![(2R)-2-({[(9H-Fluoren-9-yl)methoxy]carbonyl}amino)-2-(3-fluorophenyl)acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA8eAAAPHgH67H1EAAADS3pUWHRtb2xTb3VyY2UAAHicjVZrb5swFP0rFp9XYxsbQ9WkqlpNmtRu0tpp+za5xG2RAkxAX/9+xzhJg9NC89D145x7r/Hh2ienL9WaPNm2K5t6EXHKImLrolmV9f0i+nXz9SiLTpcnBUAA1t0ieuj7f8dx/Pz8TIsHW5mXpqZFU0V+/vilK0eY54Q27X0sGOPxn6vL64FzVNZdb+rCgtWVx90weNkUph+y+CBEXJn2qaxjD4+r9sl7+yuY+zH60q2it7WcY+4MVHJXri25a9rK9ORJMIof+0LubW1b09sVuX3FcEIl1r48ubpoisfK1j2azkNZmPV13z4WGKiatS0e4QyNbxeLqOIRMbfddW9b2ywioCw8mL6pztrWvBLXcjjDiRHEJMRIYhQxKTGamIyYnBjO8Mc8B4ADwQHhwHCAOFAcMA6cAE44P8AJ4ARwAjgBnABOACdybN7auuxvXv/ZRfSDnBP3/z5Y1/rM9ys5x74IqIFTLZQknNEkRyI5ZSrju+5uOsF4zt+sxDzy4QrzqSJcU5Yy4awQWCtPKc+ZdjbFh/CMci1ywnNsTSJdXwutXF/msAKqZEnmrNS5Jtg/KfPE4XLpeBmVqWbb9DTYUpIUSSDIxmwGN8YjI/KKRR5JZJFl5CihWe7sti9oopzlFGavv8WF49s+1KU0VktZBiOoUnhWgqLDiHtiOiXQYJowR2EaycEiydy5ypRSLgWGjwuV6nwIIbgSkyElLIN37kKKFGYzCkXGO0kuT26berXXJOVqEd06HQPy0951YiPXiDTtyrYQgXPgoPsEMSY4ce8I4j1CMibI2QjygKBGBIf0L97yt2dveoeu1NiVewGnY6djgntdp1enDwjZdIRsTHClYJqQjwlD4ZhmuPnRpg6FZoYTCmEoTDvO2bucQAu+kM1wAjn4wjfDCRThC+UMJ9h6X1hnOOk7z2COEwjAF++ZZx1owBf7mTiBDPzhMM0RoQ6Gw2SGE+jAHz4znLAmDIfVDCfUARtx3i89oQ70J+Kow/KTzIQJZODP3JkwgQz8GT3DCWTgz/QZTiADfweY5iSBDPydYfoZJKEMtL9jTMYJZZB8xIn3jqJ4e7VC8+DaFe/dyWLcRJf/AdWSB/RKYghEAAA610lEQVR4Xu3dB5hU1f3GcWPEBIldogQNFkCxoAioYEEUUVRAJRARo9iwYP2DBXuP2LE3VETBQhNjQTBiLIiI2BU1doodMII15z/v2dx19+zU387Mzp35fp5nnpg5U84sM/e999TlHAAABsuFdwAAkA0CBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAIiVr776yv3jH/9wAwcOdIMGDQqLUUQECICStWzZMjdjxgx39dVXu/3339+1bNnSLbfccrVuI0aMCJ+GIiFAAJSM119/3d15551u8ODBbuutt3aNGjWqDoqVV17Zde3a1Z1yyiluwoQJ7oMPPnBdunRxyy+/vLv33nvDl0IRECAAGsSCBQvcpEmT3Gmnnea6devmVlllleqwWGGFFVy7du3c0Ucf7UaOHOleffXV8OneokWLXNu2bd3vfvc798QTT4TFKDACBEDBffvtt2769Onusssuc/vtt59bb731ajVDbbDBBq5fv37uyiuvdM8++6xbunRp+BIpzZs3z7Vo0cIH0Jw5c8JiFBABAiCvfvnlF/fyyy+7m266yR1++OH+CuE3v/lNdVisvvrqrkePHu6ss85ykydPdl9++WX4Ejl766233JprrumaNWvm3n///bAYBUKAAKiXDz/80D3wwAPu//7v/9yOO+7omjRpUh0WalraZptt3AknnODuvvtuN3fu3PDpeaPO9pVWWsm1atXKffHFF2ExCoAAAZA19TlMmTLFXXjhha5Xr16uadOmtZqi2rRp4/72t7+5a665xr344ovuhx9+CF+ioDS8V/0nHTt2dP/5z3/CYuQZAQIgo2OOOcb98Y9/rBUW+v+9e/f2YaJQUbiUgttvv903me2xxx7up59+CouRRwQIgLT++9//ulVXXdWtscYavplq3LhxvtmqlF100UU+5A466CBffxRG7ALk5kHLJb0BKAyNitLB+Nprrw2LSprmkqjemjeCwojdkZewAIpLVx2arKfhsoWwcOFC98orr7gnn3yy+qb/r/vrQ6PB/vKXv/gQ0Ux25F/sjsYECFBc66+/vuvcuXN4t8l3333nO7oVSuroVtNYzX6V8KZyPU6P1/P0/Fx8//33buedd/YBOHbs2LAY9RS7ozEBAhTPrFmz/IH8iiuuCIty8s9//tOPztIw2ygcttpqK9e/f393wQUX+OVLdNPVR/Tful/lelz0HD1fr6PXy5Y697fccks/pHjatGlhMeohdkdjAgQoHi0zohFNWnfK4sEHH/RXEDr46wCuJqX777/fr6ibCz1ez9Pz9Tp6Pb2uXj8ban7TlZRmq7/00kthMYxidzQOO8/pRAcKR5Py2rdvH96dkSYM7rrrrv5Ar+G+f//7390333wTPsxEr6PXi4YV632ymaD49ttvu7XWWsuts846zFbPk9gdeQkLoDjUka0D9MUXXxwWpXXVVVe5FVdc0f3+97935513Xk7rWuVCr6vX1/vo/fS+mTz//PPVs9U///zzsBg5it3RmAABiuOcc87xAZLN2b1owcR99tnHP0dLmvz73/8OH1IQeh+9n95X7696pPPwww8zWz1PYnc0JkCA4th8883dFltsEd6dlM7mO3To4PtLTj/9dPfzzz+HDykovZ/eV++vemS6urjjjjv8Y3fffXf3448/hsXIUuyOxgQIUHjqL9AZ/bnnnhsW1aGD9cYbb+zP6keNGhUWF5XeX/VQfTKFiJrm9Bk1qovZ6jaxOxoTIEDhRUuBvPbaa2FRLWou0hm/DtrZjogqNNVD9VG9MjVnHXvssf5znnzyyWERssDRGEAd2k5WZ/GZqM9BTUGat1FKVB/VS/VLR7PV+/bt60Mkm0541EaAAKhFQ1x18B02bFhYVIsOuDrwqu+hFKle2QSDZqtrr3Vmq+eOAAFQi7ad1YFX+3mkoj4STejT6Kdid5hnS/VS/VRP1TedaLa6hgNPnTo1LEYKBAiAWjp16uT3KE9Hk/caN25ctKG6Vqqf6qn6ZjJ//nxmq+cotgGy5Iv33eyHLwjvBlAPn3zyiW++GjJkSFhUTZ3UukLRJL44UD1V32w6+TXnRbPV11577ZIPx1IQ2wB5ZcplfkTWd98UZolpoBJpK1odbJ977rmwqJr2ONcyIrmujNtQVE/VV/XOxsyZM/2+7i1btsw4FLjSxTZAXp5yqQ+Q/3z9SVgEwKhLly6uefPmKedFaBVcBYzWoooT1Vf1znYV30ceeSTrocCVjAAB4H322Wfut7/9rTvuuOPComqadKe1p77++uuwqKSpvqq36p+taChw27Zt2Vs9BQIEgHfTTTf5s3TtyZGM1o36wx/+4JdUjyPVW/XPZf0rLXWiv8mcOXPCIjgCBMD/dO/e3fcVpBqWqx0BdTB94IEHwqJYUL1Vf32ObLVr1861bt06vBv/Q4AA8Bs2NWrUyA0aNCgsqhbtjf7ll1+GRbGgeqv++hzZ0CisUp4oWQoIEAB+dVodLKdMmRIWVdt22239ZLs4U/31ObIRTaicPXt2WIT/IUAAuL333tutscYaaZc2X3XVVd2AAQPCu2NF9dfnyMZ2222XcUJlpSNAgAq3ePFiv9zHwIEDw6JqCxYs8Gfj559/flgUK6q/Poc+TzrRhMqhQ4eGRaiBAAEq3D333OMPqg899FBYVO3ll1/2j7ntttvColhR/fU59HnSGTFihH/cjBkzwiLUQIAAFW6//fbz6z9pVdpUnn76aX9Ave+++8KiWFH99Tn0edLZaaed3LrrrptyQiWqECBABdMyHyuttJLr379/WFSLOtczXaXEgeqfabDAwoULM06oRBUCBKhg48aN8wdU/W86lXQFcuONN/rHTJ8+PSxCILYB8syDl7qz/7KcW/wlAQJY6cpDVyCZFkaspD6Q3Xbbza/Gq90KkV5sA+SW6y91G629nFswnwABLNTnob6PPn36hEV1VMooLE021CKKRx55ZFiEJGIbIJdeeqn/Imi4HYDcTZ482f+GxowZExYlVQnzQG6//Xb/N3n88cfDIiRBgAAV6uCDD/bzPzQPJBuVMBN9r7328hMqWX03OwQIUIE041wHSs1Az1a5r4UVTag85JBDwiKkQIAAFShqqtGEuWyV+2q8d999ty+P+1DlYiJAgAo0duxYv1THVlttlfWOe+W+H0g2EypRGwECVKhRo0b5ENE+IOkWUaypXHckVKhoOPMBBxwQFiENAgSoYJdccon/HWl0UjbLdpTrnuhR89b48ePDIqRBgAAV7oQTTvC/pSFDhoRFSW2zzTZ+58JMkw9Lheqp+qreqey///6uSZMmsflMpYIAASqcZlz/9a9/9b+nK664Iiyu48EHH/SPPe+888KikqR6qr6qdzLLli1zK6+8cmz7dhoSAQLA/fDDD26XXXbxw1y1vHsmu+66q2vcuLHf9rWUqX6qp+qbShSIGliA3BAgADzNg9CorBVXXDHjTOy3337bz5nYcccd3c8//xwWlwTVS/VTPVXfVDShUh3sS5YsCYuQAQECoJrWiNI2rmrSefHFF8PiWq666ir/Gzz99NPDopKgeql+qmcqGn22+uqru549e4ZFyEIsA0Rttt26dfNfDib9APn1zjvvuKZNm/qO5/feey8srmWfffbxQ4HvvPPOsKhBqT6ql+qXzmOPPeaPI6VW/7iIXYA89dRT/jJb/+j6gqjNVksPaBMYAPnxwgsv+FFJG220kfvss8/C4mqahNihQwe/gm2qTupiUz1UH9Ur0yTJI444wjVq1Ch281pKRWwC5MMPP3T9+vXzwbHmmmu666+/3n366ac+PBQimkGqMe3qDARQf48++qg/uLZv3z7tgfjzzz93G2+8sT9oa3JiQ9L7qx6qj+qVjvpIdKW1++67h0XIUskHiGaInnXWWb6TS18MbTMZni3MmjXLbb/99j5cWrZs6SZNmlSrHIBNNFtdmyylm62ug7XO+PVY9T0Uu2Nd76f31furHpnCQ6JJkbfccktYhCyVdIBocTNtbK9/ZH2B33zzzfAhtWj44Xrrrecfrz6SN954I3wIgBwNHz7c/6a0zEe62eq6SlGfgx6r0U/FGuKr99H76X31/umulmoaPHiw3/s8XRMd0ivJAFH7a6dOnfwXolWrVn7jm2xpJunZZ5/tx37riuXYY491X331VfgwADk48cQT/e8x1VLoNWnUk4YCq9VAk/iWLl0aPiQv9Lp6fb2P3i/daKuQgvBPf/qT23nnncMi5KCkAmT+/Plu4MCB/jJUfRoaqmvt0/joo4+qZ9dq34PrrruOTWIAI4181HIf+j1dfvnlYXEdc+fO9ZP39HiN5tJaVN988034MBO9jl5Pr6vX1/vo/XLxzDPP+Odee+21YRFyUBIBopDQF0Jjz9Uhfuihh+btsvJf//qXa9eunf+ybLbZZm7atGnhQwBkQb9THax1gqfm5WxoRFTHjh39708T+rRcyP33359zq4Aer+fp+XodvZ5e1zryK9oca968eWERctDgATJx4kQ/VFBfiB122MHNnj07fEi96ezptttuqz5j6d27d8bx7QDq0mx1nZCpyWjKlClhcUrqsNZS6loyXb9B3TQcv3///u6CCy7w8zB0e/LJJ6v/W/erPBq2r5uer9dJtaputtZff33XuXPn8G7kqMEC5LXXXvNr7+hL8ec//9mNGTMmfEjeLVq0yA0dOtR/+XU79dRTWb4AyJFmq2+44YZ+c6ZMs9VD6qPUjoC6AtAVxKqrrlodDsluKtfj9Hg9Lx+r5WrUpl47m4UjkV7RA0T7Eh9zzDG+g1tnE+eee27BOtlS0Uxb7QWtL9E666zjt/dMN7oEQG3vvvtu1rPVM9Ek4FdeecVffUQ3/f9CTQ4+7bTTfDPcBx98EBYhR0ULEHVgX3PNNb5DWwduXZp+/PHH4cOKSpfgbdq08fXR2PFnn302fAiAFHQmr6sQNUEX6mCfTxreq3DSAB397lF/RQkQrey56aab+gO1ZrU+/fTT4UOylu+zFQXb1Vdf7RdUU/20MxsLNALZ0VpSmq2+9dZbl1RzsCYWzpkzx910003usMMOc23btvVXHVHTWLNmzcKnwKCgAaLLXK1yqX+wtdde240cOdJ3aGermO2lalo76qij/MQiNa0Vcvw6UE7uuusuf3DW5F3rsPv6UnOUtqXVb1+DcWp21mueyLbbbut3XtRkY61mofsnTJgQvgxyVJAA0UiNk08+ubqz+pRTTvH3ZashR2y8+uqrrmvXrv75LVq0cPfee2/4EACBaHsF/QYL3Z+oeSC68tFvvlevXr4vpuaJpJqnDjroIN9krlGd4RIsOjHUwB0NBPj+++9rlSE3eQ0QXV3oKkNXG/qH1NWHrkKyVUpjxsePH++/YHqulkl46aWXwocAqOGkk07yvxf9b77oikZ9LSNGjHAHHnigXySxZljoWKNh+RdddJFvKtdIy2zoxFDP1/wz2OUtQNSvof4N/aOovyPTjmY1leqsVZ2d6IupjkJNOjr88MPzNsERKDe68tAViH5nl112WVicFe0cOHr0aHf88cf7k77oBFA3LS+/0047uSFDhrhx48b51SbqQyeGmrysFTBgU+8A0T9i9KXRCCtdNuayZEgc1s3RF0zbXqqdV/0s+nGEl8UAqq4Y1Bei34qCIJ0vvvjCtwqceeaZfkn11VZbrTosdMK25ZZb+v06tFruyy+/nFP/aTbUvKX30W8bNuYA0QFZczjUz6A5HZrbkUtTU9xW7pSZM2e67bbbzj+3devW7IYIJKHRWBqVpdFZ6qsQDWhRK8WVV17p+vbt62eC12yKUp9Enz59/Dpb2jRO2zgUg0ZoKUT020buTAGiJiCtdhs1CWlWeS7iuHdATRp10rx5c//5NTwQQG0aVq8+RI1qjP43CgtdxWt