![Methyl 2-exo-(8-benzyl-6,6-difluoro-8-azabicyclo[3.2.1]octan-3-yl)acetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPMAAATzAGjVstTAAACrnpUWHRtb2xTb3VyY2UAAHichZZtb5swEMe/yonXi/HZGHCVpKpaVZrUbtLaSXs3ucRtkQJUQPPw7XcGkgaSgSA6c/7//HRnO/PrXbaGjS2rtMgXHjLugc2TYpXmbwvv9/P9LPaul/OERCTMq4X3XtcfV76/3W5Z8m4zsytylhSZ19Zf7aq0p9lKVpRvvuAc/T+PD08NM0vzqjZ5Yomq0quqcT4UiambUfynCz8z5SbN/VbuZ+Wmbe2v4O7lbFetvK+53FLdDaHwmq4tvBZlZmrYCM7o5d/gzea2NLVdwcue3JIFNPfl/PGuSD4zm9dUdC2kiVk/1eVnQo6sWNvkkxqjwve7hZchAaYuspuyNHtwJec2CEaAkWACMApMCCYCE4PRYJDTj+qRBEgKJAmSBkmEpEKSIekE6YRrR1A81tYN6Hn/YWlW8BPa39dzT4+zP3reW1pcsfAipjCQELIoINN9acbVl1PRkpAJmJIhgmRcBhEgiyU/Gs6k0JK+MBTqIOkAwUJOY6XcCcnQ+moyM2QiiDTMBOPobPfdVbdiD/Y0QsUwjjU1GislqDUlaEU6Qx3GUXww5IyUJKMx5uTUipycBdiYKOQKZpzpUEfOqkBIZ1Hr6Lyhk066nrtx9IZDAfaPEV7OX4p8dVKEdLXwXmgaTvLLvlaii74HRbmyJW0o14CTngKiD7hcGQdkH3CZdQTEJSA4A9R4D6oPuKwdB8I+4HJ8HIj6gNsR40DcB9z+GQd0H2h22zjh6nuha3bnBDMMt2MmAo7iAjMRcxwEvT0tJpjgLCqTiLrQzUSyYHgWmklkEP72zJtgBhnQnpETzCAJ2jP1yNxc3I7DLGjO4AlmmAXNmT3BDPd9c8ZPMIMsONwJo0xwvgaXGf/kPPMPtxsVz24+/+Ra9OnPwPIfcX5ZlQEBddcAADZSSURBVHhe7d0HmFTV/cZxFBBQFAti7BVrBBSNNQZRLFiJBdA/iL2gYsSGBQvW2E1sqAkSCyDGgh2wxI6CIoiCSLCg0hQFRCV4/vuezZ3sni0z89s75c58P89zH3TPndm5d3bOO/ee1sgBAGDQKPwBAACZIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAlL1ff/3VjRw50h188MHuN7/5jVthhRXcWmut5Tp27OjOPvts9/7771fbv1GjRn6rS7ryUlH6RwgA9fjhhx/cfvvtl6r069qqqu1nVaUrLxWlf4QAUA9ddaiyX2211dwNN9zgPvnkE/fzzz+7uXPnugkTJrhbbrnFtW/fvtpj0gVEuvJSUfpHCAB1ePbZZ31F36pVK/fRRx+FxXVKFxDpyktF6R8hANShR48evqK/+uqrw6J6pQuIdOWlovSPEADqsOGGG/qKPpurD0kXEOnKS0VijnDy5Mlu+eWXT70xSd90XxVAYTVv3tx/HpcsWRIW1Sv8PNe1lbrEHOGRRx5Z481J8rbBBhu4X375JTxMAHlEgDRMIo7wjTfecMstt5xr0qSJmzRpUlicKIsXL3brrbee/+O66aabwmIAecQtrIYp+iPUAJ/f/e53/s3o27dvWJxIDz74oD+eVVdd1c2ZMycsBpAnUSP6NddcExbVK11A1FauL8Ldu3f3XyBXXHFFt/nmm7sBAwa4BQsWVNsvSeo+A0ViyJAh/o1YffXV3bx588LiRFIo7rrrrv64TjrppLAYQJ5E3Xj1ZW7q1KlhcZ1qC4iqaivXZ171mX7PTz/95P7973+7U045xXXu3LnafklS9xkoAgsXLnRrr722fyNuu+22sDjRxo0b5zsFNG7c2L333nthMYA8iQYS6kuqbit/+umnfiChvrDqs3nrrbe6Dh06VHtMbQFRVbryyHfffedatGgR/jgx0h9hAenyTm/CNtts45YuXRoWJ16fPn388f3hD38IiwDkSSGmMlm2bJn7/PPP3ZlnnukOP/zwsDgx6j7CAtO3gGbNmvk34YUXXgiLS8LXX3/tVl55ZX+MjzzySFgMIE90W1mfwYMOOshPpti0aVPXpk0bP5li//