![Methyl 2-fluoro-5H,6H,7H,8H,9H,10H-cyclohepta[b]indole-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-55 |
| Synonyms | 2-Fluoro-5,6,7,8,9,10-hexahydrocyclohepta[b]indole-6-carboxylic acid methyl ester |
| Purity | 96 % |
| CAS | 1414958-94-3 |
| MDL Number | MFCD22689271 |
| Molecular Formula | C15H16FNO2 |
| Molecular Weight | 261.296 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-3-55
CAS: 1414958-94-3
Molecule Weight: 261.296
Formula: C15H16FNO2
![2-Fluoro-5H,6H,7H,8H,9H,10H-cyclohepta[b]indole-6-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABfHAAAXxwHZI26UAAAC5HpUWHRtb2xTb3VyY2UAAHichZZvT6QwEMa/SsPr29KZtlCMqzEak0v0Ljk1uXcXZFFJFjDA/vv2N112V8DCJrwo0N9MO8/TSS+vt/mSrdOqzspi7gEXHkuLpFxkxfvce3m+nxnv+uoyoUk0sajn3kfTfF74/maz4clHmsfbsuBJmXvt/4ttnfXmbCQvq3cfhQD/7+PD056ZZUXdxEWSElVnF/X+40OZxM1+FSMp/Dyu1lnht9P9vFq30f6hsI/g23rhfe3llv7dEMresmXK3soqjxu2RsHpET/Ye1qkVdykC/a6o8+SK9r71eXjXZms8rRoaGgjZEm8fGqqVUIf8nKZJisKRoOfd3MvBwLipsxvqiretUOWLeZeDFTFZWrDPO8+07n3mzaKVF7koYHIYzt6oXwoDEXwLdelcUDfHmjgMtKmpSWXKgpdtBzJLTggBMfcCEq7aDWaG40SLQ3cgHSuXI/QyAOI8EgLFQQuOhiljcZD7pngKtTOjYejSzciOBR9BjwQgXPtZgQnw4TiC1eRFi48cuMRV0KY09oRlXLRIMZwo4+ikQTKgJMe+u2Xxz52i6okk9+Wq6IhuI1nuI6EauMhB4nOvcCIA0MuA3GSEYV2yghDBx5ozY0yp71o6ghOesSBihsZHgopuJQGnfSIA7UlgpOIACOFHFrw/phc4jH5DMkQUeTERywYkIrHulkLATrPHoxYMOQmgC//oxYd//udBvRaFovOcB/1lZS3U/6kbzXaJMz2l7JapJV1BQWwU7sA9gFktqUcAHQB8hugpjOoPqCYbRxTgO4DmtleMQUEfSBgtjtMAWEfCJntB1OA6QOG2Q4wBUR9IGL7Q38gblyE/T+oUwdxJoGh2oLtu8NkmoHgQBYBPMMMNAcSHeQZZiA7SLY/7ZPMQHmwNdBnmIH4QHaBM36B0MGEZ/IMLABkGjBnGIcLziAoHKV2Mn7n/PvHywoNv11k/M4tx6e73dV/Su/4qTRvqX8AAERjSURBVHhe7d0J3BXz4sdxWa59p2snXFxlF2UJLbKVm72yZcsaiciSfQlR9nSp5CIiIXtkLzupiCxZQ5GkEn7/5zvP/zed83uep+fM72wzcz7v12te7m3mzHPOzDnznfmtixgAADws4v4DAAC5IEAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQIA0GjXKmMMPN2bDDY1Zdlljllmm+n/r37QOKAACBEiT7783Zrfdqn7Ziyx82X13Y374wX01EAkBAqTFjz8a06hRdUCssooxl19uzAcfGPPbb8bMnm3Mhx8ac+WVxqy6avU2G21kzPTp7l6AnBEgQFrsu291MGyxhTHffOOuXeC774zZaqvqbfff310L5IwAAdJg7NjqQFh+eWM+/9xdW9MXX1Rvq9e88Ya7FsgJAQKkwSmnVIdBjx7umrqddVb1a047zV0D5IQAAdJgyy2rw+Dll901dXvpperXbL21uwbICQECpMHKK1eHQZRKcW2r16hSHaWTTxNr24ouF1G29VTcvQMojcUXr75YzJ/vrqnbH39Uv0avRfEVool1lFCIsq2n4u4dQGnwBBJvhWpiHSUUomzrqbh7B1Aatg5E9Rq5og6kdArVxDpKKETZ1lNx9w6gNGwrrDPPdNfUTS229Jr6WmGpWOytt4z56y93DXJRyCbWUUIhyraeirt3AKXx2muFu0i5TjyxertmzYz5+GN3LepTyCbWUUIhyraeirt3AKWz997VF4xciklUbKVtaysmcXXtuuBipBZD/foZ8/ff7laoSyGbWEcJhSjbeiru3gGUzrRpxqy/fvVFw1bUjh9fXUlrK2qvusqY1Var3kYVtT/95O6lJrXWOv/8BS29tKilUC5POihsAwd7/KMsRVTcvQMorW+/NWaXXWpeRNxFAaDAiUJFXZtttmAfKgIbMMDdCq5CNrF2z2MuSxEVd+8AyuOxx4zp1Km66aiKnbTof3fubMzjj7tb527OnOqK+kUXXXCB2msvY77+2t0SVjGeQHIRZVtPxd07gHRSGb16T9uL1EorGTN0qLsVpJBNrKOEQpRtPRV37wDSa9YsY046yZgGDRZcrDp0iF40lnaFbGIdJRSibOupuHsHkH7PPGPMuusuuGCtvroxw4e7W1WuQjaxjhIKUbb1VNy9A0iOn3825sEHq4fXiOqXX4w5+ugFFy0tHTsaM2OGu2VlKlQT6yihEGVbT8XdO4DkOOig6guOKttffNFdm5uRI41ZY40FF6+11qp/hNk0+PRTY04+2Zj27asHTXQVqol1lFCIsq2n4u4dQHKcc86Ci45aWXXvbszvv7tb1U8XvkMOWbAvLccea8zMme6WyTdhQnXLtsw+MnUV3xWiibXdJhdRtvVU3L0DSJY77jBmhRUWXHw23dSYcePcrXIzbNiC0WW1VN2Bzx492t0qmd5915gDD8xuzrzYYtVh8uuv7tbZ8mliHSUUomzrqbh7B5A8qujdY48FFyDdXffqVd25LSqV6bdrF+xnZtUyuEEDc8epp5rZKrZJotdfN2a//RYcGy1LLFFd/1OB44QRIABq0lhX/ftX3x3bC6X6M+jO28egQeb5FVc0J1ftZ62qZeONNzavvvqqu1V8vfCCMa1aZQfHkktWN2POpWVVShEgAOo2ebIxzZtn321fdlm0YTn+38ypU83JbdpU7WaRYFlsscXM2WefbebOnetuGh9PPmnMzjtnB4dCVfVDqtOocAQIgIX7809j+vSpvuO2F9GmTY2ZONHdMie33HKLWW655cIgady4sXlL843EyYgRxmy3XXZwqG7o3HPrnm62AhEgAHKjZqfbbrvggrrUUsb07es10dSUKVPMrrvuGobIElVPNhdddJH5w6eepVAUlPfdZ0yTJtnBoWa3l1xCn5ZaECAAcqeiq6oLfVCUZS+wappaFQhR/VUVPH2rAmipqiCyQbJtVUCNV1CVkkJr0CBjNtkkOzgaNqx+8tKQLagVAQIgOhU5NW684GK73HIqm3K3ysnEiRNN06ZNwxBZcsklzdVXX131QPCnu2lB/a26l1tvNWaDDbKDY511qhsQaORhLBQBAsCPLsBnn13d/8FefNu0MWbqVHfLes2verK5/PLLzT/+8Y8wSJo3b24mqxK/wH6fPds8c8MN5nn1ks8MDo0urPlN5s1zX4I6ECAA8qPBAjfeeMGFeMUVzXQVCXl47733zFZbbRWGyDLLLFP1MNDf/F2AKXRnzpxprrrqKrP66qub5lX7vr5q+UrvV5NkDRni1bKs0hEgAPKnjoEaerxBA/N91UX59qrlonbtzHfqSBiRKtLPO+88s/jii4dBsvvuu5vPPftbTJ8+3fTu3dusvPLK4f5Wqlou2XJL8/0DD3g1AkA1AgRA4YwebZ5Zf33TpeoCvXLVsuqqq5phGtLEw7hx46oeDjYLL/rLL7+8uUNDreRo2rRppmfPnsHr7D607LDDDmakBn1E3ggQAAU1d+ZM0/u447Iu2occcoj5qbbRZevx+++/m+7du5tFF1003Nfee+9tvl7IFLpa161bN7P00ktnvYcWLVqYp59+2t0ceSBAABTFqFGjzFprrRVewNdYYw3vO/8XX3zRNGrUKNyXiqPuueeerG3Ut+SEE07IqojXsueeewavR+ERIACKZsaMGaZTp05ZF/SjjjrK/KIJqCKaNWuWOfHEE7P21aFDh2BMrSOPPDKrzkRL+/btzRvujH4oKAIEQNENHz48aP1kL+7rrruueUZT4XpQMZRenxkWdlFRl4rL3n//ffdlKAICBEBJqFJbTwz2Yt+gQQNz0kknBU8WUahyXfUgbnDoKWTSpEnu5igiAgRASQ0dOjSrSe2GG25oXnrpJXezGh544AHTunXrrODQGFpqVVXy4U8QIEAAlJxaSu21115ZTxBnnnmmmVPH8CGnn356VnCohZX+bWGtsVB8BAiAshkwYEBWPw31+1ARlatt27ZhsZf6dqg4DOVHgAAoK/UwV09zGyJqTXX++ednDe3euXPnMGAQHwQIgLLTWFf9+vULxr6yQaIxsTQ2ltjiLs0hgvggQADExscff2yaNWsWhog6BV5xxRXhcO/777+/+xKUEQECIFY0D4jmA8nsUa45QvTfY445xt0cZUSAAIilDz74wGyzzTZhiGhRr3bEBwECILZUkX7hhReGAaKOiIgPAgRArP3www9hgNx+++3uapQRAQIg1j766KMwQDSmFuKDAAEQaxpt1wbICy+84K5GGREgAGLtscceCwOEUXbjhQABEGuDBw8OA4Sxr+KFAAEQa9dff30YIJriFvFBgACINY2LpfDQMCeIFwIEqbfddgOCJRdRtkVp2GlsNQsh4oUAQepFCYUo26I0NEWtAkSDKyJeCBCkXpRQiLItSqNVq1ZBgLRs2dJdhTIjQJB6UUIhyrYoDTse1kEHHeSuQpkRIEi9KKEQZVuUxnrrrRcESNeuXd1VKDMCBKkXJRSibIvSWG655YIA6dWrl7sKZUaAIPWihEKUbVF8c+fODfuAXHfdde5qlBkBgtSzoRBlQTx88803YYAMGjTIXY0yI0CQem445LIgHsaPHx8GyMiRI93VKDMCBKkXJRSibIviGzNmTBggr7zyirsaZUaAIPWihEKUbVF8Dz/8cBggEydOdFejzAgQpF6UUIiyLYpv4MCBYYBMmzbNXY0yI0CQelFCIcq2KL4+ffoE4dGgQQMzf/58dzXKjABB6kUJhSjbovh69uwZBMiKK67orkIMECBIvSihEGVbFN+xxx4bBMiGG27orkIMECBIvSihEGVbFF+HDh2CANl+++3dVYgBAgSpFyUUomyL4mvRokUQIG3btnVXIQYIEACx1aRJkyBAOnbs6K5CDBAgAGJrzTXXDALk1FNPdVchBggQALG15JJLBgHSu3dvdxVigAABEEuzZs0KOxH279/fXY0YIEAAxNIXX3wRBsjQoUPd1YgBAgRALL3zzjthgDzxxBPuasQAAQIglp599tkwQMaNG+euRgwQIEg927dj++0HmAkTfnBXZ6EfSHwMGzYsDJBPPvnEXY0YIECQejYUtBx//KPu6iwESHzceuutYYDMmDHDXY0YIECQejYUWrceEvx3zJjP3U1CBEh8XH755UF4LLbYYubvv/92VyMGCBCkng2FYcM+DP57wAHDzJ9//uVuFiBA4qN79+5BgKy22mruKsQEAYLUs6Gg0FB42DCpDQESH0ceeWQQIJtuuqm7CjFBgCD1MkNBxVe2OOu33+Y5WxIgcbLffvsFAdK8eXN3FWKCAEHquaGginT9/5tuqtk01N0W5aPgUIAoSBBPBAhSzw0FNeVVk97mzf9rvv9+VsaWNbdF+ajoSgGioizEEwGC1KstFM4/f3Twbxde+HzWv9e2LcpDlecKEFWmI54IEKRebaHw3XezgicQPYlMmvRj+O+1bYvSU7NdNd9VgKg5L+KJAEHq1RUKN944Lvj3rl0fC/+trm1RWuo4aDsRqkMh4okAQerVFQpqhdWqVXXnwhdf/CL4t7q2RWl9+umnYYDcf//97mrEBAGC1FtYKNjOhQcdVN25cGHbonQ0eKINEA2qiHgiQJB6CwsFhUaHDvcH6x98cMJCt0XpaPh2GyAa1h3xRIAg9eoLhRde+DxY36bN3fVui9K45557wgDRxFKIJwIEqZdLKNjOhblsi+LTFLY2QDS1LeKJAEEqzJv3p+nb9zXTseNwM2VK9tDfuYSC7VxY27bvvfdd0OT38MMfqrFvFMdFF10UhMeSSy7prkKMECBIvK++mmk6d34ovPgPHvyuu0leHnvs43DfO+10p7nvvvGG0cWL69RTTw0CZM0113RXIUYIECTa6NGfmd12GxRe4NWnY+bMue5meVFY3HnnO2bHHQeGf+eUU0aZH36Y7W6KAunYsWMQIE2aNHFXIUYIECTSH3/8Za655tXwgt606R3mttveNH/9VbxHAxVz2eHgteyxx2Dz3HNT3M1QAG3btg0CpEWLFu4qxAgBgsT55ptfzRFHPBxeyNV6auzYr9zNimLOnPnm6qtfDv+2losueqHWoeHh59133zXLL798ECAaUJHZCOOLAEGiqMnt7rsvKLJS66lyFCW98sqXZs89h4bvo127e6sufN+5myFHamk1YICeJJuGra/sst1225mXX37ZfQligABBIsyf/1fQyiqzyOqWW94oapFVfWbMmGPOPPPprPekOUb0XpEb9Tg//vjjzXLLLZcVGhpIcfHFF8/6t8MOO8x8+eWX7i5QRgQIYu/bb2eZI48cEV6oNZvga6+VpsgqFyNGTDK77npX+P7UIuyzz352N8P/+/nnn6uC9iaz1VZb1Xja2GijjcxVV11lvvvuOzNv3jxz5ZVXhsVZWpZeemnTu3dvM3t26Z86URMBgljTIIeqrLYX52OPHWmmTfvN3azs1JT46KMXhJya+9Y173qlUjHUEUccEYRAZmior8ehhx5qnnvuOfclAYVJly5dzKKLLhq+Zp111jFDhw51N0WJESCIJY1RdcMNr4ed+/RfDb+uf48rFacNHPi22WGHBc19TzvtCfPjj5V7t/zjjz+avn37mn//+981njb0b1qnbXLx1ltvmV122SVrH82aNTNjx451N0WJECCIHU32lHk337LlkKDSOinU3NcO0Gjfv/qrVBI9TeipQk8XmRd8PX1oitp8KsXvu+8+s95664X7bNCgQbDPr7/+2t0URUaAIFZefvnLrCKrLl0eqTFveRL8/vt8c+WV2c19L7lkjJk9+w9309RQUZPqL1SP4T5tqL5D9R6q/yiE33//vep4XmKWXXbZ8G/of1922WVmzpw57uYoEgIEsaCiqf79x2YVWfXr93pBiqz++usvM378eDNixAhzzTXXBK1+jj76aPOf//zH7L777sF/9f/171qv7T788MOC9D946aUvs0b5VXPft99Oz9OIju2oUaOqnrg6mCWWWCIrNNSySsdULa2K5auvvjKHH3548BRi/+4GG2xghg0b5m6KIiBAUHaqFD/mmJHhRVZPILrw5uOjjz4yffr0Mfvss09WK54oy4orrmjat29vbrjhhryGFJ8+/XfTvftTwWdr3Phis956B5mLL+5r/vgjuU8junBffPHFZt11161x3NSX44477ijpKLqvv/662XHHHbPex6677loV1m+7m6KACBCU1ejRb5nmzS8Pw+Ooo0YEdSA+fvrpJ3PttdeabbfdtsZFLXNRC55GjRoFTx920f9fe+21a2ybuWhYDXV2U/GJj+HDPzCbb97VrLzytlV3zIsbdZBT0CXF/Pnzg6ezfffdN+inkXlsVlppJXPKKaeY9957z31ZyeiJcciQIVnnUS23jjnmGPP999+7m6MACBCUxZ9//ml69epVdeHZouou9jDTpMkVQUdBn054ejro1q2bWWaZZWpc9Bs3bmxOPvnkoEjj/fffr/fir/4Fugjee++95oQTTjCbbLJJjX02bNgw6J/wyy+/uC+v12effW122aV1uC+955tvvtndLFamTJkSnCuNjOsei5133jm4aNd3XEvpt99+MxdccIFZaqmlwve5wgormKuvvjroW4LCIUAK7KSTTjIbbrihOfPMM83IkSPNN998425S8dRaRsUL+mEvttgyVXf/rc0zz0Qfgn3mzJnmrLPOMv/4xz+yLmpbb711UJehYpZC+OSTT4L5KXReM//OqquuagYOHBi5rkR38tpfZk/rvffeO6iEjgtdaBW6rVu3zqpf0LLaaqsF3++JEye6L4sV3VgccsghWe9dFfx6ikJhECAFpB9c5pc18wensvhzzz3XPPTQQ+bTTz91X1oxnn76abP66quHx0bl5V98MdXdrF7/+9//zD//+c9wPyqqUGW4ysKL6ZFHHqlR1q7/r0r3qNR/YeONN876npT74jZp0iTTo0ePrHNkl1atWpn777/fzJ1b2OHyi+2ll16qUazZsmVL88EHH7ibIiICpEBeeeWV8JFZ5cOZvWZrW1RmrC+x7uRUXOJzAUoSFVmpWCHzuKjYKWpFsoqNOnXqlHUs99xzTzNhwgR306J64oknsi7+Koq688473c3qpeIWFZVlfp5jjz22pBXQavaqXt32qTBzWWONNYIbn6Tf9Ki1mM5P5k2Hfqcnnnhizh0ZURMBUgCTJ08OijP0pVSIqJOUyoTfeOONoHxbFwjdAblFLe6iZo/NmzcPLqx33XVXUBav4o6k+/bbb4OKavs51bpJT2JRqSmummja/agFkIoJy0XFPGqJlNl8VRW2PudMn0N1K3Y/Ki577bXX3M0KSnVCmvlv5ZVXzvoeKuRVpPbwww9HDvi4U7HnOeeck/Vb1M3c9ddfn7rPWgoESJ5092LvRPXD0yN+XfQF1VwH//3vf81pp50WDMOQ2RGqtkU9edVap2vXruaWW24xb775ZqI6Sj377LNZd336LKqUjUr7UUWo3c+BBx5oZsyIx/zkutBn9oxWKyWfwf7UUmi//fYL96M6kgsvvNArkOqiJx7V2+ywww41vmtqnaa6malToxcpJo2eqFTkmfn5NfeI+rQgdwRIHnQh1xOD/QKqlUdUqoDVnfU999xjunfvHtyp6w7d/XFnLnr03nLLLc1RRx1l+vXrFzzx/Prrr+6uy0pFBroYZTb3VDNPn1YwDzzwQHiXr/2pR3PcTJ8+PasISK2TfEJEbrvttqwbC9UTffzxx+5mkejGQ0/Cbp8YhZQupI8//nhwzirN6NGjzRZbbJF1TDQbouqCUD8CxJN+bLoLtl86PSEUklr+DB8+3PTs2TMoTrBFZAtbNDidWp1cd911wR17ue7Q1ZpI9Tv2fenJQSHgQxc2Gx4q4nvsscfcTWJDxZb7779/+Ln1JOL79KDAyJxcSYFy6623upstlOqL9NSqVmnud0X9XtQUWcWLlU71cwptNWKwx0ffORUll+s3lBQEiCe1VLFfNl3g9SUsNjVLVSsg3dmrh/Raa61V48LgLqoz0DATV1xxRXDxnTZtmrvbgnr++eeDilf797fZZpsgDH2o9YxtmKAL6KuvvupuEjv6HmSGiOpEfCl8VISV2dxXoVRfpzgdJz2dusOmq9xfNxjPPPOM+xKY6nlKVAqQWaelGzfVY/reCKQdAeJBX6jMC2QpW8y4VAejclsNYqcnotoGsnMXXeDbtWsXtIpSs9F8humw9ER26aWXZhVZqYWLb5NP9RWxdScKkbrmiogjFW1mFmf5tM7KpKbJmedVTWzdxgPqha8hVzbffPMa51tl+3oq/eGHH7Jeg9ppdAA1u888huqQqqd6ZCNAInr00UfDi6QqTuPYUVBFF3oSUMuSjh07Bl9+96LiLqusskrQHFYd81TcFGWIDT3VtGnTJtyXytk15LYvNTbIrFtaWMOEuFKdiK1YVxPffJsZ6yZFzXszz5kGKlQRn86xO2y6QleDDOopDn6eeuqpGvOY6MZLrS5RjQCJQBPa2MpNVXSr8jsp1PpGrYVuvPHGoFhF5eLunNPuoroL3UmfccYZ5u677w46XrkVrWPGjMkqStOw3flW+GqYbrs//e2k0vG2xSHqbOgeOx8qwqytk59d1LhC55iy+8JQ0VX//v2zmjqrKFA3Wj5D2aQNAZKjzz//PCzb10UhDY+zKl7SaKW33357MF7U9ttvX6Pc3F20XpW7alGl2eEyQ0h3xPk2MVbrF3s3raamSS97zgxDjVBbCGqkkHlnrON13HHHMTNfEemJUt/5zO+7glzntBA3BklFgORAlWuZZcuDBg1yN0kNVQKrg9ngwYPN6aefHoSE2/TTXdQ6Ss2QC2G33XYL9qmQ1vtIOoW07SekVj6FumvVbH/apwK9UPtE/TRihMYHy/z+66lbT+KViACph/ot7LHHHuGXpXfv3u4mFUFPBhrrS63P9APKLHPPp74jk8bJsvvU8BlpoUYO9nOpNVy+VEdk+wppIiyUnupC//Wvf2UFiRqxfPZZeiYLywUBUg9VRNovyBFHHOGurlh6pLfl+2ovXwi24lzlzWm7q7YDMGq4knyHPlczXPudLPfgi5VMN5eafyaz469urM4777yytswsJQJkIdQG334x9BTi04s6zdQnQcdG80TkWw6sIgB7rDWvddqo2a39fPnWhWj8Ku1HxVdqHIHyUvNo1f9lNmHXb0JF3VGH+k8aAqQOGszQfhnUDFb1IMimEVztMVKz4Xzo6U77UZPXtD19iC4kti+HWrblY/311w/2o3GzEB8a/NTW4dlFDVM0UndaESC1UBGBLZ7RnUQhOtotjFrVvPDCC8FwChrdVeXaWjRGkcbG0n/tv2m9ttP25Z6ASONv2VZbGmfJl0ZItbMJHnnkke7q1NAIAvqMmqBJrfp8aDBOe3HK90kGxaEhiDRUTGaQHHzwwamcsoEAcaivgy3TVJ8P9f0oJN2JamA7lZ2qt2vmCLM+i16v/Wh/2m+pH5kPOuig4H2ohZHvcNhqwWU/T5pbs6gDmv2c6uTpwzYL1sjPjGMVX2p9pwYTmS0YdeOQthAhQDKoV7nmmNDJVnlmIQfuU6cyTXdb36CICgSNX6U7GD192EX/X/9eX+Bo//o7xZ5LwtLdlv3bmmTJh8Ztsu8937qUuLNzrGssMx8aDl+vV6U84k8hr3NtfyOayiFNCJD/p1YTmaOWahTTfKloRnNz1zU+lTqDqQOfOvLpzru+QfIsbaftbQdAd7gFu+jv6u/rfRSLOg7auyzf4qe11147eL0G+ks7O/ugJjGKGpYaTNPOT16I5sAoDTV0sOetT58+7upEI0BMdee5vfbaK7zwapiCfGhgO7Xgcmd6UxO/Aw44IJjCttD1F9qf9qv9u+Mi6X3o/eh9FYNt6qyiv6g90VW/ZN/ngAED3NWpo7nc7eedOHGiu3qhNJy7fW2ShtGBCUs28hmdOY4IELPgrlCLyvSj3hlaqgPQHb/bc1stMfS0UKrxifR39Pf0dzPfh96X3p9vXUVdNKCf/RuaBjWKJ598MnytRp1NO7XUsZ83ah8Oe5Oj6W6RLLb3uiYaS5OKDxANg25/0DvttFPkO2hLRUruUNqquyj33Av6+5nzkWvR+yxkZbUCSaP5at9Ri6FUmazX6RE/jc13XZqlUBXg+sxRijPU4s0+WSZ5gMlKpXG0dO7U2CRNKjpANASHLZvUeEWaWyMqtbawXw67qC4lbsNo6/24M9PpffvO1+HSYH7ap5rjRuncprnh9TrN/VEp7OjFqr/KlYbYt+ct3z43KD2NkGzPX7GKksuhYgNEF1R7R6e7Ap9Z8/QaTShlvxiqA9AXpRSzE/rQ+9L7yxx6IZ8ZAzNpwie7T9XF5EoV73rNZptt5q5KLfukGmVoHFvPpCe9pI9QXIkyx3lLwsyauarIANFkSbY5rSbe8TmhGkwts0mt5gBPSrt8vU93znJ9nnwonOxw91GaqGq6Xb1GQ7dXCjsuljqI5kKBYYsIO3fu7K5GAmQ2FtEoF2lRcQGicWtUCakTqbJoFQ1EpSlK7bwA6i+i3uG+Fe/lover923H79HnyXfqVTtGk57sch36pW3btsFrVE9TKWydlGaAzIVGHbAXH42IjORRB1872sI555zjrk6sigoQjYJq7/60qEVSVFdeeWX4et25J31iKb3/zCcpfT5fGvPH7ifXMOIJpH7du3cPg7mYfXpQXJo3JMp5T4KKCRDdcduLlRb11o4qMzxU6fvOO++4mySSPoc+T74horssOw+45kjPRSXXgaheIxe2I6qe1pBcaqGo86iOv2lRMQGipo/2AqlhyKNWdOuO2rbYUhHYp59+6m6SaPo8tmhPnzPXJwiXOmFqHyoSmzZtmru6BlvspfqTSmF73ufSCktjJ9nvbSFGR0D52OkhNKd6WhpCVESA9O/fP/wRaiyhKM1MRRXMts5Dd+pTpkxxN0kFfS77JKLP61OxrsEno1zw+vbtG4ZWJRTPqBg1Sj8Q+9Sr4zN16lR3NRIkc9BQDayZBqkPkEceeSSsKNY8ClFbSulE2zoC/TctxVZ10efL/Lw+X3Q71WeLFi3cVTVoAEb7oxo3bpy7OnU0z7v9vLn02m/WrFmw7bbbbuuuQsJotGx77gs5UGs5pTpA3njjjbDlgwavizqUsjrZ2X4eCqGkV5jnSp/Thq4+f9TOhhdccEHwWt1pawDAhdEc0vZHlbaRSmujzqv289b3fdT4ZvZpRS3mkGwaTcAWg1933XXu6kRKbYDowmSLY1TmOHr0aHeTeqmM2v7YK+0HrM9rP3suZfWZMsvtVURVH9t/pFOnTu6q1LHfKT3d1VcPN3DgwPA4pv3Jt1LYUQg0BW4apDJANJigWvXoRCnxhwwZ4m5SL7W9t3cL6nSXtH4e+dLntZ0NdRx0PKLYYostgtfm0jxXneO0rYKk1BNilZqmR9Zn1SRg9WnXrl2wrVq2IR322GOP4JzmUrybBKkLEBW3ZM5L7PPkoMEB7Q9dw35ErTdJC31uO+yJjkeUUXwvv/zyMHzqa7GWOf+8ih3TSpXguc4LoUEX7XTBGrMM6XDiiScG5zQtY7+lKkB096piEHsx0hziPtTB0O5DY0dVssxB4KJ0vFRo5Dr5kQaxVDFj2i+Wmd+rSZMmuauzaKh3u63GUUI63HDDDeF5zXW0hjhLVYCcd9554clp1apVpDtmSyNl2vk8NHptfeXUaafPb0fx1XGJMpJo06ZNg9dtueWW7qoaNBGWttWYT1Er7ZPCHsdcWlR16dIl2FZ1JfPmzXNXI6EyWx2OHTvWXZ04qQmQzArHJk2aeM8tYTv7aInbkOzlouNgj4mOT67U0sS+bsKECe7qLCNHjgy3veOOO9zViac56u3nq68FjuqfGjZsGGwbdX4VxJv6WtnvgU/dbNykIkD0iG87+qmVw5dffulukhN1ZLPT0FbS4H65sAMA6vjk2uFPZf62GWp9waMnnU022STYtlGjRqnpqWtp/CN9tmWXXbbep7jMMcXU+QzpoZsDjQCuc6sSk6RLfIBoilDb8W255ZbLq7mjKjbtD7fcMwnGjY6HPTb1VQBn2nXXXYPXKBzqM3jw4PBv6IkyLfT0ZYO0W7du7uoaevbsGWy7xBJLlGwaZJSOSkh0fg888EB3VeIkOkDUSW2dddYJToY6vo0aNcrdJBLNSqh9aS5x1GTnWNdxytXNN98chsLbb7/trs6ipw57DlZffXUzffp0d5NE0rDt+kxqKKB5Iepjm6CrySfSR8Gh86sgSbrEBoh6ddrhkbXcdttt7iaRZJZR33777e5qVNFxscdIxysX33//fVi8ePbZZ7ura3j88cfDv6FpcpMus26nR48e7uoaPv7443D7fv36uauRAraxj4qykt6/LJEBojtVOxGRFj3y50vDu2tfmnOBYoPa6bjYaYCjDIffunXr4DUaiyyXjoK2RZaaASd5zCAdr3XXXTf4LGr3n0vd0bXXXht+rzWaAtJHlef2HCd9YNZEBoh6N9sToFYquVyUFkZ3AXaKW128UDd7cdfxyvXuSWNc2fOVy/TBX3/9dTiFq/7r2yii3A466KDwc+daGW7rjNSTH+mk5rv2e6FmvUmWyACxB1/zKsyZM8ddHVnmEOT33nuvuxoZdHzssdJxy4XuxG1HwdNOO81dXSs9ediOiKp7iToEf7nddNNN4XHKdYwvdai0g1ief/757mqkhDoQ2u+GOhYmWSIDxLZiUAV6vk8fYosNdMHSCKiom46PvbDruOVqv/32C16z5ppr5tw507ZG0qIiS5+OoeWg8LNBoCbJufZJymyFVglD21cyO9CrhjZJskQGiGbLsz80tZnPlwa2077SNNVkMek46XjlMiCg9b///S88Z7mOjKwiMttiRcvBBx8c+xBREZ36euj9ahyx8ePHu5vUyRYPKmQLcWOE+NJgijrXSW9pl8gAyazM1ZSo+bIDBkYdtrxS2SHJddxyNWvWrHBulihDWWtYEzuCqRY1iY1rcdZzzz0Xhof6cESZP0ZFserHpNeecMIJ7mqkjH4DOtcqhk+yRAaItG/fPjgBGgI81yKR2mjEWXtxSuMQGsWg42SPWZSRivUEodeoAj7Kk4SabGeGiOpE4laxromibA9jhccDDzzgbrJQ6sNkP5+aMiPd7DA/Kg7W9zupEhsgmZW5uvPzpXku7H7GjBnjrkYtdJzsMYsyT8hDDz0Uvi5qp089iWQWZ6l1Vhya+KpJ+RlnnBG+L4WITwDoqUOv1xNMIRqGIN703bXfmVwbo8RRYgNExRi2SCSfDmcDBgwIT2SUu+lKlvnUpuOXK10Y7bAzRxxxhLu6XqoTUcW6rcTXf3Xuy9VjXfObZzYpV8WozwCcqu+wM9V16NDBXY0Umjx5cvi9ybWJdxwlNkBEfUB0AnQ3GqVIJNO5554b7EPlz8idLa/X8YtCwaHXKUh877R1h2/7iWhZbbXVgr4mpRqAUa2q9LlVVGXfQ/PmzYP+Kz7U4sruZ9CgQe5qpJC+q7Zpe+/evd3ViZHoAHn44YfDH55PsYHYHujqMYzc2R7WUXqkS2ZZv4q0fOlibVst2UVNZlU/U6z5RBQcl112WThisxZdBC655BLvGxhRnw/tS01/1RcElcG2Zjz00EPdVYmR6ADRHaxtQXX44Ye7q3Ni74g333xzdxUWQsdLxy1qUZQutLbXvyrV86VAsgMw2kVPJ5rZsBB9KVS8pHqeI488MiwytYumTq5vZsFc2Pnj1QsdlcMO8a+JxpIq0QEi+mHrJGi2PJ8iEXsSd9xxR3cVFkLHS8dNxy8q24RRF2Q1782XigPUCc/OJ5K5qF6ic+fOwfDwmm+9vvGo9JSh4NHgnCoizSwqs4uKqwo1zazGu7L7jdIxE8l3zjnnhL+DpPb7SXyAZE4ROXz4cHd1vexQ20wgFY2dYErHLyp1JLTnrJAViGrOrdFvVbRly5drW9T0e4MNNgg6c+lz6L/6//p3d1u7LL300sHT1osvvuj+2bxoxF37NzQSLyrHXXfdFZ77uDVLz1XiA0RFIqpE1UnQ4HVR8QTiJ58nEF3o1dtar9cQJ8WgugRVSOvpY2HBsLBFnbyOOuqoIOTqe3Lx1bJly+BvaQ4QVBaNWmC/a0mdwC7xASK2Db3uEqN2yqEOxI9vHYilQRX1ej0plGL4fBUVqaHF9ddfb7p27WqOPvro4ElFTyD6r/6//l3rVa+Sy8RP+dLnti25CjElAZJFUxvbANHgm0mUigB5/vnnwxMxdOhQd/VC0QrLj28rLCvz7ktNcCtR5vhghRjTDcljS08KMSRTOaQiQNTBzBaJ7Lvvvu7qhbL9QFQJj9zpeOm4Re0HYqnSUBNMaR+acKoSqfmmPn/Dhg1znlsF6bLzzjsH34E2bdq4qxIhFQEi3bp1C06EikSi9EzOnKaVodxzo+Nkj1k+0/9qilvtQ1PeaurbSjJv3rywCXqXLl3c1agQxxxzTPAdWG+99dxViZCaAMmc01xNNnOVORZWoVvYpJWOkz1mUcbCcr399tvhfm6++WZ3daqp0tR+9hEjRrirUSH69OkTfAcWXXTR2I4yvTCpCRAViagppk5Gq1at3NV1Uo9mn+CpZDpO9pj5Dt9h2b4bldaJTh0d9bnV8COJFw4UxiOPPBL+lt599113deylJkDEzmCnISGiFInYAf5ynW610tkWVDpu+brwwgvDO7CpU6e6q1NLRRb63MVqxoxk0EgGNkDuv/9+d3XspSpA3nnnnfBkRGkWp+lS9RoNKYH62aE3dNzyNWHChPCcaY6ESqA7TfuZmYOmsqkfm+oA9V3QmGpJk6oAkU033TQ4Gbvssou7qk5XXXVV8BoND85gdgun42OHU9dxK4Qtt9wy2F/Tpk2DBhCff/55rYvu1lTnUtdy9913B0Oa1LYonC6++OJaFw0poX4gdS3q7Kf+IrUtTZo0CYpOa1vsvNcLW2i4AVuM26lTJ3dV7KUuQDQ0sg2DXItEMivgfYZDqSQ6PvZY6bgVgm2NVYnLo48+6h4OVBgVY+q7sN1227mrYi91ATJx4sTwx5nr4HQajC/fUX0rhY6PjpOOVyHm35g9e3bYq70ci/oPuU8Odtlqq61qPHHYRX1X3CeVzOW8886r8aRjlwsuuCCoPNff1zArPPVWth49egTfhST2RUtdgIh++Dohmjs7V/rR6zWaKIlWMbXTcbETSel45Uud5/bff//wYr7NNtvUKHqyy1NPPVWjyMouqvtyi7vs8tVXX7l/NhYyp/fVVL2oXIVs1VhqqQyQK6+8Mjwhn3zyibu6Vs8++2z4Gg0xgZoyh97Q8cqXbc2lpX379hXXG9s+zWkp5KjESJbMflUaqTpJUhkgU6ZMCSt6NYNcLjRCrJ2X2meI8kpgh77XcdLxyocGLbQ/Gj0pqiir0vz8889mnXXWCY6BZjlM2t0nCkNdDuxv4dZbb3VXx1oqA0TscONqJZMrO8GLwieJnXqKScfDhrKOUz5UfKN+H9qX6hqi9NlJG/VIt8dVAZ3UiYWQHztN8umnn+6uirXUBkjmHe748ePd1bX69ttvzZJLLhm85rDDDnNXVzQdDx0XHR8dJ19jx44NK5D1o1Gjh0p38sknJ/YOFIXRrFmz4Pzvtdde7qpYS22AqDjA3uWef/757uo62elW1blHRWGoLhK0nZ10fHxpP6uvvnoYRKoAR3XjBDuv+7LLLptzvR3Sw07N3ahRI3dVrKU2QGS33XYLTop+nLmaPHlyMBSKXuczw2Ea6TjoeOi46Pj4UAdB28lTRTZR521JO/Wpsd+7nXbaqeIaFFS6K664Ijj3uumdM2eOuzq2Uh0gKg6wRQNvvvmmu7pO9ilES9JaRRRa5vzlvk8fc+fODQZLtPvJtWFDpbFz02i5+uqr3dVIsTPPPDM894Vo4VgqqQ6QH374ISx6UWedXKljl63Uaty4cUE6zCWRPrc+v46DjodPhzdVCtv6Ey2a/wC10xwhdlgXFfF98MEH7iZIoaeffjqc2lhP575P+eWQ6gARO1CipmCN0sLlxhtvDC96F110kbu6Iuhz22Og4+HDtmzTolnXKjWMc/Xee+8Fk6LpeG299dZBqCC9Xn/99aDeS+d7mWWWSVyJR+oDZNCgQeEF7OWXX3ZX10n9HNQ/Qa9T2fRLL73kbpJq+ry2TF7Hwaffx4ABA8JjrzvrmTNnupugFpkdYTUkCtLpww8/NKusskpwnvUE8sQTT7ibxF7qA+SXX34Jm+ZqEp8o9Chp5/7W/A0zZsxwN0klfU47X4U+v88jtX4Mtvhw7bXXju2QInGksG7evHl486K7VKSLhtmxHZdVcX7vvfe6myRC6gNE7HhLGl476p20xmGyd4MqgtH4/Wmmz6fPaT+zPn9U6nRog1f/pVNmdAptW7Sh4b4rsad+WqnjrG22rSXJ0zlXRIDcd9994cnyaeFg22hrOeqoo9zVqaLPZz+rPndUGkLf3lnpCeTJJ590N0GOdGGx5+LUU091VyOBVCKiui17XpM4iVSmiggQddSyd3PHHnusu7peaoaqIbztSddw3Gmkz2U/oz6vPncUquOwsxVqYba9/KjRh4aN17FU6xyfmx/Ex++//57VnL1bt27uJolTEQEihx56aHDSVGnl07JF9QKZ81ZE6d2eBPo89rPpc0at71HRl73YaenVq5e7CTyo7millVYKjqlaEuoOFsmj1od24igtGok5SqvQuKqYABkxYkR48h577DF3dU6++OILs/7664f7UbFC0r8Eev/6HPYz6fPpc0bVpUuXcB8dO3ZM/HGJE03Va4+tT7Eiyku/hcyh+/fdd9/UNGevmABRcYyddbBz587u6pypjN8OyaFFneSSOgGV3ndmJz99rlynAc506aWXhvto0aJF5KIv1K9Dhw7hMdbNEJJDRVX23KkIS0VZaVExASK2gliz6uVzEqdNm5ZVEaYh4z/++GN3s1jT+9X7tp9Bn0efKyrdHdvhyBVAGvMKhadRFdSKUMe5YcOGXucKpadK8szfWNqKICsqQNQiyJ7MBx54wF0dib4ImWWaK6ywQmJmMtT71Pu1712fw+eL/fzzz4e9pnVR++yzz9xNUECPPPJIeM7+85//uKsRM7fcckt4vtRsN43z3lRUgKjccbXVVgtO6AEHHOCujkxlm5dffnnYY1vL3nvvHXQSiiO9L70/+171vvX+feorJkyYEFbuagiGcePGuZugCDKbWQ8ZMsRdjZhQx0A7nYSataf15qqiAkS6du0anNSlllrK/Prrr+5qL2peaacm1aImwxqOIi6dv/Q+9H5sU2Yter++zUK/++67YCZBG0KUyZeOnhTtKAGq0/Ops0JxqaTDDo6oVp+5TmiXRBUXIJrEyF5EVX5fKOoDodZM9q5DiyZPuuaaa8oWJPq7+vt2Eicten96n77jUqnifbvttgv3169fP3cTFNlzzz0Xfs9atWrl9QSJ4nj11VeDJ3J7I5n2YWgqLkA0UY/tKb3PPvu4q/OmKVszL7A2SM4666yg2KcU9Hf09zKDQ4vel96fLw0D065du3B/SZu/OU1OO+208DzcdNNN7mqUgYbft9NAqG7wqaeecjdJnYoLENGFTydZj5nFajU0cuRIs+2222ZdwLXsuOOOwXzthQ4T7U/71f7dv6n3ofeTLw1GafepSlxmzSsftSK0zcl1x5u0VoBpo+ma11xzzeB8qFj3/vvvdzdJpYoMED1W2gthsYfb0IV7r732yqpot4uehNQxTMVAKjfNtTxb22l7vU6vt09UmYv+nv5uIYJDrrvuunDfO+ywQ17NoFEYepq0Ix43a9Ys8kChKAzVCW600Ubh7+O2225zN0mtigwQlRnbSuCWLVu6q4vi66+/DuY9zuyEWNuiu0m9Ny3qlKcxqfRf+2+2fLWuRfvX39HfK5QHH3wwLHNv1KgRfRBiJHMIGp13lNbPP/8cziKpRa0aK0lFBojYmfJ0p647iFLSUCH//e9/g17g9rHXd9HrtR/tz2cIkvq89tprZumllw7+llqUTJo0yd0EZaQxyLbZZpvg/KjcnaHzS0eNVHbeeefwt9i9e3d3k9Sr2ADRD82eeN/pWgtFdzEqjlAIXHzxxeb44483Rx99dNBXRU8g+q/+v/5d67WdttfriumTTz4J+81oUq4XX3zR3QQxoMpbO2maRkP2GSwU0Si4M/tUqX9OJbaGq9gAkc022yw4+bqLQLaffvrJ/Otf/wqOj4YqSeqMaZWiT58+4cVMT9coHjUe6dSpU3i827dvX7H1TxUdIBdddFF4gfzyyy/d1RVrzpw5WY/m6oSIeNNFzZ4zFcuqPwKKI7M14m677Rb8XipVRQeIyvPtF0H9GzTJfaXTY/ghhxwSHpfjjjvO3QQx9emnnwYDheq8aeylpI4SHWf2plOLmsf7dshNi4oOEA1lYptB2kU/wJ122ikYgvmuu+4y7733XmrG7s/F2WefHR6Ltm3bVtRnTwM1IbXn76STTnJXIw+qK7XHVsW7tEas4ADRhVEXyMzwqGtRBaV6cZ944onBCJtvvfVWKh9bb7311vAzb7XVVgUbKwylZb/XKpp9+umn3dXwcM8994RN2TWOXDFaPCZRxQaI5ka3F0sV2agli74kaoqnlk928qm6FpUz6yKr1hf9+/c3r7zyipk1a5b7ZxLj8ccfDzs76gdSyH4kKC2dOzukxtprr1301nppp9+GHRxx1VVXLfgoEklWkQGizj42CHbZZZc6nyYmT55shg8fbnr27Bn06taXxw0Sd/n3v/8dzL+untsa7Tbq3OLl8Pbbb4dl55on5P3333c3QcJozhf7ncxnBs5K9/LLL4edd/UbYdqCbBUXIPph2Rn0Ntlkk6C5ahRfffVVMLGPKtPUfK+2YUTcRT3INSWpegprPvY4lZ2q9ZntzKi7LIo80uPggw8Ov4O6EUI0qv+0c96oGNt3+oM0q6gAGTNmTNjhSiPVqtVKIfz4449m1KhR5qqrrgo6/WWOi1PXssYaawQtvy644IJgPo1yNCPW3BKNGzcO39Odd97pboIE0/dS3zOdW3UITeOMeMWia4M9dira1XA+qKliAkRNdm25sIbm0BAdxaRy59GjR5u+ffuajh07Zl2o61o0VMiee+4ZDMWuL+xHH33k7rZg1JNWc0nYv60xlZA+euK151g3LKjfN998E4z5Zo9bsQdcTbKKCBDdedkvhFpSlOtxXu3yFVxqDtilSxez9dZb12hG7C6qk9BgimeccUYwAZYq+wsxjHrm1KgqI6/EYRgqxTHHHBOeazVNR91UZ9mkSZPweKlUAXVLfYBowLOmTZuGXwg9EcTJ3Llzg0rs22+/3Zx88slm++23DwcvrGtRpZ4+k2YW1N3RO++8E2n8o8zOUGpxFuW1SB51drOjT+uGhCaotdO1onnz5uFvQyUBWLhUB4ju1Pfff//wC6ELbhJoXB21hBo8eHAw+ZVaii2//PI1giRzUQW4RmVV82TNUKfBFmubSlf7tK9Ri7EktBJD/jSVs+3HsMcee/DE6VCRbma/MJUQcIzql+oAUW9y+4VQ+W/SBzybOHGiGTZsmOnRo4dp3bp1WKdT16LWZnocVxGVZivU05eG/Na6f/7zn+bzzz93/wRSTMWg9rvBXPYL6EZTTe/tsdFsm0m/VpRKagPkhhtuCL8QKhaq7W48DRQCDz/8sDnvvPPMfvvtZxo2bFgjSNxFRWRvvPGGuyuknPo76anTfgeY26WaRpiwvw09ndXVLww1pTJAdEG1j+sq+6205ouaIOvRRx81l112WXA3tf7662cFyMCBA92XoELoxsE23FA9WqWPdaZm9PZ3oeGKGL4nmtQFiMr+bSW0inhU7ANjpk+fHlTUM68HevfuHV40L730Und1xcgspdBU0Oo3g2hSFSBTpkwJi3BU1q+KQwDZVGGsu239TlRPptEU1FRclcia+VJ1JZr5csCAAUHTcf2O3nzzzaC4NC1DxA8ZMiQckWLdddctS0feNEhNgOgOW3cR9kcxdOhQdxMA/08DAmYWa0Zd1ltvveD3pmbgKiZV8PTq1St4olFLP3WEVfBojh0FTyH6LhWKindtMZ566FMX5C8VAaK+FLvuumv45VbZP4CF0yjSCoAjjjjC7LPPPsH/VodbO4RHoRcNI6Q6SXWg1d/SCA3q5KinnWuuuSYIHvWcV/BoKBH1CC80DWdki7jVNF5PVvCX+ABRW+2uxxwWfkn1hQSQP/UR0tODpsfVsDy6wN98883BBV/Tuuqpo2XLlkHnOwWDHXiw0IumVtD+mzVrFrSS0t9Vp1u9D/V50vt67rnngvep91tX3yZ1uLXTNCy11FLBZ0J+Eh8gDw081+zReBGz7qqLmDZt2lR8qxKg3L799tugPlJPEppLQxf4a6+9Nrjg6wZPTx56AtGTiILBDnBa6EVPUnqi0t/SYp88NDiiWmoif4kOkIkvDTDXH7WIObntIqbrwVuaWb9W9vzEQFKpjkRPD6ozUfCoDkXBozoV1a3oqUN1LQoC1b2oDsYNjFwXRp0unMQGyNQPnzQDT1zcDDhhETOox9rm5x+mupsASDl1EFbwaJppBY8az2h8OD3taHZRBY8mg9PTjp50VN+DwklkgPw09V1zV7flg/DQf/X/AQCllbgAmTVjqrmn59pBeOgJRE8iAIDSS1SAzJsz0zx4yRZBeGiZ9BITvQBAuSQmQP768w8z6oY2YXiMG9HL3QQAUEKJCZAxg7uE4TF6YEd1AHE3AQCUUCIC5O3HLw3D49FrW5g/5891NwEAlFjsA2Ty2KFmQNcGQXgMu3BTM/e36e4mAIAyiHWAfPPR82bgyf8IwuPuHg3NzB+nuJsAAMoktgEy49sJZvAZKwfhceepy5hpn411NwEAlFEsA2T2zO/Mvb02CMLjjq6Lms/fYdwaAIib2AXI/Lm/mYev2D6sNP/guRvcTQAAMRCrAPn7rz/NUze3C8Pj1fu7uZsAAGIiVgHyyr2nhOHx9K3/MX//HZ9ZzAAA2WITIO8/2zcMjxFX7mDmz5vtbgIAiJFYBIjGuBp40hJBeNx7XiPz+6/T3E0AADETiwDRsCSq+xjWezPz8/cfuWsBADFUtACxxVH1LQCAZCraFdwNiroWAEAyFe0KTkAAQLoV7QpPgABAuhXtCk+AAEC6Fe0KT4AAQLoV7QpPgABAuhXtCu+2tqptAQAkV9Gu4m5Y1LYAAJKraFdxQgIA0q1oV3gCBADSrWhXeAIEANKtaFd4AgQA0q1oV3gCBADSrWhXeAIEANKtaFd4AgQA0q1oV3gCBADSjSs8AMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDw8n8mSCa3fJJU7wAAAABJRU5ErkJggg==)
PN: 4H21-3-89
CAS: 1414958-14-7
Molecule Weight: 247.269
Formula: C14H14FNO2
![2-Fluoro-5H,6H,7H,8H,9H,10H-cyclohepta[b]indole-6-carboxamide](data:image/png;base64,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)
PN: 4H48-3-94
CAS: 1414959-07-1
Molecule Weight: 246.285
Formula: C14H15FN2O
PN: 4H15-3-34
CAS: 843653-04-3
Molecule Weight: 217.243
Formula: C13H12FNO
PN: 4H21-3-70
CAS: 907211-31-8
Molecule Weight: 233.242
Formula: C13H12FNO2
PN: 4H23-3-36
CAS: 322725-63-3
Molecule Weight: 261.296
Formula: C15H16FNO2
TSCA: Not listed on TSCA inventory