7Bv0GtXePdQh+PqhJWvNCtPp3oTv/y5EpQKJ9hDXSKldx3b0spDMkjfbQjwFAXU888YQ/Tqy11lp+WwX93kpxjx41Saue2S4QiV+ZAkSXovqDa6RTLuK+f3JITWDawApAXdFxYuzYsWFRSVG/jfYd0uZ1xWo6KxdFDRAdcNVspHkbpUT1Ub1Uv1wQIEBq9913nz9OqE+j1GnTOtVVHfrIXtECRKOe9By1e5Yi1Uv1y2V0FgECpKYOc/2m6rvYYrF0797d9+2yyGL2ihIgGtut8dwa/VTsDvNsqV6qn+qp+maDAAFS03wNXdkvW7YsLCpJ6p/RyDGNEkN2ihIgGqmlZC/WUF0r1U/1VH2zQYAAqWkL3DXXXDO8u6RpAqOObdOnTw+LkETBA0Sd1HqsJvHFgeqp+mbTyU+AAKlp1njchrl//fXXftSY1tTL98TFclTwANlmm238MiK5rIzbkFRP1Vf1zoQAAVLTPiE9evQI7y55119/vT++3XzzzWERAgUNEK2Cq8fFbcEy1Vf1zrSKLwECpKZlgzTTO27UH7rFFlv4VX6zXZyxUhU0QLSUur5EuiyME9VX9Vb90yFAgOS0v46OEWeffXZYFAvRJMh8rixcjgoWIJqQo1VstaR6HKneqn+6iUUECJCcdgmNezPQvvvu6xdezXZUZiUqWIBoR0A9RruExZHqrfrrc6RCgADJPfrooxl/P6VOozI1rH/PPfcMi/A/BQsQbS2pVS51KRtHqrfqr8+RCgECJHfbbbf5Y4T2JY+zYcOG+c/xyCOPhEVwBQwQ7UGs9fzjTPXX50iFAAGSi4bDx30DNq2P16xZM7fJJpuwB1ASBQsQrVI7YMCA8O5YUf3TrbZLgADJDRo0yPcflMMS6VorT8c7Lc2C2goSIAsWLPDl559/flgUK6q/Poc+TzIECJDcXnvt5TeNKgcKQc0L046JuW77UO4KEiDaflLlageNs6gdV58nGQIESE4zubfffvvw7th67rnn/LpeRx55ZFhU0QoSIFG5lnOOs2g5an2eZCo1QNq3Tz80M1M5yp9Wc+jXr194d6wdeOCBfmfFVCeUlaggATJlyhRfHvc9w1V/fQ59nmQIkOQylaO8aYMmna2feOKJYVGsffrpp65JkyZu5513DosqVkEChCuQ8pYpIDKVo7xpPw39brRVbLm54IIL/GeL6/y2fCtIgNAHUt4yBUSmcpS3Z555xv9uxowZExbFnvY20eAA3eKyz0khFSRAGIVV3jIFRKZylLc4bWVrEa1SceGFF4ZFFacgASLMAylfCohMN1SuaPvquGxla9GlSxe/Vp76RSpZwQKEmejlK1NAZCpHeRs6dKjvRF+6dGlYVDa0RItGZGlkViUrWICwFlb5yhQQmcpR3vr37+/WWGON8O6yo+0edBzs2bOnPxZq8EClKViAsBpv+coUEJnKUd60la02ZCpnurpq3769P0bUvGk73F69evnRWlqR+JtvvgmfWlYKFiDsB1K+MgVEpnKUN21lu8cee4R3lw3tWKirDh0Db7rpJr9r4eOPP+4uuugi17t3b7f22mvXCpWNN97YN3WNGDHCvfDCC+77778PXzK2ChYgwo6E5SlTQGQqR3lr3LixO/TQQ8O7y4a26dXx75xzzgmLqn300Udu/PjxbsiQIf6KTBMQo0DRHiMdOnRwxx9/vBs9enSsN6wqaICwJzpQWb766iv/2znrrLPCorKgz6XPd8QRR4RFaf3yyy9+Ptktt9zin6sBOupjjUJFCzXuvvvu7swzz3QPPvhgbBZtLGiAiFax1Lo43333XVhUklRP1Vf1zoQAAWp79dVXq5t2ys0NN9zgP5uaqdSMVV9qHtdcmSuuuML16dPH/fnPf64OFN00WVFN6VpGXsfcUjyGFjxAlKZ6rDaYiYNoIxzVOxMCBKgt2so27uvghdQcpWG7WmG4kMOTtQHXpEmT3Omnn+522203Pw8tChS9v1Y51orAWiVD+8439H4rBQ8Q2XXXXX27qPYYLmWqn+qp+maDAAFqGzlypD82vPTSS2FRbOkqQX2im222WYP057755ptu1KhR7rjjjvMjv7RRVxQqGuijxR0192bChAnuk08+CZ9eUEUJEHUSqeNoxx13zMulXyGoXqqf6pltp1alBog6yU8++fHw7moV1Yl+552aNetckyZVN/33HXeEj6oY0fI/cd/KNqImOfVP6Hf+8ccfh8UNQqO4Zs6c6a6++mp3wAEHuFatWtVq+lLY3XrrreHTCqIoASLR8ga6NCtFqpfqp3pmq9ID5PHHk19RVkyAHHWUlitQu402z1ajtvYy0G5KVWUVSM0r5bKVrUZSNW/e3K2++uru9ddfD4tLiq6MHnnkEd/Jv8IKK/gO+WIoWoCIDrha4kB7DJcS1Uf1Uv1yUckB8tVXS91++92X+OLWXZG0IgJk0iTn2rSpCo6Q7ttkE3UAhiVlb++993YtWrQI744djSZrk/j3VZO2jndxoo281LRVjNWCixog3yZ+WBr/rITMppO6GFQP1Uf1Uv1yUckBIv/4x1x36qlTg9IKCRBNlLv33vDeX40d61yPHuG9Za9du3auc+fO4d2xotFOnTp18p3WEydODItztnDhQt/h/eSTT1bf9P91fyHcm/he6viszvhCK2qAiMY3a2amDtrqGGpIen/VQ/WxjLuu9ACR4457xE2bVrspqyICZM01NWQmvPdX2gJgrbXCe8ueZmH37ds3vDs21Beqqygd326+OffvscJHyx9pDb2OHTvWGkWV7KZyPU6P1/PyMVRXJ8K6cso0ETofTAGiZNOH32uvvUxrvehgrTN+NRup76HYHet6P72v3l/1sISHRplodqkmA5XbkMVIsuYpqRkQCxd+63r3Hpv4Hvz62IoIkMTZqfvpp/DeX/34o0ucnYT3li1NlFPHrY4LTZs29cN540gz6PUZzj333LAoLU061gF7pZVWqg4HDbnVwpJaF0vN5Lrp6iP6b92vcj0ueo6er9fJNIk5E81VUee/thcuJFOALF682G2++eb+A2vxME0ayjUElJI6g9draPRTsYb46n30fnpfvX+uzVYaXaKlDBQcGu0QLVHQvXt3P9yuXNxzz6uua9c73Rdf1D0jCgPigQfecMOGTav+/2F5Wcp0BaLmiQq5AvnXv/7ltt56a/87WHnllat/EzpGaL5CXNZ+0ixw1XvQoEFhUUpqAtcVhJ6nEZya+KeWGfWh5EKP1/P0fL2OXk+va23qv+uuu/xrqGO9kEwBElFKtm3b1ldUU/OVrrnSqCeN2tDBWJP4CjVJR6+r19f76P1yGW0lPybOKLXHsy45deVy8MEHu/nz5/vZpPri6XUbNWrk17dpiLHi+bJs2U/ujDOe8CGg2znnPBk+pE5AaMDNEUdMTnwfPkhaXpY0yiVTH0gZLygoGqW0//77+9+/lm+/7rrrEhdlP7klS5b435dmUqtMKzvojN5ypV8s119/ffVJZTYnw3PnzvXzxaLPp+WPLK0xyeh19Hp6Xb2+3kfvlwu9ho5zOtktpHoFiOiPfeONN/orEX1YJWiu6+KX+j+GmqiisdbbbbedH4Md0mfWZ9dj1kycnWrZg2y+iKVk3rwliUvqcdXhoVvHjre411+vfaadLCA+/nix69lzTOLq9Puk5WVnwgTnNt20auhuSPepLA8dsKVI7fRaSFDt7OpDHDx4cNIzbn3/tS2CfjP6XegkS+tAvfHGG+FDG9S4ceN8h/kOO+yQ1ciluJz09ujRwx+XC3kcqneARHSgPuGEE/xZuD6wzsrTLYWeTKldDr711lu+aUrP13hwXRZmMn36dH81pudoT4T6tmUWy4wZn/gmq5rhEd0OOWSSv8qIpAqI0aNfqb56idxwwyx3+eXP+mCJNc3wDSeSaUG9rbeumvuh77o6QKdOrbovXGxPfSKzZtW+L4buueceP3BE3+9u3bplPT9ixowZ/veoA7Weq4PbFP3dGph+r9nOMo9bs3vUJzVt2q/Ny/mWtwCJ6KCrSSy5HHRDDd0hpS+SmqKsYajE1wgOdSaqHvvtt1/RvmwWt98+x19phMFR8/bww+9UPz5VgPzyy3/dwQdPrFV+5ZUz/P/fZZdRiVB/wz8mVvTvrpVlE98Dt9NOYan+eFox1CW+bFU3/ffIkeGjqmasJ74LTsvkZHnQLSWzEuGndaD0fW7ZsqV5iKiu1E866STfVxKdZN2e+Bs2RD9JzVnmmZYAiePAny+++MJfIR599NFhUd7kPUAiGpLWunVr/yXRJezzzz8fPiSjYg+Ji5rj1ASl17M0x9WkqzL9WBREuhLSFyDbs4di+O67H/2M8jAskt169Lg7cUmdZtRRGrNnz3cHHDDev06/fg+4mTM/DR9SmkaPdm7ddasO/LvtprbW8BHZ02gY7R/RuHHV6KzBg3WpHD6q5GiuwiGHHOIHjayyyirukksuycvIHg3E0Sq00Qq0Gv6rZVB00CuGDz/80J/gqu8mU5NanKce7LLLLq5Zs2Z+lFwhFCxARB3Pl19+eXXH80EHHeTmzZsXPiwnhZqUo6sUnQ3py6wmKF3a5ovW1tIlu177T3/6k79iauilHj76aJHr2/f+OkGR7qbmKCtdeUyc+Jbr1m2Uf60hQ6YkzvoWhw8rDS+84FynTlXB0aqVc5Mnh4+w++gj5/bfv+q1tW/4tdemHw7cQBQSCguFhsJDIbJAc1vyTJ3uam7W9gn6feiKX8uhqCWjUL788ku3ySab+D6cZ555JiyuJe6Tn6PBAYWaTV/QAIkoKQ8//HDf/qkp9tr6sSEuWZNR05KamPRHVoeTmp4KdXmqIXU6c9B76QejduGG8NRTH7ouXe6oExCZbp07j/Qd7fXx7bc/uKuumpG4Kr01cYy+LXH8nOmvhErC/PnODRzoEmc7LnHkdO7SS6uuHApBP2j1lShI1OGuvpMSoeYpNVPpe6pmKzVfFcOzzz7rf4s6TuiEU/PMpub576JWCbWI6D2yaYaL+/JLGimqE4ATTzwxLMqLogRIRJPvtL2jvpgbbLCBX2O/oSi51aSkpiU1MampKV8jv9LRVZk2iFHbq74A6qP59NPiNOnoqmf48NsTV1jD64RDNjcd8MeNS3+5ny1dAZ1wwqP+dbt3H504yZ9bq6O+qBQSF1/s3Moru8SvTbPJ0s/xyBc1K9x2m6ZvVwVJr17Ovftu+KiiUVOOOsb1+1S/gDrMG8L777/vB+ToZDNqEdABs75NZzoxVCjpNbUzYCblsgCsRpepqbAQrR5FDZDIfffd5xdc04fv2rWrb4IqFv0R9WVUU5LeX01L2S7fnk9q69WEJZ0JaeKVBgFkM4TQatGiRX6JhhVXXD3xtz+wTjiku6nfYsyY1woykuq55z5xffrc59/nb3+bkPgu1K8pMmcaarvRRlUH8MQPzc2eHT6i8BYvdu7kk13iH6fqdsopVfcViUYtHnvssb5ZRM06Z599ds79h4Wg76yawKNRX+uss4678MILfROURTTLPJvN7cppCwqdsOpzJ5t+UF8NEiCig6X+IXXw1EH0qKOOMn8xsqUmo6itVU1JhZ6lmQ3tk9ylSxdfJ0280rj5fNNQy5p7Bqy2Wju36aZn1QmKmrfttx+Z+PeZXpQD+s8//+IDKhpGfOaZTyQuALIf9Wbx/muvudd22aUqOBJnZ4kKhA8pvnfeca5nz6o66apEo7kK1Pkp6n/Q5D91JOt78de//tV3Lpca1VMLBKrNX/VUyGlkUbqDZuiMM87wz1X/SjbKaRM8TfhUa8cpOjHJswYLkIiGzw0YMMD/42rdfW2Soi9MPqmJSE1F+iOq6UiJrKakUqKOxGjmrnYYU7DkgwIpagqIbssv38g1b75vndDQbcCA8X5pkv/8p37NBRZaT+vii5/2Q4q32upMN3z4jXm/KtNJyjHHHOPPts9aaSX3s9Y8KtBEMLPHH69aKj7xb/Xv9u3dWxk6ei00N0BzH/R90Aq6Wo4kDtQZvO+++/p2ff2eeyYCN9MwfYWkPqeel83VRDluw63RqerXyrcGD5CIOtCiSYQaIfHYY4+FD8mZDj5qGtIBVFc5ajIq1jBBi6i+0VVZfeqrH8ppp51WKzhq3v7wh1audeuTfGjstNMd/sD95pu298q3d9750v3lL1V1V1OnmjzrSycl11xzTfXZtuYMLQgnBpYSnUSNGOFGJE6qfv+/+uZjR7z33nvPL7Snv4FWZ9BaVYUa4llI+hza4jVad0vzvzTnLOwn0QmUfktq6sn2ZEStFPrblEIzXjZUT9VX9U5FI+r0d8rXiWmkZAJE1D9xxx13+LZOfVh1eOW67EhEX5zojF5NRPn+wxWSrpgOPPBA8xWT2rR32223OqER3vbc83g3ceLrfv2rUqQlJjTYQnXV4AvrPtuPJ87otTmQXkd7ShdqSGMhLE5cMam5RldMmhirNaUsS2dofapTTz3VL4mhm/bQVh9D3Gngy6WXXurndOjfV3MeLr74Yv8b0BB/DQvWoo6ZZplHdDWj19HyR3Gi+qreqa7G3n33XV+uHQvzqaQCJKIvu86e1TmkL/uQIUOy/rIrKNQEpD+WAsSyZ0mpeO6553Lus5kzZ051cCa76Qxcs+xfe+218KklScO91XEaXUVqOHg2E6hEPxo1cehza6LayJEjY3m2Lfr30qQwfRaNqBmrxRqzoJMyzfSOTso0kOId9bWUGZ1gjRkzxp8g6HMqOBS6+ltlmmVek5q69dxsA6dUqL6qd7o9QDSabVMNGc+jkgyQiC5To7VndImmtV1SHQCKPaqpWKJRYzqz0t8h3aixu+++u9byLzVvugpTeVz/JpqAqomouirTxFSNzkl1VaZZzieffHL12bY6D3VfOZgwYYLbcMMN/b+pmmVmpxk1pmbhqONZV2D5aBaOg6eeespttNFG/nOrRSNbWq5IJypagSKOVG/VP9WyS5rpr79JPredKOkAiaTr8AvnVajpp1jzKoop3bwVte9r3HwYGgpdNVVYmwFLkZbEiVZ31SxpLVkT0cmFrjL091F5r169/FVIuVE7v5pptJ6UOpO1ZLf2qYkUY2BKqdOsef1t9LvIlr5L+psVYiRkMajeqn/N30RNmuejcp1c50ssAkSiIYfROlUacqgz85ozu9XkU+40bE+jSfSZtVij1hOKhgHrphDVCsJqugs7FMuFrso0LDkKCi3eqaurqPlCB449ynwvDtEsY+1LE12VaYUHzeHQVWixhsaXMl2haQ5JthPotIaevjtx/Zup3qq/PkcqGqCkAQf5EpsAiUSTnqJlodW2WwprSxVbzbW7dNPESF2h1Gfxxzjp3LmzvxrV+P4oSHQVqpFWOoAWeiOdUqIJYp06dar+LmhyrlaarXTRTPJsF3LddtttfT9BnKn++hypRPNh1D2QD7ELkIiasdQmnmkxsXKmobpqxtEXptKaKBQguuIQHSy1M17UuV5pARLRfABdkaJKrhPodBWnpr84U/31OVLRSEYFiEau5UNsAwRV1M+h5rxKUzNAQpUaIKhLTdvqUM9EfSY6sKqjOc6ijvJ0KydrEEa6q5RcECAxR4DURYAgMnz4cH9A1fD2dDT8X4/TxMo4U/31OdLNe9MIRV2Z5WNiKgEScwRIXQQIImrr1wFVu4qmo8mlelw+Vj1oSKq/Pke6ybLqE9JjNDqvvgiQmCNA6iJAUJNGHWkeTDran10H1YceeigsihXVX58j3X7zGnCk0WkapVZfBEjMESB1ESCoKeoXSLd1bSVdgYhWo9CQ33R9JdkgQGKOAKmLAEFN0QS6dB3kldQHIpqtr8fdeOONYVFOCJCYI0DqIkAQUhNWujkelTQKS7Rqg+bQaQfK+iBAYo4AqYsAQUid6DqwpptAVwnzQGrSSgVacLI+M+8JkJgjQOoiQBDSMF4FiIb1plIJM9Frmjp1qv+baP04KwIk5giQuggQJKMJhek2XaqEtbBq0uoVWltwzz33DIuyRoDEHAFSFwGCZLSkiSbQaYmTZMp9Nd5ktJe6QkdrDFoQIDFHgNRFgCCZaAKdFllMptz3Awlpx0btl6OrEG3cZkGAxBwBUhcBgmSiCXQ77LBDWFStnHckrEnDfNXZrh0b67N/EgESc5UaIFckAmR4igA5KREgdxMgSEIbTKnJRnupJFOue6LXpC0ftP2DrjzquzshARJzlRogiUsQ51IESOISxDkCBEloGwgdaG+44YawqJo62vW7+u6778KikqR6qr7pBghEtPW3NuHTVXo+NuAjQGKOAEmCAEEK0QQ6dR6n8uCDD/qQ0f4qcaB6qr6qdzoKGg3x1dyPyZMnh8UmBEjMESBJECBI4+ijj/YHUZ2Np6KAady4sd9CupSpfqpnukAUDdnVcN18L9dCgMQcAZIEAYI0pk2blvFA+vbbb7vf/e53fsVa7fxZilQv1U/1VH3TGThwoP/MF1xwQVhULwRIzBEgSRAgSENn42uttZbr0aNHWFRLtKf66aefHhaVBNUr3bDkyLBhw/zjdOWVbwRIzBEgSRAgyODQQw/1cyC++eabsKiWffbZx08+vPPOO8OiBqX6qF6qXzrXXHOND48+ffr4/p98I0BijgBJggBBBg8//LA/sI4ePTosquXbb791HTp08H0mmTqpi0X1UH1UL9UvFe0NoiHLXbp0ccuWLQuL84IAiTkCJAkCBBn88MMPfiJdpjN4+fzzz/3QVx20R40aFRYXld5f9VB9VK9UNB9EfSNbbLFFxqus+iBAYo4ASYIAQRYOPPBAP4Ip3Vl8RAdrnfGr2Uh9D8XuWNf76X31/qpHuvCIZpm3aNGiXrPMs0GAxBwBkgQBgixMnDjRN2Nlu42tgkZXLHqORj8Va4iv3kfvp/fV+6cLPM0yb9asmZ9l/tZbb4XFeUeAxBwBkgQBgiwsXbrULz7Yr1+/sCgtjXpSB7zWntIkPr1OIeh19fp6H71fptFWmtfSunXrvM0yzwYBEnMESBIECLKk8FCI5BoCc+fO9ZP3dFWg36DWospXX4NeR6+n19Xr6330fuloBV4tZaL+kYceeigsLhgCJOYqNkD22su5VPs5N2/u3NCh4b1AHffee68/SKs5y0Ijojp27OhfQ53WWlL9/vvvz3l/DT1ez9Pz9Tp6Pb1uNiO/NK9Fc1r0nPrsLmhBgMRcxQbIkiXOLVoU3ltFHYw//BDeC9Sh/gR1pGe7DHoqGvWk11DzkQ7kum211Vauf//+fva35m3opj04ov/W/SrX46Ln6Pl6nWxW1RUtUX/wwQf751544YVhccERIDFXsQEC5Env3r3daqut5of21pcWLNSOgNpWVlcQGg0VhUOym8r1OD1ez8t1BeBTTz3Vv84xxxwTFhUFARJzBAhQP3fddZc/CD/yyCNhUV4sXLjQvfLKK/7qI7rp/+v++hgxYoSvt5q9CjHLPBsESMwRIED9qNNanc9qSlKfQ7o5FqVCfTfRLHPrdrT5QIDEXNOmTV3fvn3DuyuD1ifadlvnmjSpuum/77gjfBSQ0eabb16raUmT8HRmf8UVV/hNqLLdZ7wYnnjiCd/R3rZtW7coVT9gkRAgMaWzDnXCaWbqJptsEhaXv6OOcm7LLZ179FH1hGoco3NTprjEaWRVGZCjzz77zF+BnHHGGa579+61+i9++9vf+iuUQYMGuVtvvdU3QakDu9jmzJnjVlllFR9w8+bNC4uLjgCJoQceeMCtv/76/ovdqFEjt5eGtFaSSZOca9OmKjhCuk+BmsXwRyATzeZWH8lxxx3n2rdv7yf0RaGi+SNqQho6dKgbP368+/jjj8On59X7779f1Fnm2SBAYkRr3Oy8887+y6sA0bjxiuwD2WMPNQKH9/5q7FjnMuz1AFjoyn/mzJm+A3vAgAF+5nfNpi9tl6vlRi6++GI3depUt3jx4vAlTDTLvFWrVn6Y74wZM8LiBkOAxIC+PLp01mV0kyZNfNNVtDyzNsbRWv8VJXEG5j77LLz3VwsW6A8T3gsUhDrhNYLr/PPPdz179vRXCDVDZbPNNvNzNa677jo3e/Zs9+OPP4YvkZb6XzTUVx39GupbSgiQEqYv2pVXXunHqKuvQ6uHhqtrRmvy3HzzzUVfIbTBJILU/fRTeO+v9ANN/NiAhqLmJi3SeNJJJ7ntt9++1gRD/V632247d+KJJyYulse6d999N3x6Nc0y3yNxxa3f/+233x4WNzgCpEQ9+uijfs1/feG0xk2qxdHUPtumTRv/OI3KGDNmTPiQ8pPpCkTj67kCQQnRyZ06wG+44Qa/G6L26ah5lbLGGmv4vsxzzjnHX2VoaRN10h900EG+/KKLLgpfsiQQICVGi6btueee/kujDjMteZBptIe+nPpSaly4nqfhh1rWuWztvnvmPhD1kwAlbMmSJX7JkuHDh7t9993XNW/evE6o6H8HDx4cPrVkECAlYsmiRX45A42q0hjvYcOGpV33P/Liiy/6S2R90TbYYAPXq1cv/xq6TD7zzDNLavx63kyY4Nymm1YN3Q3pPpUZF8cDGpKG5mphx1NOOcV30Kv1oaFmmWeDAGloiS/HD7fc4oY1bepDQGci2WxUo2UQDjnkEH/VoXHhl1xySfVaPm+++aYfx67X01lNpn2fY+mII5zbeuuquR8KDa0hNHVq1X0qA1BwBEhDmj69auJb4kD/7BZbuFlPPBE+og6FhC55FRoKD4XIAo06SkL7Amjon4JEnXYaflhW1KmYOEPz+3/opv8u8nLWQCUjQBqC+ie0/EjiwO47hG+4QR0Z4aPq0CzZli1b+kDo3LmzmzVrVviQOjSS67LLLvOzajWSQ8MJv5g/P3wYAOSMACkmNbWcdZZzv/+9c40aOXf88c59/XX4qDreeOMN161bNx8c6623nrvnnnvCh2SkZRoOO+wwt0LiqmX4yis7p1EdDbgIG4D4I0CKRf0Q665bddXRvbs6KsJH1KGhfMcee6yfQKRNb84+++yc9wsI/full9zcHXesqseGGzo3fnz4EADICgFSaOp36NSp6oDdqpVzkyeHj6jj559+8rNWo2F8Wqrkww8/DB9WPxoG26JFVb26dnXu1VfDRwBAWgRIoaif4eCDnfvNb5xbdVXnLr00u21Wp01zj222mds4cWBv166dX0q6YJYude6886o6oDVz++ijnfvyy/BRAJAUAVIIamZS5/jyyzt32GHpZ01H3ntPe2v6K4Lv/vhH9/yttxZv/LdWET3ggKqrkdVX11Zn6ZcKAQBHgBSGZo5ffbVzs2eHJXUtWaKNjbWoVdVt6FDnGmqTmGeeca5Dh6og0XLpmmMBACkQIBb52AlPIaPnrLNO1QFbe3q88074qOJTvTS/IqrX3nunrle2fwe9TjqZygGUJH65ucrHTnjPPvvrmb42P3rssfARDS+8MgrnnOTyd8gUEJnKAZQkfrm5qO9OeJ984tyAAb/2NaiZq9T7GtQ3oyCpOds9179DpoDIVA6gJPHLzYV1J7yao520l4XO0OM82inXv0OmgMhUDqAk8cvNRaZ9KFLthHfkkVUHyXKZb5Hr3yFTQGQqB1CS+OXmwroT3uuvl9eIplz/DgqITDcAscMvNxeZzrwrZSe8XP8OmQIiUzmAksQvNxfshFcl179DpoDIVA6gJPHLzQU74VXJ9e+QKSAylQMoSfxyc8VOeFVy+TtkCohM5QBKEr9cC3bCq5Lt3yFTQGQqB1CS+OUCAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8P5nGhemzvajKAAAAAElFTkSuQmCC)
| Product Number | 4658-3-0V |
| CAS | 1260608-92-1 |
| MDL Number | MFCD07371711 |
| Molecular Formula | C23H18FNO4 |
| Molecular Weight | 391.398 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory