM89cXn311frLQ8973lNKb5/DK6/Eh1R/dfpplffRgZp/J8AQ1SwkumvHHntsWWihhcpiiy1WzjjjjMl1dyD/Z/75W+PKv1XeRwdq/F0CQ1h/AmTnnXcuEyZMKFdeeWWZd955J9djDOSAAw6Y/PMha5NNGo89xLjEjNIq76MDNf4ugSGsPwHSbcyYMeUzn/nM5J9HF9aCXVe2v/zlL8sjjzxSdWFdddVVZZ111unxfw0B995bSgRrdDz17H6K1+67r/7V00+rvI8O1Pi7BIawekj01LMWP55tttnKpZde2uMrSrn77rvL8OHDywc/+MFqHsiwYcPKRRdd9I6vGRJuu62UCM73v3/SEa3Mt95a/6rpr1XeR4dp/F0C9Omf//xnueKKK8pHPvKRegk6ngCBpBEjRpSJEyeWUaNGVQPnQ95aa/U+1tAuttiilG22qb9KEwIEkmKM40Mf+lBZYoklyrnnnlsvT2Hs2LHl29/+dnnrrbfqpfZ36qnxPK+Uyy6rV9rHMceU8u53l3LttfUKDQgQmEFuvvnmMtNMM5UjjzyyXmpvL79cymKLlfLVr9Yr7eXtt0tZZplSVlghnk3Wq/RCgMAMtOWWW1Ytv88++2y91L5GjChl1ll7n2tx0EGTFi5sNUsuOemuqW706El3ISNH1iv0QoDADPT4449XXVm77LJLvdSeHn64lPe9r5T//u96pZQHHyxl9tlL+dGP6pXB981vTppEOHFivVLK179eysILl/Lii/UKNQIEZrADDzywvPe9761afdteu56IH3poUvDtsUe90trB12IECMxgr732WvnYxz7W/hMLx4yZ9Ljn+OPrlfZ4FNTs0ds++5Qy22ylPPBAvUIPAgQGwdlnn11NQrzgggvqpfYQA86f+1wpyy036cf1WjsMRjcb/H/ppVIWWaSUDTesV+hBgMAgWXPNNcsnPvGJ8sYbb9RLre+44ybdYVx9db3SXu2wzdqPTz55Uu2KK+oV/o8AgUFy++23l9Vmnrk8csgh9VJre+GFSXtsxCKFdc8/P2n123baqGnYsFI++9lS3nzzna/H3dPKK5ey1FKldOLcnQEgQGAwbb99KXPNVcqECfVKy7r5hz8sb8Z6UtGBVbf77pP2HH/00Xqldd14YykzzVTKr39dr5Ry/fVV7fUjjqhXKAIEBtfTT5cy99ylbL11vdKSxo8fX+adZZZy/k9+Ui9NWtm2q1bacTvf7363lHnmKeWZZ+qVcvOWW5ZtO23uzgARIDDYDj980hXwzTfXKy3nP//zP8viiy9eXond/OrWW6+UWFSyt93/Wt0//lHKnHOWsuOO9UqZ0GlzdwaQAIHBFs/eYz+R1VarV1pKLFkfnWOnnXZavVQeuvji8mQMOPfYmbHt/Pzn1Ra3b9x5Z71SDjrooM6ZuzOABAi0gksumdTx08vJuRW82RVysWnWqquuWi9VXWSf/vSny76rr14vtZfXXy9n/du/lb2++MV6pZq7E4tmrh37iDCZAIFW8ZWvTJpb0YIOP/zwaiHIWBCy7le/+lV5z3veU27tgA2aLjzvvOou65xzzqmXJs/dOf/88+ulIUuAQKuIQdpeTtCD7emnny5zzz13+d73vlcvlaeeeqpa0n7bbbetl9rWl770pfLxj3+864bk9Xpp8tyd3mpDkQABmtphhx3KXHPNVSb00mq83XbbVdv2Pvnkk/VS27rrrrvKzDPPXH72s5/VS+WOO+6oagcffHC9NCQJEKCh7hPmIb1MdrztttuqR1exsVan2Wmnncqcc85ZnnjiiXqpaaAONQIEWlHXibvaRyMm5cURP7799vpXTXfNHtmsvvrq5VOf+lR7LsXSh5jzMc8885StttqqXmr6SG96u+eee8qGG25Y/f7RWrzKKquUCy+8cHI9xmgaaVbLGvhfEZg248eXMt98pfziF6XEFXAccZUfr0VtBmk2aHzmmWdWtYsuuqhe6hi//e1vq8aBG264oV5q2lQwvYwbN64ssMAC1d3gQw89VF544YUyevTod3SGNQuJZrWsgf8VgWmz2Wal7Ltv/dVSfvzjGbbGVLO21VdffbV89KMfLeuuu2691FFi7/qlllqqusr/Z21V4WhrXnLJJXtta55eNt1007JfH7P8m4VEs1rWwP+KwLSJhQp726MiXovNm7rFXhVXXjnVx2tdxy1dx5VNjq233roa+zjhhBPKZZddVs4999xJv2eX/fffv5pUd++9905+rVP9+c9/rk68p5xyyuTX4sfxGcVAetR+3BXs9c9voI6rr766vP3229XvG3cf999//+T30ZtmIdGsljXwvyIwbd7znt6XA4nlQ7pO6pOttVacFab6eLjr+ELXESeUqTli9eDHHnuszDHHHOX73//+v95Hh9tggw3KoosuWl5++eXypz/9aYrPZXof0RUWItDj7q+Z+v9bPwbawP+KwLSJ5dD7cwcSJ5O//32qjze7jie6jr83OeJ5e/ePYwHFmBexxhprlM0337zMN9985flYtn2IiKv+WWedtey9997lk5/8ZPXYqudnE/X65zdQR89Or4G6Azn22GPLQgstVBZbbLFyxjQuPdP4dwMGR+yz0WgMJMZHBkHsnBgnoHe/+93l6KOPrpc73p577lk9tou25bgTGwwxBnLAAQfUX36H/gTIzjvvXAVTPCKbd955a181dRr/bsDgiLGF+MaOzqueXVjxWiyZPkhi4DyuxHtdibfDPfDAA1XX1WqDuOBl3BUu2HUHGvNuHnnkkaoL66qrrirrrLPO5K/pT4B0GzNmTLW+2bRo/LsBg+e220qJE0Ns3BRHdEMN8lpTd955Z3UV3tdVcCfaZpttqhn3sXTLYIrVgIcPH169l5gHMmzYsHe0UtdDoqeetfjxbLPNVq2wPC0a/24ANbvuumt14nr88cfrpY51yy23VI+uDjvssHqpbUVb8hVXXFE+Evu3TAMBAvTbc889Vz0332KLLeqljhWPrWK5+pj70QlGjBhRJk6cWEaNGlUNzE8LAQJMlSOPPLIaDxg7dmy91HFOP/306nFPnGw7RYyhxArKMVG05/yeDAECTJWYob300kuXlVZaaYoZ2p0kmgXiEc/6669fL/F/BAgw1aIFNK7MTzrppHqpY+y330Fllllmqbqf6J0AAVI22mijssgii5SXXnqpXmp7Eya8VD772V3LPvscWi/RgwABUmJuRLSCxgztTrP33peXtdY6sSscp1zGnn8RIEDaXnvtVWafffZq2Y1Ocdtt/yjLLXd0Ofvse+olagQIkPbiiy+WD3/4w+VrX/tavdSWoidg883PKptt9qfy9tud2yAwUAQIME1OPPHEakD9L3/5S73Uds47777q7uPmm6fcypYpCRBgmkQr7+c///myzDLLTN67oh29/PIbZe21Tyo/+tGf6yUaECDANLvuuuvafqXeX/96bFl55ePKE0+8WC/RgAABBkQ77xXy6KMvlJVW+l056qgp9z+nMQECDIh23q1w990vKeuue3J59dXOWO9qRhEgwIBpx/3Sx459tHzuc0eXUaPG10v0QYAAAyb27I6Np9Zdd916qWVtueXZ5TvfObdq4WXqCBBgQJ155plVW2/PjY5a2YUXjqvGQJh6AgQYcKuvvnr51Kc+Vd544416iQ4iQIABd9ttt1W7+MXeE3QuAQJMF9ttt121d/eTTz5ZL9EhBAgwXTz11FPVznfbbrttvTQgXnnlzXLffU+Xyy9/oIwceWvZb7/RZZttzi9f/vIfygUX3Df566LDaqedLup1kDxqvf24rlltKBMgwHTzq1/9qnqUdeutt9ZL/fLCCy+U2267p1x66bhy/PG3lJ/85C/lu989t3zpSydVJ/VGRz1A9trr8nLaaXf2+JX/Vevtx3XNakOZAAGmmxhE//SnP10Nqjfy3HPPlRtuuKH88Y9/7LqL2K98+9vfrrbLnX/++aturg9+8P+VZZb51RQh0eyoB8jEia+X4cP/WB544Lkev7MAmVYCZADE1VXshzCYx1133dWWS0hMD7G43y233DLFZzSjj9tvv7289tpr9bc35Fx88cVVEPzkJz8pJ598chkxYkTZdNNNqwUY55lnnqrW7BiIAAk33vhYtVT7m2/+a8FHATJtBMg02mmnnab4Bz9YR2wvSinrrbfeFJ/NYB2f+9zn6m9vSFp44YXLTDPNNMXn059joAIkHHroteU3vxnba63+a9QPpiRApkF0l0SXyfDhw8uVV145qMfBBx9cfbOddtpp9bc5pMQSGrPMMkvZeuutp/iMZvTxwx/+sFqh9uqrr66/zSFl9OjR1b/NnXfeuRx++OHVf2Om+ic/+clqfKQeGPVjIAPkjTferjaLuuWWSft99Kw1C4lmtaFMgEyD6C6JLpPoNmkFX/nKV8riiy9eXnnllXppyIgTUyylEUtqDLbYGyPuQJZbbrnqsdpQFJ9B7BMSj6safQbjx48vo0aN6roz+E3Zddddq3/HMW4SFwIDHSDh/vufLV/72mnVfucCZNoIkKQY94irp+gyaRXjxo2rvul++tOf1ktDQiydESecWEqjVYwZM6a6Czn++OPrpSHhmGOOqf781157bb3ULzGWdMUV15Yzzrit63vt2rLbbpeUr3/9jGrp9Xpo9DdAwimn3FH23fdKATKNBEhSdJXEVVKrLdXwgx/8oLz//e8vjzzySL3U0eLvIZbOaNbtM1i++c1vlgUXXLBMnDixXupo0dQRnVTf+ta36qUBMWHCS+X66x8rf/rT3eWww64rP/zhpV2f9Rll2LDj+gyQuBnacccLBcg0EiAJZ5xxRnWlG90lrSb65hdYYIGqy2Uo6Z5vEEtotJqHHnqovO997yt77LFHvdTRdtttt2p/kEcffbRemu56dlox/QiQqRTP1j/ykY9UnT6t6ne/+92QGryNMahoZhioGc8PPvhg9egkwij+Gz+fVvvuu2+ZddZZy9/+9rd6qSPdd9991ePUmNdB5xIgUym+IeIbI75BWlUMXC677LJl+eWXbzhw2UkiOCJAMs0McUI/6qijyiabbFKWXHLJyQO39SNe/+xnP1s9jomAfvjhh+u/VFMvv/xyWWyxxcpXv/rVeqkjxQVWXGi1QjMD048AmQpxKx635HFr3uq6B29///vf10sdJdPM8OKLL5bDDjusCtgIh5lnnrmsuOKKk9tM49Fkz3bc+Hm8vuOOO1YdVTGfIT7bGG856aST+j0Oduqpp1a/32WXXVYvdZTuiYPxqJfOJkCmQlx9xqBgu8z4/sY3vlEWWmihjh68nZp9J+Jz2HvvvavW67ijiPk7p59+ehUoUyP+/k844YSy5pprVifKuNKOu5K48+vLsGHDqjuZN9/szL23+7N0CZ1DgPTTDTfc0XWlO0vVltguOn3wdmp2vhs5cmTVCRWfx+677z5gA7uxXEl0WcUdyQorrNDnIP6NN95Y3cHEnIdONK2LJ9JeBEg/xDDCt751avnyl/9/v64yW8l++x3SdYW8YXn44WfqpbbW3czQ197bTz/9dNlwww2roIlxjqkdu+ivv/71r2WppZYqs802WzniiCPq5Xf4zne+U60B9cwznfV3MtDNDLQ+AdIP0VO+3HJHl5tuerxeanmvvPJ610n25K6r7kvqpbbW3cwQS5c0cvfdd5ePfexj1cn6rLPOqpcHXCycuP3221dhtcMOOzS82PjHP/5R5pxzzmpMpZPYQGroESB9ePnlN8o665xU9tyzfQc+R40aX02EGjt2YB7bDLb+NDNcc8011cksxhviUd6MFI854zFOzMVpFCI///nPq8H7O++cco+KdmQL26FJgPQhVu5ceeXjyuOPT91Aa6v5znfOrZaAePvt9m/r3XzzzZs2M8TeEnPNNVdZddVVq4mVgyE6kOKEGncivXn99dfLxz/+8bLWWmvVS21papoZ6BwCpInHHptYrblz5JE31Ett5+67nyrLL39Mr7uytZNYUykGrBs1M8QYR4RLtOVObXfVQIv3GI+zjjzyyHqpcu6551b1+G87m5pmBjqLAGki1taJ/ZVj7+VOENuBrrHGyK6r8vbc5CgmRcaqrrG6a2+PhmIMIuZpxIrEmUmF00OMicTAeqPurLgDiTuRuCNpR9HMEKsf99XMQGcSIA3ccMNj1bjBxRePr5fa1jPPvFJWW+335ec/b88lTqIVN650Y3+J3sQcjxhYv+mmm+qlQROhFt1Z0eLbW+jFTpIxFvKzn/2sXmoL+++/f5/NDHQuAdKLGCf4xjfOKFttdU7VwttJRo68tetkdmy1J0I7icdRsavdxhtvXC9V7rjjjvLe9763WnOq1XSvCnDsscfWS5XY1TK6sp54YtImR+3iscceq5oZvv/979dLDBECpBdnnHFXNV5w112d144YO7JtsMGpZfvtL6yXWtpee+1VZp999oYLG8YmRK38KCgmG8a8ld5moMd8kGg1jvkh7SSaGeabb76GzQx0PgFSE+MDa645sowYcWW91DFGj36wejwX/20HDzzwQDWOsM8++9RLlei6iiv8P/zhD/VSy4gZ6/EeTzzxxHqp8tvf/raaoR4z1dvBddddV/15jj7aPhlDmQCpOfjgq8uqqx5fnnrq5Xqpo8QdSNyJxB1Jq4uZ5Issskh56aWX6qXKVlttVV3d9zbG0Epi7axGa0S99dZb1ZyVVVZZpV5qOX01MzB0CJCazTc/q5x66h31lztOjIF84QsnVK3KreyKK66oBs4b3V3EAomxA+P//M//1EstJxZgjLuMRsup/PnPf67+rKecckq91FLiLire51/+8pd6iSFGgNCy4qp86aWXLiuttFLDfU3OPvvs6mTWDhs1Pffcc9Xkwli5t5ENNtigLLrootX+Ia2or2YGhhYBQsuKCXhxxX799dfXS5P913/9VzV43i5inkqzPcLvv//+aufCVuwmC93NDLFTI6QCJK74GmlW63bPPfdUz7Xnnnvu8oEPfKB67nvhhTOmKygGj3fa6aJe23OjNtS06ufx7LPPlnnnnbdsueWW9dI7xAk5xkDaRSxtEjsfNrPnnntWy87P6DW8+tLdzBDzbSD0fbbvRbOQaFYL48aNKwsssEA55JBDqm+QWKsoJoatvfba9S+dLuKkuNdel/e6pMdgnjAHS6t+Hrvsskt1cfH4441XQI7HWjH+Ef+W2kXsbBh3GPF4rpEY14mNwGJDsFay0UYbNW1mYOhpfrZvoFlINKuFWKE0luIeLHFSnDjx9TJ8+B+7rqiem6I21LTi5xHLsMekwAMPPLBeeocJEyZU/95iHKRdnHfeedV7bhaMIbYijjbZq666ql4aFLG1b7NmBoam5mf7BpqFRLNaiLuPeM47WLpPijfe+FjVcfXmm/9qQxysE+ZgasXPI+5GYx+PWAakmbibjX9vcXJrF9G5FO/5vvvuq5feIe6uYs/2ZZdddtBbZfvTzMDQ1Pxs30B8AzQ7mol1f2IBtkZiEbwYpKv/mr0ds822UNc32G+rE11fxy67XFz9+j1Pioceem21XHu3wTphDqb+fB7nnHPPFJ9nf46PfvR7ZaaZZpni760/R2yN2pfYNjW+duzYf73nVhfvNd5zf7Z8Pf/886f4XAbzaKfPmRmj+dm+gfjH1Eh3Ldb9iee4iy22WLU3Qrf+3IGcc845Vc98X8dJJ53W9U12b9dxX5/Hffc9Xf3aPU+YMYlus83+VG65ZdIaRD1rQ0V/Po/nn3+12pWx/pn2dZx55tVl5MgTp/h7a3bEEujRXNGf1V07+Q4kxNImMcZz6KGHTvE5zcgj/k4aLUnP0NY4CZroT4DsvPPO1TPq+OaObppuMQZywAEHTP75jFYPiZhQ97WvnVZeeun1KWpDQf3P3AqfR3/3l+jkMZBY0iRamH/zm9/US9AyGidBE/0JkG6xEulnPvOZyT+Pq8YFF1yw2vrykUceqbqwYqBwnXXW6fF/TT+9nRRPOeWOsu++V/Za63S9/Zlb4fPozw53ndqFFYYNG1YtbdLb4ovQKhonQRP1kOipZy1+HH3jl156aY+vmNRlM3z48GrP6mjVjG+Wvq42B0pvJ8UYF9xxxwt7rXW63v7MrfB5dO+x3ddYSCfOAzn11FOr751Y2gRaWeMkGABxhRhrGcVCdzC1tt122+oi48knGy+r32kz0WMJk1jKJJY0gVY33QJkxIgR1YSoUaNGVQPnMLWiIy8CJIKkkU5bCyuWMIlHXO3w54HpFiAxxvGhD32oLLHEEuXcc8+tl1vWMcfcVG6/fUL95Y4Tg+QHHTSm6rBqZfEIK066jdpeO2k13liZIZYw2WOPPeolaEnTLUDa1Q47XFg22ui0d0yo60Qx52PYsOPKs8+2doDEIHoMpjfaRyN0wn4gIXYtjAaTCEVoBwKkJuaLxHa2J598e73UMR566Pmy4orHlmOPvaleakkXX3xx9Zgq2nt70wk7Enbvmx5LmEC7ECC92H//q7quFH9fnnuuta/Os3bd9eKy/vonl9dea58W0fXWW6+6y2i0ikE774ked06xZEkMsFsqhHYiQHoRj3UiQA44YEy91PauueaRqj33ssuarwbQau69994yyyyzNFyI84477qgWYGzFfTS67y5idYbexKB61K+++up6CVqaAGkgHmHFo6xx456pl9rWW2+9XTbe+PSy9dbn1UttYbfdditzzDFHefTRR+ulSuxTESFz002t82guFoRcaqmlygorrNDrGE1MpI0uxVihAdqNAGkgBtFjMH2bbc6vl9pW7PUeodi9Lli7ef7558v8889fNt9883qpEifreAy0+OKLVy3ArWD77bevJtPGxMje/OAHP6i6yGJVBmg3AqSJq69+uHrcc/nlD9RLbSfadb/whRPKfvuNrpfaSizsF497rr322nqpEi2yETIrrrhitX/3YIr3GoP/jRYijGV94o7ppz/9ab0EbUGA9GHnnS8uX/nKKeX115uvXdTqDjxwTPmP//h9y7ft9iUeAy2zzDLl85//fMMB5+jKmmuuucqqq65aPSIaDLECdcxfiaVLGomB/7hbeuWVV+olaAsCpA8PPvhc1fJ63HE310ttY/z4Z6pHV3/4Q++PUdpNbIEcV/YjR46slya75pprqlnssSDhjN5bPO48IjxiXKO3cY9wySWXVH+G0047rV6CtiFA+uGXv7y262r2+PLkky/XS21hu+3OLxtu2FmTIzfeeOOy8MILN31MFYt2xs6G88wzTznrrLPq5QEXYzAx5hHBEHcejcIjWnljherVVlutXoK2IkD64cUXXy9f/OLIsvvuJ9RLLe/yy8dX4zhjxszYq/Dp7cEHH6x2rvzRj35UL73D008/3RWeG1Yn9U022aThMiLT6q9//WvVbRUD5kcccUS9/A6HHXZYtaTJzTe3710tBAHSTyeeeEGZddZ5ynXXXVcvtay4Il522eFlq61+XS91hH322ac6YT/wQN9NDvG4K5YJibWmdt9994atwFMrZpjHJMEY2I9W3UbdVt0i0GLHxa233rpegrYjQPqpP4O3rSZ2fozJdffeO65e6ggvvfRSWWSRRao7jP6INaZirkgs8hndT7Enzemnn970MVhvop04FkaMta3iziZmmMdkwEaPrHqKR1wxwB+7KUK7EyBToXs/62aDt60itkyNzbp23XXXeqmjxPpX8XcS+870VwRGPEZafvnlq/935plnrtp+Yxvm2DEw1t6KrZi7j/h5vL7jjjtW80zi8VPcccTCiCeddFLTXRN7iruV+L3aaQdFaEaATKX+DN62gi222KLMN9981R4UnSzuBldeeeWy9NJL97lNbG9i342jjjqqGh+JnQLjziRCpX7E69HRFZtBxd1GZixljTXWKJ/4xCf6HTjQ6gTIVPr73/9eDd7utdde9VLLGDt2bHWV3GgCW6e5/vrrqz9vX4PX/RUD9PH3HOMZ8d/4+bSKLrAIogsuuKBegrYlQBLiOXp/B29ntLgiX2mllcq///u/p67I29WWW25Z5p133vLss8/WS4MumhminXidddapl6CtCZCEqR28nZHimXxc6caz+6Gke8xnl112qZcG3YEHHlg1M8S8FOgkAiQpM3g7vUWwffjDHy4bbbRRvTQktOKJupWDDaaVAEnqflSUHbydHlr50dqMEI+KllhiibL22mvXS4Mmmhni0VqnNzMwNAmQadBKg9XtMLg/I5x99tnVneH55w/+Mvzdg/ut8O8DpgcBMo3WX3/9auG8mEw2mEc8JokJaq3eXjwjxITPaLutf0Yz+ohAX3TRRVvmDhUGmgCZRrHSa8whGDFixKAe22yzTTn55JPrb29Iih0JY9Op+mc0o4/oDLvsssvqbw86hgABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACn/CwrKfnq6Yr5KAAAAAElFTkSuQmCC)
| Product Number | 4H58-1-S01 |
| Purity | 82ee % |
| CAS | 1630114-56-5 |
| MDL Number | MFCD28127032 |
| Molecular Formula | C17H25N3O3 |
| Molecular Weight | 319.405 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 108-109 ℃
TSCA: Not listed on TSCA inventory