793cSJE6vtny4g6iuvGkpbbrmlmz9/frhLYtR+hEWgW7du/gTr8rKUXXvttf44N9poo6y7EgJIJnXhV4/SLl26uF69eoXFiVGUATJ27FhfqWpKZU1sVsrUmLbpppv64x00aFBYDKCEffXVV/4uRFIVXYD85z//cdtuu62vUM8999ywOFbTpk1zzzzzjO8ZoUb6yy67LLXp//VzlWu/XHrsscf88a600kruyy+/DIsBlCj1xFpjjTXCHydG0QXIHXfc4StTLeaixq24fPPNN2748OF+LEm7du38oMSq9yLTbdpfj9Pj9Tx6vjjttdde/vccffTRYRGAmGma9qeffjr8cU7tvffebvTo0X6aePUw1bgQde294IILwl0To6gC5Ntvv3WtW7f2Fel9990XFmdNjVODBw92nTp1qnUeLfX93mGHHfxgIvWI0pgMXX3oX/2/fq5y7Rc+Vs+n59Xzx9EIpvuhCimNuNcfFoDcUAWutT/0OY7js5sp3ZrfZ599fH2iLsMaIH3vvff6BvykKqoAUZc2vanq+aBublaaluCEE05I9eLSpvEWu+yyizv//PP9N49sR4Brfz1Oj9fz6Pmi59bv0e/LdjqEkK5u9Hz6w0ryHxVQzE499VT/Odt55535nDVQ0QTIhx9+6LvO6Rv4a6+9FhZnRG0V6r2l54gqd1X2as+I+5aTnk/Pq+ePfpd+r36/tc1EA5f0zUTPpfYXAPFSd1x9+dMdhLfeeissRpaKJkB0aaeKU7eNsvX999+7c845x/fa0nPoVpCeR/c580G/R78valfR69Dr0evKlkJJz6ER+LpPCiA+e+65p/989e7dOyyCQVEEyJNPPunfVE0wptGZ2XjppZfc+uuvn7oKOOKII9yMGTPC3fJCv1e/P3otel16fdnQiHuNvNfjk9y4BhSbRx991H+uWrZs6WbNmhUWw6DgAaI5Z9q2bevfWDVgZ0oVrSrYqHFcle7LL78c7lYQeh1RCOj16XVmMxWLRt7rsWpb0Yh8AA2j8VYbb7yx/1xdddVVYTGMCh4g119/vX9TtcCS1srIhLr3agSnHqd2BzW+6w+kmOj16HVF7TF6vdl0S44meFObCoCG0Zrn+jwpRIqtrkiyggbI7Nmz3SqrrOLf2IcffjgsrtUXX3yRGmjYqlWrvPflzpZen16nXq9et15/JjQCP+pFpu5/AGx0u0q3rfRZ0m0sxKegAXL88cf7N3X33XcPi2qlUdrRZaiuWLROehLoder1Rt+AMh1trpH4UfBohD6A7KnBXJ8jNaAjXgULkPHjx/v2AW3673Q0DkMzV+oPQe0LmkMmSfR6o3YRHUcm41B0y0sj8vWY22+/PSwGkMbbb7+dWncnnFEXDVewAPn973/vK0ZdhaSjWWo1uFD7a+LBpIVHRK87mjhRx5PJ7Lsaka/9NUJfI/UBZOjXX90dO+/s1qn4/GjlP8SvIAEybNgwXymq/SOTAX7HHnus33+dddbxk48lmV6/jkPHo+NKRyPyo/BUozyADA0dWlHDNXKvrLaa+2Hu3LAUMch7gPz444+p9oA///nPYXENmmtK+2qUunWEerHRceh4dFw6vnS0v3pz6TEasQ8gjUWLnFt3XR8g7pZbwlLEJO8BorEeqjg19kNjQOozc+ZMP8W59te6xKVEx6Pj0vHpONPp2bOn318j9gGkcdFFleGx1VZavSksRUzyGiAaZa7R5qoINfo8na5du5Z0pRlN36LjTCfbcweULd3mbt68MkCefTYsRYzyGiDZfIseOXKk31eVZqmOxtZxRaGg400nm6s3oGwddlhleBxwQFiCmOUtQLK5j6+G460qLj1VWWoEaSmLRsjqeNNNYa+R+lH7kUbwAwho7jmFxworODd1aliKmOUlQLLtSaRR6dq3TZs2GU9vklQ6Ph2njjeT0fhVe7BpJD+A/9Jg2/btKwOkf/+wFDmQlwCJxjJo7d9MxjL89re/Latv2dF8YDruTGjkvvbPZAwNUDbuuqsyPCq+kLkFC8JS5EDOA0SjqX/zm9/4Ci+T0dRvvvmm31fzRy1SV7wyoOOM5svS8aeT7Sh+oOT9+KNza65ZGSAZdI1HPHIeIOedd56vGDOdz+nkk0/2+5944olhUUnT8eq4dfyZiOYR04h+oOx9/bVzzZo5t+OOumceliJHchog2c4oq55F0Tfx119/PSwuaTre6Morkx5WGsEfzWSsdhGg7Gl+OV2JIG9yGiDZrmnxyiuv+P21kl85ilZW1HnIRNW1VDTCHwDyKWcBYllVb+DAgf4xffr0CYvKgo5bx6/zkAnrao4AEIecBIh1Xe+od9EDDzwQFpUFHbeOP9P1UaQh68kDRe/XX50bMULTUlT2rmratPLf/fdXn/bKchRMTgLkL3/5i6/U1l57bbdw4cKwuE4rr7yyf9yMGTPCorKg49bx6zxkI5oSRSP9gZKhukPBUfG3XeemIMmijkG8Yg+QefPmudVXX91XaEOGDAmL66RV+vSYFi1apB2RXap03Dp+nYdMVy0UjezXCH+N9C+VGYuB1JQkq65aOaOurrA1MaKWhdbkqqutVlmu/VAQsQdI3759fQW44447VlxdZn55OWbMGP+49hpJWsZ0/DoPOh/Z0Ah/PU4j/ss1gFFCRo+uDIeVVnJu0qSwtJJ+rnLtl+XnBfGINUAmVbyhTZo08d+E33jjjbC4XrpaUQV46KGHhkVlRcef7dWbaIS/RvrrsRr5DyTaUUdVBkO6ziEq135HHx2WIA9iDZC9997bV2BHG97MqN2kd+/eYVFZ0fHrPOh8ZEsj/fVYraOuGQCAxNpoo8pgmDw5LKlOVyHab5NNwhLkQWwB8vjjj/vKSwskfaF7lFm66qqr/ON1C6ycRbcAdT6ypZH+GvGvx2sGACCxovU8liwJS6rT+Cft16JFWII8iC1AonUtLrzwwrAoIxdddJF//LnnnhsWlRUdv86DzoeFRvzr8dqmT58eFgPJkG2AVNQ/yL/YAqR169a+0jrttNPCooxwBVKpIVcgEk2F37hxY/fVV1+FxUAycAsrEWILEM3lpMZzNaJPTvem1+K2227zFR9tIJVtIDof2dLaItF0KDfccENYDCSHxjQpGC6/PCypjkb0gootQOSoo47ylVeXLl3CorTohVXJ2gtLLr30Uv/YzTffPKMJGYGi9fzzlcHQsiXdeItYrAGixnM1oqsSe+KJJ8Lieo0ePdo/rkOHDmFRWdHx6zzofGTjs88+S7VDjRo1KiwGkueQQyrDQQMGNXBQnXM0kFCDbHWFzkDCgos1QOTyiktOVWKbbbZZVt+CFT56nCrBbAYglhIddxQC2fZk69Gjh3/cvvvuGxYByaSu6Pp7VkjUte23H1OZFFDsAaJpxTfccENfmV133XVhcZ1UebasuFzV42bOnBkWlwUdt45f5yGbEH311Vd9+5OmM5kyZUpYDCSXPgeaNFFBoRUHmzSp/Ff///DDTKZYYLEHiAwfPtxXhFrwSAsfZWqXXXbxjyvXBZJ03Dp+nYdMadqS7bff3j+uX79+YTEA5ExOAkT22GMPX6kdd9xxYVGdNIZEjym35Wwj0bK22Yyluffee/1j1I1a05kAQL7kLEAmTJjgll9+eb+9++67YXGtogkVN91007CoLOi4dfyZTqT4/fff+2lL9Jg77rgjLAaAnMpZgMgJJ5zgK7fddtstLKrVkiVLUr243n///bC4pOl4ddw6fp2HTJxzzjn+Me3atfPTmABAPuU0QGbPnu1atWrlK7mHHnooLK7V//3f//n9zz777LCopOl4ddw6/kxMmzbNrbDCCv4xL774YlgMlKcsen6i4XIaIKIR0arkNEJaI6XTicaD6NaMlsYtBzrO6FZUpuM/DjroIL//H//4x7AIKD9aA2eddZzbcsv082chNjkPEI0F0choVXYaKZ2OehVtsMEGfv/7778/LC5JOk4dr447k8Wgnn/+eb9/8+bNy3b5X6CGtm0rx4ZceWVYghzJeYCIRkarwtMgOY2YTufWW2/1+29Z8W0ikwo1yXR8Ok4dr447HV2tbL311n7/AQMGhMVA+frnPysDRNOfzJoVliIH8hIgohHSqvS6d+8eFtWgwYjRLR3NLlvKotlzdbw67nSicF2n4nJ9ISNwgeo6d64MkV69whLkQN4CRCOkNVJaI6Y1cjqd66+/PnVbZ9GiRWFxSdBxRbfrdLzpzJs3z62++upldXsPyMoHH1SOVq+oZ9ybb4aliFneAkQ0UlqVn0ZOp7s1pbaT6NZOqS4yFS0epePMZN4wrbWi/XfaaaespjoByorWJNJVSMXnhKlOciuvAaKR0tHCUxpBnU60up6uXN55552wONF0PDouHZ+OM50PKr5Zaa0VXcG9yTcroG4VV+qpmXq5Us+pvAaI3Hnnnal7/hpJnc4xxxzj999kk03cggULwuJE0nHoeHRcOr5MdO7c2e+f6TgRoKypQ4oCRF17aSvMmbwHiEZMa+S0KkONpE5HDcXRrSyNeUj6rRu9fh1HdOsqk4bwf/7zn35/zdL7pdZCAFA/jSHbeuvKEMlibjlkJ+8BIho5rQpRI6k1ojod3b5p0aJFxqFTzKLpR3Q8Oq50fvrpp9TVypX0bwcyF61q2Ly5c4yXyomCBIhE38I1ojoTI0aMcI0bN/aPyaTHUjGKepbpOHQ8mbjmmmv8YzbaaKOM58gC8F+qXxQizNiQEwULEI2g1khqVY4aWZ0JzTir/dWQnLQQ0evV69brz3Tm3K+++sqtvPLK/jEjR44MiwGkozscK6xQGSLMGRe7ggWIROt/aGR1pvNe6TaOHhPdzir2NhG9vui2Vba3oaIOBJ06dQqLAGRKt70VIO3aqRE2LEUDFDRA1ICsEdWqJDOZxiNy++23p25n6VZYsfbO0uuKbtXp9ep1Z2rcuHF+LRU9rtymtgdipd6ea61VGSJ33hmWogEKGiASTSS42mqr+ZHWmVIbQtSwvvHGG2e8aFW+6PXoden16XVm2uYhumqJlvc9+eSTw2IA2dK4MwVI69YakBaWwqjgAaLKUiOrVVlqpHU21Isp6uKrQXnnnXdewac90e/X64gGCer1ZdLbqqoHHnjAP3bVVVd1c+bMCYsBZEszX2y/fWWI9OsXlsKo4AEiGlmtBmaNtM62stVtsKitQJvmltIEhemmSombfp9+bzS3lTa9rkzGeVSlAFpvvfX842+++eawGIDVv/7l58haXPHlbtGUKWEpDIoiQKRXr16+0tSIawtNB7LFFlukKm998x86dGjGjfNWen79nuhKSJteRybTk9Tm4osvTr3+X375JSwG0ACfdO/ubqr4fA3ab7+wCAZFEyAaYa2R1qo8NfLaQhMSqrtsmzZtUpW5pkzRcrFxN0Tr+fS80bTz2vR79fszmRixNv/+979T7TrPPPNMWIwMXHTRRf5qVu+F3h/9LX3zzTfhbihT8z/7zLVfcUX/GXvqqafCYmSpaAJEoi66GnmtEdhWGnB3yy23+GV0o8pd26abbupOPPFEf6tJlXU2tL8ep8freao+r36Pfl9DB/odccQR/vm6du0aFiEN3UKMrt5q2/Se6SpXY3Di/jKBZNHKqPqb0Eqp1i97qFRUAaIKWCOu9eZqBHZDqVLRGuOqOLQaYlip6GcdOnTwXW379OnjTjjhBHfZZZf5f/X/+rnK63qsnlfPH0d7y8svv+yfV9O7fPzxx2Ex6qHu0grdqu/PGWec4c466yy34447pjo0VN1WWWUVv8jZ5Zdf7t/DbNuqkFyLFy9Ofbm84YYbwmJkoagCRDTiWm+sRmBrJHZcFE5ql9DgxZ133jl1uyzTTfvrcXq8nqehVxtVKYAUVPo9uu2CzE2ePNm1bds29TcThcUXX3yR2kcVhgL66quv9lPnqMt4+P5qzI3eg9NPP909+OCDWV+hIlkeeugh/763atXKzZ49OyxGhoouQEQjr/XmZjrVuZXaXTSNypAhQ/ytDV19RJv+Xz9Xea5nwL377rv98a655ppFOyiyGOnLRvRFQCFy3333+f/ebLPNwl1r+PDDD/2aNMcdd1y1DhBVNw1yPeyww3xvOA3spFNDadltt938+6w7DrApygDRPWqNwNa3wrfffjssLikKDAWH/pAVJEhPV2wDBgxIzS12wAEH+PN4ySWXmCsELXb2xBNPuPPPP9/tscceqc4MVTfdtlTZBRdc4J588kn/GCSXBvuqjtE2YcKEsBgZKMoAEY3A1odWI7KLfb6rhtAtKx2nbp/E0ZZS6lRpq+1C50wBotCIztvvf/97/3MNxGwoXW3oy4uuPnQVsvbaa9cIFG1bbbWVO/744/3VzBTGFiSOrkD1PuqLQeKpntSMF+qE06aNc02bVv67//7ODRuWk+V9izZA5s6d60dix1UhFCM1lqvRXMeoe/SonwaZRj3g1Aj+2GOPpcp+/PFH16xZM19Wtf0jTmoXUftI3759feDrm2sYKGpfUTuLOoG88sor/nWheKmLt/6W9N4NHz48LE4OdQJRcFQcR52bgiTmziJFGyCib396YzUyu9BTlORC1HNI3XdRP324V1ppJX++NFAz/Lavjg0qy6T9Iy4//PCDe+GFF3ybma6Kooqo6qZGffUEU4+wRx55xM2aNSt8GhTYdddd598rtaepZ6V6YMa5nVWxPVWx/VSxuYZuFVe7bvr08BBcxWVyZUhUfOl2t9zi3Oef6zLaOX2Z0kS10Rrx2i9GjcIfFBPdRogaONXHv5RooKCOS/fa6fFTNy2BrLnFogr54IMPdt9rdtVAQ9o/4qT2O3XA0Nr10UqS4aau6j179nR/+ctf3HvvvcetywLTWJDauurHta1dsV1dsS2q2Fwc27XXVj+A0aMrf17xBctNmlS9LKKfq1z7jRkTlpo1Cn9QbEqxoi3lYIyTZmfu0qWLP0+6XaRv+nW1h8XZ/hEn3SLRaPg//elPvht4dMuy6qbux3vvvbcbOHCge+6552oNSORW1BNSt0Fvuukm3wMzrm14xfZBxba0YnMN3YYOrXkb6qijKoOh4vNRL5Vrv6OPDkvMGoU/KEaldqun1G/NxUHf5KPp8NVXX72e6pKP9o+4aPzQq6++6v785z+7Qw45xK2xxho1AkWbrlLqCkvkRvRl5ShVyElS8bfig2Hy5LCkOl2FaL+KK+O4JCJAqjY2Dxs2zF+JJHUbP358apnaYvu2XCzUUB3dUlAvp3Qj8wvR/hGnqVOnur///e9+mpzf/va3qRAZNWpUuCtySINSNSO4evclqlNL8+aVwZBucLM6dGi/Fi3CErNEBIicdNJJNb6lJXlTt1C+YVan9o6oW7O2bt26+YbqdIql/SMuGoui49EtL+RXjx49/LnXJKmJkW2AVHw5i0tiAkTTmqhbrzZd3id1i64+dByZVI7lQt22NZW/zo3aOwYNGpRxwBZr+4fV/PnzU38nY2Js8ER60ej03/3ud2FR8dqIW1hlQ9+yt912W/9Hqt5FcH4U8IYbbpgK1qeffjrcpU5Jav/IxrnnnuuPac899wyLkCPqZq1zrvD++uuvw+Li1bNnZTBcfnlYUl25NqKXGn2r1B+qKr5PPvkkLC4rWowrmjZE9/+nTZsW7lKvpLd/1EUVWHRe3njjjbAYMas6E/i1YTfZYvf885XB0LIl3XjLxaGHHur/WDWuoRxpJcd+/fr5c6Dt8MMPN02pXmrtH1VpZmAdm+b6Qm51797dn2uFtqY10YSucW2HVWwPVGxLKjbX0E2jzWsLiUMOqQwHDRjUwEFdjWsgoSaCve228hxIWMo+/fTT1K0XjWYuJ5o+Wx8sHbsmzdQ061al1v5R1WeffeZ7H6pXEJP95Y5m29bfYfRlJu4t9oGE118fHoKmRXBu331r7lt10zK+hi9p9WkU/gD5o1ld9Qe2zTbb5Hzt9mLxzjvvpBbz0bxRGjhnVartH1VFk/3pCg25oVkDos9hOAgwji3WgYQjR2rofHgIldTpRJMmKijWXNO5Jk0q/9X/P/xweU2mWA7UCyua5VXTWpQ6jXVo3ry5P9527dq56bXN6ZOFUm3/qEptQtHSBh999FFYjAZS+5Ku8DT+Y1Jtt4ZQLwKkwFSpqhJcffXVfffNUqSrK81gG13S635zHCPwS7n9oyrNm6Xj7N27d1iEBlA3cXXX1bnV3yeyR4AUmP6INVtrqf4Ray6oqJ1C36Q182lcOnWqXBekFNs/qtI09tG35BkzZoTFMNLtpejLm+ZdQ/YIkCJQ9TJa0ymUCi3IpPm+9CHVnE9xdhZYsuRnt/76+1d8+Hdys2Z9ExaXHM2bpfOohdbQcOrxF90+vk29lGBCgBSJo48+2v8xa1bWUqAV+qIGbi2+pHnA4vT225+5rbe+pOJ8XREWlSStya5zqXOqXkNoGC2JrPNZTh1YcoEAKRLqRRQtmPT444+HxYmhqepPOeUUfxzaNLPp4sWLw90a7M4733EdO97tBg16JSwqWfvss48/p5oaHnbl3IU+bgRIEbniiiv8H7WWbdUiN0mj+cqiuYR0O+7GG28Md4nNCSc84QPkmWfKZyS/lsjVudUXjTlz5oTFyJAm6dR5LNdBvHEiQIqIxjUkdToFteOss846/rW3bt3ad7HNlZ9+Wup22eVeHyCzZze8N1eSRB0SLrzwwrAIGYi6fmuAZrlPIxQHAqTIjBgxwv+BJ2lCN63mFq3Xsv3227uZM2eGu8Rq3LhZPjwOPfThsKjkPfvss/48a5Gt7777LixGPapOZKrJKtFwBEgR0lw8+iM/9thjw6KiottsWgRJr1Vbr169/FVUrpVj+0dVO+ywgz/fmvIembv99tv9edNaHyylEA8CpAi99957qdHHmvqjGM2aNcsveBS1d9xyyy3hLjlTju0fVWmN9ehWYRwDMsvBt99+68+Xztt9990XFsOIAClS0QqMu+66a8YLK+XLggULfGjo9bVp08a99NJL4S45U87tHxH9Paj7qc5/LjsqlJIzzzzTn6+OHTu6ZcuWhcUwIkCKlHrZ6D63/ui1Rngx0RxW0ZXH559/HhbnVDm3f1Slvwm9B+q48NNPP4XFqOLDDz90TZs29YN1X3vttbAYDUCAFDF9u1QlodlrczGWwkqDAvW6NJtuvpV7+0dEDcKaRFLvwx133BEWo4po/IzWO0e8CJAipkF5W2yxhf/jHzhwYFhcMIUMkHJv/6jqnnvu8e+Dun4zmrp2Tz75pD9HK664Yt6vlssBAVLktD64PgBaKS3X3WMzVagAof2jOvWCi9ZW0cSAqE7np23btv78XKb1wBE7AiQB9t9/f/8hOPLII8OigihUgND+UZMmAtR7oStVGoeru/766/252WCDDYrqFnApIUASQAsJRY2A//rXv8LivCtUgND+UZPG3Whcg96P4cOHh8VlS8smr7LKKv68PKzV+JATBEhCnHXWWf7DsN122xX8m2ahAoT2j9pp2hu9H+3bty+6Lt+Fcvzxx/tzsvvuu4dFiBEBkhCatmLNNdf0Hwo1nhZSIQKE9o+6aVS1FkXSe6JG43I3fvx4PwhXm/4buUOAJMhdd93lKwkN3tNgvkIpRIDQ/lG/Sy+91L8nmh2g3EUTTuoqBLlFgCSI+v7rNoU+HP379w+L86YQAUL7R/3mz5/vJ+DU+zJmzJiwuGwMGzbMnwO1f2g5ZeQWAZIwmjZEHxDNfjt16tSwOC8KESC0f6R33nnn+fdlzz33DIvKgjoUqMeVzoF6YCH3CJAEOuyww/yH5MADDwyL8iLfAfLLL8to/8iAvnFrvJDem9dffz0sLnka66Fj19iPJC7IlkQESAKpAm/evLn/sDz33HNhcc7lO0DUsUhtH2ec8UxYhMDpp5/u35uuXbuGRSVNo8w12lzHTkeC/CFAEuqiiy7yH5atttoq79NY5DtAkDlVpLq9qTFDEyZMCItLVs+ePf3fpOa9Qv4QIAmldSDWXXdd/6HJ51ocQoAUt2gMxOGHHx4WlSTNsKvA1GBbzbyL/CFAEmzo0KGpinzu3Llhcc4QIMVNa31HC5JNmTIlLC4pGlSrNT7096g1P5BfBEiCadRxtCrgqaeeGhbnDAFS/I466ij/HmmZ4VKm1QV1nGussYZfdRD5RYAk3FtvveW/aeob58SJE8PinMhVgKiXlbZDDnnY/ec/NadricqR3qRJk/zfhRb9+vTTT8PikqAR+NE8YFrvHPlHgJSA3r17+w9Rvvr/5zpAtD3++EdhMQGSpUMPPdS/T1oeuRRF41623XZbP8gW+UeAlIBZs2a5li1b+g/To48+GhbHLh8BctBBD7mlS6tfhRAg2XnnnXf8+9SsWTP35ZdfhsWJpnYeHZeOb+zYsWEx8oQAKRFXXXWV/zBtvPHGOV8jO9cBcsQRI/y/jz5avQGYAMnevvvu698rzeZcSg4++GB/XN26dQuLkEcESIlQaCg89KFSmCRRFBDPPz/d/9u164Pu55//d2uCAMneK6+84v8mNMhuzpw5YXEivfDCC6krq1Jt30kKAqSE6PaVPli6naXbWkkTBcSyZb+6ww8f7v97+PDJNcqRnWh22gEDBoRFiaNBs9tss40/ngsuuCAsRp4RICVGDen6cGlEriZejGN77bXx7u23P3Xvvjsrtu2zz2pOR181IJ577hP/3/vt94/UVQgBYqPpbvQ3oXmyNM1H+P4madNYDx3L2muv7RYuXBgeKvKMACkx6sqrUbn6kMW1rb76Tm7LLc9PVeBxbJocceHC6hPeRWWiq5DDDqu8CnnwwQ9qlCM70VTvpbJp/AcKjwApQYcccojvH7/HHnu4Tp06NXg76KBTXe/ed7uTThoV2zZw4Es+JKoKA0JTt+v/u3QZ6pYsWVqjHJnRWiHR5Jtbbrlljfc3SZuma996661ZurdIECAoGmFAKGC6dRvmf3b//e/XKEdmBg4c6MOD1QoRNwIERaO2gHj66Wn+Z3vtdX+t5aifRmuru7UCZNSoUWEx0CAECIpGbQFR9SqktnLU79prr/Xh0aFDB277IHYECLKW64GEoVGjphIgBlriNZorasSIEWEx0GAECLKW7wDRVYhWJKyrHLW79dZbUw3nmvYciBsBkkd3n9So3i0pchUgiI/WBF9vvfX8+zRkyJCwGIhFcmqtEhAGRrglBQFS/O655x7/Hml6m3wveYzykZxaqwQkLSjqQoAUN01tvummm/r36M477wyLgdgkvzZLEAIE+fDAAw/492edddbJ+czMKG/Jr80ShABBrqmrbjTZ4I033hgWA7FKfm2WIASI3SuvzHSTJs0Of4xANCNz69at3aJFi8JiIFbJr80SJGw0T2IDuuQ7QDQb7447DnadOv29xiqFqK5jx47+vbnyyivDIiB2yaq5Ei4MDQIkc/vv/4AfAzJx4jdhEf7r2Wef9e9Lq1at3IIFNafLB+KWrJor4bIJi0/GPeTee+Zq98Xk59zPS74PiwuqEAFy8cVjfYD87W/vhUX4r913392/LxdddFFYBOREZrUZYpFNgNzff83/XaGcvJwbeUV79+qDp7ppb/3DfT9nerh7XhUiQB577CMfIH37Ph0WocLLL7/s35OVVlrJzZ07NywGciKz2gyxyCZAvpjygnvlHye6EZdtU+N2l7ah56zlnr+zm5s4+kY3+9M33bKl1RdnyqVCBIhWMFSA7L77fbSD1KJLly7+PfnTn/4UFgE5k1lthlhkEyBV/bz4O/fZB0+5cY9d6Ebd0Mndd8ZKNQLl3r7N3RPX7ebeGnmu+/f7j7slC3P3LbQQASK0g9Ru3Lhx/v1o1qyZmzVrVlgM5Ez2tRnMrAESWrZsqZs78103acwtbvTgI90D569XI1C0Dbtkc/fSkD5uyr/udl/NnBQ+jVmhAoR2kNppBUq9H6ecckpYBORUw2szZCyuAKnNwvmfuenvDHOvDzvTPXrl9m7wKY2rhcmxezZyHTdf1XXt2tV38XzxxRfN4wQKFSC0g9T0wQcfuOWWW841bdrUzZgxIywGcio3tRkKbulPi9ysj8a68U8Pck/c1NX12ruVW6tVI1/xR1uTJk3c9ttv7/r16+eGDx/uPv/88/BpalWoAKEdpKYePXr49+KYY44Ji4CcI0DKyORJH7i7777bVzZt27atFibRtv7667vu3bv7tSTGjx/vJ+YLFSpAhHaQ/5k2bZpr3LixW3755d1HH30UFgM5R4CUMXX3fPzxx90555zjdtttN9e8efMagaJuoXvuuacfW/D000/7AWqFDBDaQf7nuOOO8+/DEUccERYBeUGAIEUzt77xxht+Er5u3bq5Nm3a1AgUbZtvvrn/V4GTb7SDVJo5c6Zv91D7x3vvEaYoDAIE9Zo+fbobOnSo7+HTvn37GmFy2WWX+Rlg84V2kEp9+/b15//AAw8Mi4C8IUCQle+//97ttNNO1ULkoIMO8j/Pl3JvB/n6669dixYt/LnXFSNQKAQIsjJx4sRUt9G//vWvvo1EFdkWW2zhpkyZEu6eE+XeDqI2K53zzp07h0VAXhEgyIp6aKny6tOnj/9/jUOIlk9deeWV3WOPPRY8In7l3A4yf/5817JlS3++x44dGxYDeUWAIGNTp0713Ua1ffzxx6mff/vtt26//fbzlZquTi655BK3bFnu2ifKuR1k4MCB/jzvsssuYRGQdwQIMqarDlVeRx55ZFjkA+PCCy/0AaJ9NOI9l2tSlGM7iNqZ1HVa5/epp54Ki4G8I0CQEY39iLqNvv/++2FxysiRI1O3WDRYcfLkyeEusSjHdpBrrrnGn9cOHTrktecbUBcCBBk57bTTUj2u0lFoRCPdFSYKlbiVWzvI4sWLU+NyRowYERYDBUGAIK2vvvoqNUr9rbfeCotrpdtXuo0VtYsMGDAg1naRqB1k551vdUuX1pxupdRoahmdyy233DLW8wg0BAGCtPr37+8rr7333jssqpcqOjWoR+0iamhXg3tcdtmlv1tvvSPcuHEfhkUl5eeff644zvX8Obz//vvDYqBgCBDUa968eak2DU0Bb6Guveriq+dQl191/Y3DCSec71q0WM9de+2NYVFJGTx4sD93G2+8ccXV1tKwGCgYAgT1uvjii33lteuuu4ZFWdEgQw021HNp8KGmj2+oe+65xz/fPvvsExaVDAVGNM7mrrvuCouBgiJAUCd1G1111VV95aWZeBtKz6dGeD2ftvPOO6/W6eIzpenMo0D65ZdfwuKS8I9//MMf47rrrusnuwSKCQGCOl199dW+8tpuu+3CIjN1P9UEjFrDQs/dpUsXP7raShWrnuf1118PixJP52rrrbf2x3fTTTeFxUDBESColbqNrrnmmr7yykU33CeffNKtssoqqXv79Y0tqc/RRx/tn0NhV2oeffRRf2x6H/R+AMWGAEGtbr75Zl95bbXVVjnrNqrpUPT8+j0rrriie+ihh8Jd0irldhAtN6xju+qqq8IioCgQIKhB99qjW0NaCySXfvjhB3fooYf636VNXYazaRcp1XaQZ555xh+X2qByOSUM0BAECGp4csTdbuM2jVzbzTbJS7dR3esfNGhQql1kr7328svtZqoU20G0xLCOSUsJA8WKAEE1y5YtdTeetok75g+N3KiKIMkn9fSKen1tuOGGbsKECeEutSq1dpCXXnopdVWVTZAC+UaAoJppbw51d5/UyD1w3rruP0t/DotzTrekttlmG1+BatU9dWNNp1TaQdQb7YknnvCdCnQ8Z599drgLUFQIEKT8+usyN/zSrXyAfDDm5rA4bxYuXOgOO+ywVLtIv3796r2VltR2kA8//NCH37HHHuvnuIqOV5umf5k1a1b4EKCoECBI+XT8Iz48hvZv45b+XPhuo7olpcWrVKF26tTJzZkzJ9wlpdjbQdQNV7emdEwHHnhgal2PqpvagDTmplu3bj5YgGJHgCDl0UHb+QB575niaUt47rnnUpXt+uuv7959991wF6/Y2kG+/PJLP+26rp522GEH16RJkxqB0apVKz/B5BVXXOFGjx7tr7yAJCFA4H026WkfHn8/a1X385Lvw+KCmj59utt22219patp5YcMGRLuUtB2EI2TUYP/bbfd5nr06OE7AIRhoW2zzTZzvXr1cnfeeaebOHFi+DRA4hAg8B6/blcfIO88cUlYVBQWLVrkl9KNKuPTTz+9WrtIPttBNC5D4zQ0Vb26HEezFVfdmjVr5tct17gWzUY8e/bs8GmAxCNA4GZ9/KIPj7+d0dItWTQvLC4q1113XapdZI899nDffPO/NdFz1Q7yySef+HU4Tj75ZNeuXbsaYaGtdevWfkDk9ddf71577TUmPkRZIEDgnrppLx8gbz7SPywqSi+88IJbY401fMWthZbefvtt//M42kFU8SuAbrjhBh8I0Xxg4aZbaieddJK/naarH6AcESBlbvaMt3x43Nu3uVu84KuwuGjNmDHDtW/fPnW76L777jO1g6hnl24x6VaT1jzRc4VhoVtUnTt39mujaLAjU4sAlQiQMvfcXw/yAfLqQ6eFRUVPXWN79uyZquij/66vHUSN11qYqXfv3r5ROwwLbRtssIHr3r27X4dcjePZzM0FlBMCpIzN++J9d/fJy7l7Tm3qFs6bGRYnhm43Rd1kV1hhBf+vbkOpW+yYMWN8N9n999/fd5sNw0KP69ixo+9uq1USv/jii/DpAdSBACljowcf6a8+XhrSJyxKnLFjx/qG7CgY9N9RY3vVTXNtHXDAAX6KdA3sY50NwI4AKVPfffOxG3zy8m7wKY3dgm+mhsWJNHPmTLfWWmtVCwytw96nTx83ePBgN3ny5PAhABqAAClTuurQ1ceYwd3DokTT+iKa9kS3tebNK+4uyUDSESBl6McfZvt2D7V/zP+CEdEAbAiQMrT4+6/d3/u1ci/+rVdYBAAZI0AAACYECADAhAABAJgQICVKPazq2wCgoahJSlQYGOEGAA1FTVKiCAoAuUYNU6IIEAC5Rg1ToggQALlGDVOiCBAAuUYNU6LCRnMa0AHEjdqkRIWhQYAAiBu1SYkiLADkGjVMiSJAAOQaNUyJIkAA5Bo1TIkiQADkGjVMiSJAAOQaNUyJIkAA5Bo1DADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8PwJhTwT9BUJiAAAAAElFTkSuQmCC)
| Product Number | 4H58-3-1G |
| Purity | 97.0 % |
| CAS | 1630906-57-8 |
| MDL Number | MFCD28166356 |
| Molecular Formula | C17H21F2NO2 |
| Molecular Weight | 309.357 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory