![2,8-Diazaspiro[4.5]decane-2,3,8-tricarboxylic acid 8-tert-butyl ester 2-(9H-fluoren-9-ylmethyl) ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAzYAAAM2AGTU1ThAAAD2npUWHRtb2xTb3VyY2UAAHicjZdri9s4FIb/ivDnjaz7ZZhMGVoKC73Atgv7bdE4nmkgtouTuf37fSUn2USTWiUJx5LfR0eXoyPl+t1LtyFP7bhdD/2y4pRVpO2bYbXuH5bV398/Llz17ua6gQjCfrusfux2P6/q+vn5mTY/2i68DD1thq6a3l+9bNdnmmdJh/GhFozx+p/Pn74lZrHut7vQNy2o7fpqmyo/DU3YpV78wkXdhfFp3deTvO7Gp6m1fwWLX0Zftqvq/7G8x7tboOR+vWnJ/TB2YUeeBKP4sj/IQ9u3Y9i1K3L3impJFcZ+c/35w9A8dm2/w2NsYd2Ezbfd+Nigohs2bfOIxvDw54dl1XEAYTd0t+MYXkl8itWBkyBIkCQoEjQJhgRLgiPBk8AZfnjPIeBQcEg4NBwiDhWHjEMnoBOxHegEdAI6AZ2ATkAnoBPQSegkdDI6hE5CJ6GT0EmLtdy0cTDfX3+2mBEyfb6m3xfy/vj5sq//elJ36bNXYNnEslp4aq1zZOGoUFZGy5xJVjEHa6jl2kbLnE9l75UmC0W1tuAk9RITsBBUeo8yp8or6Bm1aJDAOB6NVyLVKqMEEVRYOJHUcMay0t4o6rT2xFBpMHcWrYOHc24c0VRxpiGRLuFOwXDqmDfwJBkmEp64FdGxi91E74zi0HhhOFxIzxxKhhkWu84F1hRDMVqYirxiXjS1Cu809cz46MlqhV4o6TR6wYz1sWSVIw4DZRYlI7UjnjKF9fUIUCyfpV5bG0sec+Sot4iZ2Ao6aqjjWG1DjfHmUKnRFRj40zAYGYdBr7lScZqkiiXmWRqgtKiFNV7FcSuF+d+bQ+1BtYeOTaQGOfYQ47F7WqDrnFPNHEOPNGyceec9Nkd93B0313dDvzp5JOvVsrrjVdo2f7X3W7HfORUZxlU7IhnFBqL0FBDnQAz7eUC+AdQ8oN4Aeh7Q50Dc8fOAOQdifjgC4hJg3wBu3oM7B2LumQf8OZAy1TwR358tXcpsBSZf7pQJC0y24lPmLDDZok+ZtsBk6z5l5gKjL4ynxJgLfgoBw7MAmE6L+Zjh7gJTCBuehcF0GhU2ZB4H6fQqMFkcTKddgcl3fjodj8ztRSbf/Ok0LTD5/k+nb4HJ4mA6rQtMFgfT6V5g7IU5KDFZHEw3iMJcZ3Ew3Tjm/cgsDqYbSoHJ4yDdaApMFgfTDajAZHEw3ZgKTB4H7Iy5fNbkcWB/w0+eD+ItrnSmZXEw3fwKjLvA6PkcIvN8EOetkKtUFgeHm+gsk8WB+xVSn1wi6sN1HI9vrur1yT2+xr+Xm/8A0widUq8BkBIAADzDSURBVHhe7d0JvNVz/sfxQaVBSJS1ZIlKiyyhMbYaZd/CMI19l62x78MQMRNJQjRFe9pJlihbGSrZt6TVEhKR7fO/7+/9n+ueb+fc5XvP8ju/83o+HvfR3O/31ORX/d6/33f5fP9gAAAE+IPfAABAVRAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAiA9CZONGvZ0qxOndIf9T3w/wgQAKnNnm22ySZm48ebLV9uNmFC6fdz5vifRJEiQACkduyxZn37Jrfdc4/Zccclt6FoESAAUtt6a7NPP01u0/dNmya3oWgRIABSW3ttsx9/TG7T93XrJrehaBEgAFLjDQSVIEAApNa1a+o5EM2NAEaAAEjn9ddLV11p9ZVWYWkJr76fNcv/JIoUAQIgvXHjzFq0MKtdu/RHLekF/h8BAgAIQoAAAIIQIACq7+efzd59129FkSFAAFSf5kbWXXf1fSIoKgQIgIo1aGA2dWpy23vvldw9Sm4fr7yS3I6iQoAAqNj225tde21y22+/mdWvb3b33cntKCoECICKnXii2YEH+q1mf/mL2d/+5reiiBAgACqmt4yNNip96yjvmmvMmjVLbkNRIUAAVEzzHJrv0LxHedqhvsYaZl99ldyOokGAAKiYVlrpRMLBg5PbP/usNFgmT05uR9EgQABUbrfdzLp391tLK/b+859+K4oEAQKgcuedZ9a+vd9aWpn3kEP8VhQJAgRA5QYNKj1gatWq5PY77jBr2DC5DUWDAAFQOZUt0XzHjBnJ7dOmlbbPm5fcjqJAgAConJbwbrihWZ8+yc3ff2/TatWyj4YNS2pHcSBAAFTJyk6dbF63bn6zdWjb1i655BK/GUWAAAFQJQ9efbV12GEHv9nOPPNM+9Of/uQ3owgQIACqZPz48bbGGmvYV97GwQEDBtg666xjP6vEO4oKAQKgSpYuXWp/+MMf7Mknn0xqnzt3rmufxVnpRYcAAVBlTZo0sZtuuimp7ddff7V69epZ//79k9oRfwQIgCrr2rWrHXrooX6z7bvvvnbqqaf6zYg5AgRAlfXq1csaNWrkN9tll11mO+20k9+MmCNAAFTZ888/7+Y75nkbB0eNGmVrrbWWffvtt0ntiDcCBECVfffdd1arVi0bPnx4Uvunn37qgmWqf/QtYo0AAVAtbdq0sR49evjNtvnmm1vPnj39ZsQYAQKgWs444wzbe++9y77XKiw54ogj7KijjiprR/wRIACq5cEHH7R1113XfvzxR+vcubPbXNilSxc7+uij3VsIigcBAqBa3njjDTffsc8++7gd6KqDddhhh1mdOnVcu5b03nfffbZkyRL/pyJmCBAA1fL555+7FVfrrbeevfTSS2XtmmC/9dZb3V4RvaGsueaa9uc//9l69+7tJtkRPwQIgCqbP3++NW/e3Bo2bFjhiquVK1faY489Zn/7299s/fXXd28me+yxh91222320Ucf+R9HgSJAAFSJal5tscUW1qpVK1u0aJHfndaqVats0qRJdsopp1iDBg2sYUmYvNy2belZ6u+8438cBYQAAVApbSDccMMN3bzH119/7XdXmSr2zn76afv+rLPMNt3U3GmGJW80dt11ZrNn+x9HxBEgACo0evRoq1u3rltl9cMPP/jd4bT8tySY7IILzLbaqjRMtt3W7PLLzV55xf/07yZONGvZ0qxOndIf9X15+nVSSdeOYFxRAGnde++9bsL83HPPLdvvkTWakL/sMrOmTUtv9o0bm110kdmyZb9/Rm8pm2yiw0nMli83mzCh9Ps5c37/TLqgSNeOYFxRAClde+21bvLbL9+eE6+/bnbNNWaaK5kx4/f2Y48169v39+/lnnvMjjvu9+/TBUW6dgTjigJI8ssvv9jpp5/ual5p02CkbL21Cm8lt+l7vbUkpAuKdO0IxhUFUEbLb7UpUBsEdYRt5Ky9ttmPPya36fu6dX//XkGR7gsZxRUF4Cxbtsz22msvt9T2xRdf9LujgTeQSOGKAnA7xVu0aGGNGze2t99+2++Ojq5dU8+BaG4kIV1QpGtHMK4oUOTefPNNt0FQJwouXLjQ744WTa5r1ZVWX2kVlpbw6vtZs37/TLqgSNeOYFxRIMt0g1YBwiiaNm2a1a9f39WsqskGwZwaN85KXpfMatcu/dGfq0kXFOnaEYwrCmSRSp7Xq1fPtBx2o402soMPPthuuOGGkgfniW7OIZ9Uq+qPf/yjO8MjoxsEUTQIEMSGzuN+99137dlnn7Wbb77ZnnnmGf8jOacT+rSiacyYMfaf//zHjj/+eNt2221doOhru+22c22qWPvyyy/n7Eber18/t0HwnHPOyf4GQcQWAYKCoCqwr7zyintqvueee+yqq66yk08+2Z090axZs7Kn/MSXSolraOarr77yf6mcWbx4sft93XjjjX6Xe/uYMGGCXX/99XbQQQe5txP9vmvXrm3t2rWz8847zwYOHOiGvzLtuuuuc/9f/1QxQ6AGCBDk1fLly+2dd95xbwu6YWrXs8pm6HjU3Xff3bbccsukYNCXSonrXG6dgnfaaae5IaEBAwbYE088YbNnz3bnVXz55ZduYjifR6wq4Jo0aeL2VlTFBx98YEOGDLELL7zQlT5X/Sn996oceseOHe2KK66wsWPHBh/UpA2COo5WGwQfeOABvxuoNgIEWfPJJ5+4YRkV4+vTp49deeWVdtJJJ5W9NehAovLBoBPttt56a9d/wgknWI8ePezOO++0oUOHumqw8+bNc9Vcq0pDWXoT0el4uTZz5kz3/z1s2DC/q8p++ukne+2119y103XTMtvEtVKwKhx79erlzuVYsWKF/9OTKMQOP/xwN5w2TpPQQAYQIMgKje37bw1t27Z1wzUqk6G3hoceesgmT55sc+bMsS+++ML/JTLi6quvdhPFb731lt+VNb/99pvbkLf33nv7XTWmN7annnrKbrnlFhcIm266qbu+Ope8devW7toqMGfNmlU2t6Hhsg4dOrhhsshuEERBIkCQcRqS0tO3bnJ6a9DQSb7ojWXPPfd0hyDlaoL6kUcecf/9r2vPQg5oE6De8vTGpvM6Em92OlZ21113dfMwkd8giIJEgCDjzjrrLNt+++0js7pHIabDkDS3km06F1zDS3oTyBe9AemtTvMcBxxwgAsTzQ0BmUaAZENlB97EmIaiNGSklVJRMnz4cHcj1SR0NqkE+gYbbGCfffaZ35UX7733nvvvztXbEIoLAZJpVTnwJsa0NFRj7XoSjxqt2FKhwAULFvhdGaFFAwpPTWxHhf4cFCBaMgxkGgGSaVU58CamtOtak7pabRVFupnuuOOObp4gG8NrXbt2davLVq1a5XfllYbv8rESDfFHgGRaVcpNx5RWVWkp7qJFi/yuyNDqpLXXXjvjm+i0zDiqT/pa/qvNg0CmESCZVpUDb2JKK526devmN0fOXXfd5TbTvfDCC35XEL3NaInygQce6HdFQqdOndzwHZBpBEimFekbyJQpUwpqsvaQQw5xu8QzUYH2/vvvdyVIorpMVjviO3fu7DcDNUaAZFpVDryJIZUV2W+//fzmyNJqsc0339yOOeYYv6tavvnmG7dJ8oILLvC7IkObKfV2CGQaAZJpVTnwJmbeeecDtxM6kmdoV0D1t7ThT28QoS655BLbeOON81q0sTJ9Sx5otDIOyDQCJBsqO/AmZm64YaLts8/FbgNbodGKMdWHChl+0h4LLRq49957/a5I0d4XBXxVizoCVUWA5INKaqhOUoHMF1Tkq69+sL32GmAjR+au1lQmqdSJKt+qjlR1S53ocCgNDeWzVEtVvPrqq25+6sMPP/S7gBohQPJF8wXNmplVUkU16u6//zXbf///ltx8q14lN2o+/vhjt3v8/PPP97vSUul43ZRV8TfqdC6Jfq9aagxkEgGSLwsXmm28sZbI+D0FY9WqX6xTp0HWt+9Mv6vgqGS8hnmqUupcZdabN29uRx55pN8VSVpmXL9+Sxs1arLfBdQIAZILzz2nAXO/tXRupOSmZUOG+D0FYdy4d22PPR6wL7743u8qSKeccoqbEF+ocK+AjqbVYU96cykUnTsPtEGDiqOcDnKHAMmFE08022ab0lVZvu7dzTbYwOyjj/yeSNN8+bHHjrTrrpvqdxUslTrZYYcd3HLkdKVOtPxXpUGiWq4lnZNOGmN33vmS3wzUCAGSC0uXmjVqZHbCCX5P6S71Nm3M2rfX2IjfG1kvv7zAdtmlf8mL1Zd+V0HTRkiVOrn55pv9Lufss892+0cqOwEwai69dIpdccVTfjNQIwRIrkyebLbmmmYPP+z3mGkJ6TrrWMm/cL8nss4/f1LJzTR6dZ8yQUNUKnXy0kvJT+w6Y2Ottday//73v0ntheD221+0U0+tfH4HqA4CJJd69DBbb73U8yHazKaAefppvydyPvroK9t11/42ffp8vysWtJ9FR+/qfHbtNE/QWe277757Qe53GThwlh16aGHOtSG6CJBcUpnvXXc1a9eu9H/7VAZl883NPv/c74mUf/7zeTv66OFuHiSudCDUZpttZsf+fwmaUaNGuVVaL7/8svfJwjBp0vu2554PxvrPDLlHgOTa+++b1aunGhh+j5kK+zVpoh1qpbPUEbRs2Up3Ixo9uvo7twvNU0895Uqd9OvXz5o2bWp/+9vf/I8UjJkzF7k5K238BDKFAMkHjaFr+e7jj/s99uOLL9oVtWpZ3969/a5ImD17iR1xxFD78cfC3ThYHZdffrmbD9Gy3cqW90bZJ598HctFD8gvAiRftLS3YUOzJUv8HnfYkVYC6fAj5JeKJGroSgGyVKvpCtT33//kAiSu81bIDwIkX7791mzbbXXaz2rDVdqDoGNXdfxqFM8WLyY6fErFFjWE1a5du5I/tm/9jxSMffZ5uCiGHpE7BEg+zZxpb9apY0/edpvfYwsWLLAGDRrYqaee6nflhJ5WtfnMp/ZioSKJ22yzjZ177rn20UcfufPeO3bsGLkzz6uqW7fHbMiQuX4zEIwAybOhJeGhkuAzZ65eT0pluFUEb9iwYX5X1ikotNfjySeTK7gWU4CMHj3aTaK/r4UPVrrJcP3117e//vWvBbmU97vvVpW83Rbe7xvRRYDkmW5EOrN62223TTk8ct5557lKsfPmzfO7skpB8eGHy+zII4fZTz/9XtajmAKkQ4cOdthhhyW1Pf300y7wL7744qR2oBgRIBGwZMkSdyxqqmWiOqNCZ07sueee7uyKXEkExc03P2+PPvrGau1xN2PGDPf295wKYXpUuVdvJrfffrvfBRQVAiQiHn/8cbfaJ1WZjLfeestN5F511VV+V9YkgkL7Pg455NGSt6PScf9iCZDjjjvOTZqno3In+vMaPHiw3wUUjdgHyKRJk6xNmzZuGeZOO+1kw4cPL+vTE2Yq6dqzTcMi9erVKxtzL+++++5zT72hBxgpAFSCZMaMhTZhwnvuIKh//Wtayf/nZDe52rnzYLdBcNGi0mG08kExYMDr1rt36Q7sYgiQ+fPnu70fjzzyiN+V5LLLLrPatWvbZNU5i7CiWBAxcaJZy5ZmdeqU/qjvkXX5uVPmyOzZs93Q0JgxY2z58uU2d+7cstIUki4o0rVnm1b36Kl31113TbnS5+ijj7YtttjClRRP0ByK5kdeeOEFGzlypFt2qs1v3bp1s8MP717yNdQ6dBjgbhaJLwXFYYcNtTPPnGDXXvtsyc95xQ1TPfvsvLJJ1vI3F20a1FzI4sUr4nXTSaNHjx7uOuvgqIro2us6r7feeu7Y2KjSn1msF0SU/Du3TTYpPV9HRyZMmFD6/RzOP8m2/Nwpc6Rr166uDEU66YIiXXsuvPfee+6G9I9//KOsTUeR9unTxwWD+lROfJdddnG1mvR7Lf+lNoXQIYccYhdddHPJm8tM98bxyisL3BvI8uU/lvt/S8+/uaiW0tVXP7Nae9xoIYMWLfTs2dPvSkkh07lzZ/eg8sEHH/jdkaA/s1gviNBDYd++yW333KNxyOQ2ZFz+7pQ5oGqq2k+RTrqgSNeeKw8//LAbrtLQiPYiaFhLQyVaqaXgUEAoTHr37m0jRoxwbx96C8nk0lL/5qJf+u9/H7Nae9xobmPdddd1O9CrSps9d9ttN7dnJIq71RN/ZrFdEFHy79w+/TS5Td83bZrchozL750yy1QO5Ecd2JSG//Re/ivftNegUaNG9uCDD7owierTbZworLXj/Pzzz/e7KvX555/b9ttvbzvvvHPK5dj5lAiK2C6IKPl37g5mK0/f162b3IaMy/+dMosK9Q1ENGejJ1odn3r44Yf73cgCzSHVJKx1Rrp2qx9wwAEp57DypXxQFOyCCE2Ka1Xc6NF+D28geZT/O2UWaQ6kf//0/0jSBUX59sQbSePGjd0NJpcGDBjg/r81TBU1F130hA0f/qbfXND22msvO+KII/zmalEBTO1WP/744zM6pFhVK1f+bMOGzbUePZ60n38une8o6AUR77xjduCB+odYel5OqrNy1J5qDqTcghlkR+o7aExoFZaGgVQSRMMKWoWl9f0JVQkQ0Y1g6tSptvHGGye1Z5tWjGnOI4oeemiW7bHHA/b227+vCCtkOihKf+5asFBTzzzzjBs+veiii/yurPnss+/carr99htYEoQD7M47X0q5ok5SLYjQW4lW5b355mflPplHmoO68EKz2rXN2rY1S7Ghs8zrr5euutLqK63C0tuKvqeaddalvoPGyMSSv0yJfSDa0V3+ad4PioRU7dOnT7cWLVr4zVnzySefuL0Ijz76qN8VCbo56Ux0Pc2qVHih09uqlk9niuqXaTjsthSFMjPpnXe+cGHQvv0DJQ/qg90Q1TffJB8a5QdIqgUR8+Z9bWecMd4dVXz99VPtiy++L/czcuiXX8y0clIPawoBHfX86+8rx9IaN85M/z4VOPpRS3qRdavfKbEaBYqeKHM5lHTJJZfYlltuWelehHz6/PPvrWPH/7obTiHTCjaF9ZAhmT0zXKvktFt90KBBfleNKACee26eu+ErBP7611FuqXb5JbqhtFdEE+177/2Qe8vMxK9ZZdok27p1aQjoxM5y59EjmgiQKtD5HFOmTLH69ev7XVmhCXTtRcj202smTJs23z21PvFE2MRzFCist9pqq6zUGtNyay3BfuKJJ/yuavvhh5/dvJPe+nTNL7zwCVdZINNWrfrFVSr4058GuA2n2mCaTcs+/tjsqKNK5zkOOkibofyPJFPQt2pl9tJLfg9yjACphN4+9BSp1TVV3VxWU//+97/dhsGvdUZ6AejV60X7858ftoULl/tdkaew1qR3tgojav7s73//u9tbkqpkf1UsWrTIbr11SNn8hkrQaMgp2zSvcs01pXMlGq7UZsRMWrFihavvtl3J2/30HXc0qyxk//c/K0k1szXXNDvlFP0C/ieQY0URINrodcstt7g3iajTXgQtP+7evbvfFVl6YtUwisbVEyt/CsWdd96Z9bDWm02XLl1sk002SVnnLB2dP6IKzSof36zZ/ta//0slv8/k+Y1cmDNnqauXtvvuD5QE2fTV5liqS6GqoqGqqKBl6tq8+UtFQ7XanKmD1RQcHTqYRbhsTLEpigB544033JvEO1oSGHFvjRhhe661VsnTXnLdoqjTE7GGPO6+e4bfFVmJsL7gggv8rozTQ8zuu+/uNiqqfH86urmOHz++5G1jP/d3Vgs/HnroobzvK9G8y/jx79lf/jLYvQkNHTq3JBh/8T9WKa12a9++va1V8nf8zDPPTKrrthr9N2sYt+QN0bbayiyiC0qKWVEEiP6S6h+jDgOKvD33tKVHHum3FoSxY9+x3Xa7Pyvj8tmgysy6kem42lzQ38NmzZq53eoaOitv5cqV1rdvX9thhx3c39WDDjrIzbtFjVbc9ekzw5o3P78k3Hav8u9Rw3AqPKnh4H333dctsa+QVlFtt53ZH/9odv31+j/2P4EIKIoA0VOdlvGmOmsjUjQpqInEadP8noJxxRVPueWkX31Vs2GOXNhjjz3sKE3e5pB2q6vgZWK3+uLFi908QIMGDdzf0TPOOMOd/xJ1H3+8wFVIUNgdeuihaYfmVEro5ptvdsOEevuqbDPuF/pv79Sp9N+B9mzNn+9/BBFSFAEiKguieZBIO+YYK3mE91sLyooVq0puKEPs/PPH5WUndlW9+OKL7uan/T25pt3qKpCpv5Oa39Bm1xtvvNHV0yo0eqtv2bKl+++49NJLk96sFBYKDYXHTTfdVGFdOhWv1Lxfu1q17E2VLCngh6hiUjQBsvfee7vzxSNLZ56X/OOxoUP9noIza9b8kpvi3m5yNKqOKQlrzUnkizaIqgT8Aw88UOGNtRBokcA999zj3qL033TDDTfYPvvs44arNGy1cGH6IU3NQ2noLvFzVTz0twJY7IJSRRMgKmFyZJTnFi6+2KxxY/1r9HsKkoYttPlSK4miRsNImvvQ2ebInGXLlrlKxgoOLVvWKZoVUckXnRKqtxedf+PPCyH6iiZAtFksn0+cFdKOW600ydJehHzQkmmtJNKksFYgRYlqVKk4ZjY2DkJTeS9Zx44d3RChzkn58ssvk/q1wlBFK9Wvg8/SzZ8g+oomQLTeX8eURtIdd5jVq2eWxb0I+aChCxWgPEWbviLim5Kw1vxDr169/C5k2ODBg11IjP7/EuwqaHrFFVe4N9PmzZvbk08+6f0MFJqiCRAVt1O9I425Roqegps0Ka08GkPjxo1zQxpRGS66oySsFSAKEmTXZ5995gLk2WefdadsavWZygHdddddvP3FRNEEyLRp09xf5oom9PKiJNhsrbXMcrQXIR80Lq7aXpp7yCaNoWuzqMbWBw4c6OZhzj33XDdcouFLFafU3wEO6MqNRIDsuOOO7uHtnHPOWW04C4WtaAJEm8X0l3nGjIjtlG7f3uzoo/3WWPnhhx+sdevWbt9F6JPn/Pnz3S5mDYf06dPHrrzySjv55JPdpjRtztNSUf35Jr40Matd5urX8cA9evRww5j6KsTlsoVID2v6s9DGSVWDQPwUTYDoJqahlDFjxvhd+fP226Ubpl54we+JnbdL/lvXWWcdd+MvT0NJ6ku8NWi/gJ5U9ZagCVjNW5UPBn1puWfbtm3dbu3TTz/dLRtVuQ9VvJ0zZ07F5TGQM4k3EB3GhngqmgARTehqvXpkaL17Hjay5cv999/vQrxdu3a2/fbbu6We5YNBk6vaeKa3hhNOOMEt7VRlYs1faQhS53aEvsEg9wiQ+CuqANHJhP4TMHJLbw0qH5J4a5g8ebIb3mBsPH4IkPgrqgDRzUtnMwDIPgIk/ooqQDReriJ2eTFxolnLlmZ16pT+qO+BGCNA4q+oAuT66693G5hyTqWrN9mktES1yjVMmFD6/Zw5/ieB2CBA4q+oAkSTuDq+NOeOPdasb9/kNk3mq1w1EFMESPwVVYBMmjTJ/YVWSYWc2nprs08/TW7T902bJrcBMUKAxF9RBYhOQdNf6KwebbtsWemu8vIlU9ZeWyfr/P696Pu6dZPbgBj5uiRA9iv59zaLAImtogoQ7UBWgGjTWnX9pkDQmR066EblR3TWxaWXmp14otm++5a+TSgoSn599/X447//ZN5AUIR+KwmQH0r+LfxKgMRWUQWITsjTZrVBgwYltWsPgvYiaE+C9iZoj4JWbB188MGuDMOWjRrZmEQwJL5U2VenBx52mNnZZ5v9859mAwfqiDazd99N+vWta9fUcyCaGwHiqiRA3L8VAiS2qh0geoJPJV17eZqD0GY+nf2sg2SGDx/ufySjtGtZu5eff/55Vw1Wu5pVI6lJkyZut7NqJen78ruhtTtau6TVf9JJJ7mNh6q9NG/UqNIzyz/5xP+/qZwOVdKqK62+0iosLeHV97Nm+Z8E4oMAib3K7/qedEGRrj1B8w+qYaRaVKqaOnfu3JIH8PAncNU7Ut0j1T8aMGCAe2s47bTT3GZB1UnS/1f5YNCXqrGqKuhGG23k6i2p7pLqL2lIS/MiWS3xPW6cWYsWZrVrl/6oJb1AnBEgsVfxXT+FdEGRrj2ha9eu1q9fP795NT/99JN7a3juuefcW4Oqp6qSqiqq6pxlvTXULrkJlw8GVWJVRVa9NahC61VXXeXeGlS5VRVcVck1IfJH2wJxQYDEXsV3/RTSBUW69gTd+BcsWOA3l/n0009TVl7daqut3FkOOtNBZzvojAe9NeiQmnfffbfa5yhffPHF1l4l1AFkFwESexXf9VPwb/Dlvyqiyesf/aWs5Wi+4pFHHrHHHnvMXnnlFRco2aAT6TSUBSDLCJDYq/iun0K6oEjXnlDZG0iuaFgskkfbAnFDgMRexXf9FNIFRaI98TbSuHFjGzlyZFm/5kD69+9f9n2+JI62XbRokd8FIJMIkNhLnQYVqCxARPstVL5ABzglaBVWo0aNbOzYsa6UiFZhaUI71xJH286cOdPvApBJBEjspU6DClQlQGT69OnWQstVy5k4cWLZPpBWrVrZiBEjkvpzIXG0rYIMQBZpWfyaa5rNmOH3ICZSp0ENKUw0aZ6PgKiKBg0aWF9/ZziAzHv/fQ1J+K2IiawEyK+//mpTpkyx+vXr+12R0Lp1a7dXBAAQLuMBorcPDRFtuumm1rNnT787Erp06eLKlAAAwmU8QAqBCiV27NjRbwYAVENRBsh1112Xn6NtgWKhgqEtW5rVqVP6o75H7BRlgGg/ygYbbOA3A8iE2bNLq02rYKhKDakKtb6fM8f/JApcUQaIlhNrrmbFihV+F4CaUpVtf5Wjzr/Jw74vZFdRBsisWbNcgKgYI4AM4wTOolGUAVKTo20BVEJHO/uFU/V93brJbSh4RRkg6Y62BZABvIEUjaIMEFF14KjuUwEKWteuqedAanACKaKpaAOkQ4cO1r17d78ZQE29/nrpqiutvtIqLC3h1fezZiV/7tVXzVatSm5DQSnaANF57EcddZTfDCATxo0zUzHV2rVLf9SS3vIUHFpKv912pZ9FQSraAOFoWyDP5s83O/541T8yU2WIt97yP4GIK9oA6dWrlztvHUCeTZ9u1q6dWa1aZuefb7Zsmf8JRFTRBsjTTz9tO+20k98MIB9+/dVswACzRo3MNtqodNL955/9TyFiijZAAESQJt0vvfT3GlolD3qILgIEQPToIKpDDy2dHzn8cLMPP/Q/gQggQABE15QpZs2b2/drr23DLr/cvv32W/8TyCMCBEC0/fyzvXX33bZJ/fruoLqHH37YVZNA/hVtgEyaNMnatGljdevWdZPpw4cPL+tTnaxU0rUDyL4vv/zSzjnnHKtVq5btuuuu9uKLL/ofQY4V5R1x9uzZ1rBhQxszZowtX77c5s6d6zYWJqQLinTtAHJH/173339/9+/xxBNPtAULFvgfQY4U5R2xa9eu1q9fP7+5TLqgSNcOIPcee+wx22abbWydddaxG2+80VauXOl/BFlWlHdEFVKs6KklXVCkaweQH6tWrbJbbrnF6tWrZ02aNLHevXv7H0EWFeUdUaXcf/TPKyhHQZHuC0D0LF682A4++GD3b3Tp0qV+N7KkKO+IvIEA8fP888+7f6NLlizxu5AlRXlH1BxI//79/eYy6YLCb0+8lTRu3NhGjhyZ1AcgtwiQ3Et9p4w5rcJq1KiRjR071m1M0qqO4447rqzfD4qEVO1ajz516lTbeOON/S4AOUSA5N7qd8QiMXHixLJ9IK1atbIRI0aU9aUKCknXPn36dGuhMw8A5A0Bknup74ioMv2F1aR8+QACkHsESO4RIDX066+/2pQpU6x+/fp+F4AcIkByjwCpAf1lXWONNVx9np49e/rdAHKIAMk9AgRALBAguUeAAIgFAiT3CBAAsUCA5B4BAiAWCJDcI0AAxAIBknsECIBYIEByjwABEAsESO4RIABigQDJPQIEQCwQILlHgACIBQIk9wgQALFAgOQeAQIgFgiQ3CNAAMQCAZJ7BAiAWCBAco8AARALBEjuESAAYoEAyT0CBEAsECC5R4AAiAUCJPcIEACxQIDkHgECIBYIkNwjQADEAgGSewQIgFggQHKPAAEQCwRI7hEgAGKBAMk9AgRAwfv++++tU6dOLkAuvfRS++WXX/yPIAsIEAAFbfbs2da8eXPbaKON7IQTTrC6deva3nvvbZ9++qn/UWQYAQKgYN1999229tpr25///OeywJgzZ461aNHC6tevb6NHj/Z+BjKJAAFQcL744gs79NBDrVatWnbjjTeuNmSlIa0zzzzTDWmdddZZtnLlyqR+ZAYBAqCgPPPMM7b55ptb48aNbfr06X53klGjRtmGG25oLVu2tDfeeMPvRg0RIAAKws8//2xXXXWVrbnmmnbUUUfZ119/7X8kpfnz51uHDh3sj3/8o91zzz1+N2qAAAEQefPmzbM99tjD1llnHbvvvvv87kppiOu6666ztdZayw4//HBbtmyZ/xEEIEAARNqwYcNsgw02sNatW9tbb73ld1fLc889Z1tuuaX70v9GzRAgACLpu+++s1NPPdVNhJ933nn2ww8/+B8JorePI444wr2NXHvttatNwKPqCBAAkfP666/bDjvsYA0aNLCxY8f63RnRt29fNy+i+RHNk6D6CBAAkdK7d2+3t2Pfffe1hQsX+t0ZpZVZWqGllVojR470u1EJAgRAJHz++ed28MEHu70dN910k/3666/+R7JCe0TOPvtsN1R2xhlnuD0kqBoCBIg5jfG3adPGtthiC3ejfPDBByO3J+Kpp55yezuaNGliL774ot+dE4899pjbva5d7NrNHhU//fSTvfbaa9anTx/7+9//7ob1tIkyCggQIOb0VK0hoeOPP96N92sprJ6269Wr54aJVHxQN89sDxelor0dV1xxhdvb0bVrV/vmm2/8j+SUyqGojpbqaemGnQ/vv/++DRkyxC688EJr3769+73oz2v99de3jh07ugUAul69evXyf2rOESBAjF1//fVutdG4cePK2vRGMmvWLOvXr59b5dSqVSt3g9LXZptt5m5QPXv2tKefftqWL19e7lfLrI8//tjdIBVo999/v9+dN7o+N9xwg7tuetL/8ssv/Y9kjFaETZgwwf05HXTQQe4NSH8OtWvXtnbt2rnVZwMHDrQ333wz6ef95z//sTXWWMMGDx6c1J5rBAgQU9pwp5vRAw884Het5ttvv7Vnn33WbrvtNjvyyCPdcFciVHbaaSc7+eST3aolrY7SW0NN6QlbT9QaWnv77bf97kiYNm2abbXVVu5aTJ061e+uNs21vPTSS+7mf9xxx9m2225bdo232247++tf/+oWELz88stVWrJ82WWXuaCZPHmy35UzBAgQQ2PGjHFP0Co0GGrRokXu17n88stt//33d0Neutlp6euee+5pF110kdvk9+GHH/o/Na0VK1a4MNKv0717d/vxxx/9j0TKV1995cqm6FpeffXV1QrPuXPn2sMPP2znnnuu7bzzzm5xgP67VXZeiwX0ljNx4kT3/xHit99+s27dutl6661nr776qt+dEwQIEDN6ctZNXhPmmabJ94ceesjOOeec1W6KhxxyiAusSZMmpbwpaiK4WbNmtvHGG9v48eP97kjTcF8iOFVWxbd48eKysD3ggAPc25UftkOHDq1W2FaFJtg7d+5sDRs2tA8++MDvzjoCBIgRjZVrHF1PzblYBqthGa2aSgzLbLPNNmXDMttvv33ZsIwCp06dOu5NRm82hUjXVvNFKqui4aPbb799teE+7SnRG5aKNmZquK8y2rG/2267uWu/dOlSvzurCBAgJrSCSDWedLhSVcbQs0WTznrDUPHCLl26uCEW3VwvueSSnIRaNum6aiWU/nsaNWrkFhzceuutWV9wUBntoVFga+Jd81m5QoAAMaDVPNq/oAnvqpY5zxU9hWuIS0/scXD66adb27Zt/ea806q2TTfd1AXcqlWr/O6sIECAAqdhJO3v0AFLoXs5dMKfxvYTX/o+k0455RS3ZLfQaYnvJptsYrfccovfFSyT117DZpp/0dChJtmzjQABCphuaIcddpjbnVzV5bAa4lDdJ+0x2HXXXd2YfmIMv/yXbkS77LKLm4zXBHBN9kNotZH2LSTOLS9UWuqsa/Pee+/5XVWSi2uv4TRtHNXEfbYRIEAB03CKNuJVpfyHjn/VbnStDNJOZk28XnzxxXbvvfe6UiLa66Abo37UTUgrjzRvoVVE2m+gLy0/1Wqj6j7darmubpaaUC9kuvFrIr26cn3ttbxa/z/ZHjYkQIACpUlqLaOtbEnsjBkz3MS6nmx1qp92fadaZlsRrfR55JFH3G5pvUloOa6+r44TTzzRlQkpVLpxq16X9m9UVT6vvcJanx80aJDflTEECFCA9ISqm5IKI6ajG4+GQPQkus8++7j9IZnwzjvvuDkNba7ba6+9ViuzkY7qbennLFmyxO8qCC+88IK75togWJmoXHvtS8nmbnUCBCgwiRuxSp6no6NftSpLcyNVeVoNoQlbPVVrWKYqhQc12b/uuuu68CtEGnLSIVeVidK111uTKvhqKfXMmTP97hojQIACoidZVWfVxrx0NN6uzYR6Qs32pHX5woOnnXZapRvnjjnmGLfMtBCp1PxVV13lNyeJ4rVXu3ara/WYKv1mEgECFAgNnVS2y1w3ME2qa4d0LjcTqqKsnnJVvVblNdLRiiLN21RnVVEUqNaUhq/+97//+V1lonzty+9Wz+QQIgECFACd2V3ZLnMNnShgdAPT02muvfLKK67g4tFHH5024LSMVW9QAwYM8LsiTWeWNG3a1G8uUwjXXvtLNAGvGmaZ2jVPgAARp13mzZs3d8tH0+0y1xOmxt01dJIuYHLh+eefd3sQVLk2He1b0YqiQqIyIT169PCbnUK69tqtrjNfVPAxE7vVCRAgwjTxrBuTxt8r2mWuFT+atM32uHtVaGWYlo+qKm8q//3vf92NLt+nD1aVjrfV8JXO8kilkK696DAxbVTUvpR0bytVRYAAEaWhEI1r6+ak5ZvpaK+Blos++uijflfeqJSGhtxSDZVoH4Qq82ZrhVKmab+NKu6m2sBXaNc+4ZlnnnEhrmNza4IAASJKK2s0KZvuyTdB8yLaaxAlGm/XuR86bz2VAw880M0XFAKVaNfhV6kU4rVPSOxW1ymUoQgQIIKuvfZat1pJK2wqopU/Gl7R+HfU/Pvf/3YBqMOWfNqRrT0Mmj+Isnfffddd3+eee87vKthrX95dd93lhrw0rBiCAAEiRvWRdGOqykolHeKkeklRpAllTdimmtTV+RXavzBixAi/K1L+9a9/uXM/Uq2sKtRr79MKM+1Wf+KJJ/yuShEgQIRoOabCQyUoKqMxbj3F9+/f3++KjCuvvNLVj0q1yW2//fZzN+Eo0wFNZ555pt9c8Ne+PM3tqFCj3kSquzKLAAEiRE+OGnq4++67/a7VjBo1yj3FV7c4Xy6pwmy6ISAd+6q9C/lc+loRLXnVTfXJJ5/0uwr+2vtUZXjbbbf1mytFgAARo1U0++67r9+8msSZElG33Xbbuadhn85G1yTuuHHj/K5I6NWrlztJMdXu7kK/9uXpDUSrzLTarLoIECBiEk+3n332md+VRKUpcnFoUE2dccYZaVcq6SRFFfuLIhUrPPnkk/1mJw7XPkGr/PSmov0u1UWAABHz/fffu2GsysbXdUDTfffd5zdHjlb6aFlpKnfeeacrAZLqKT+fFixY4Iav0q2Ci8O1T9AOe+20D0GAABGkgol/+ctf/OYyGnvXU2Oq8fmoefzxx93vNdXGtk8++cTdqENWAGWT5qC0W1snKfricu0TVONLK7FCECBABGlns5ZWqg5WKiquqBuDVm1FXWKIJF2pD80l6GjeKNGwzwknnOA3O3G69q+99prrDz0rhAABIkhPjCo18fDDD/tdjkqbhI5b51qilpQ25aVy6623urMqUu21yIelS5e6OSjNRaUSp2uv801UZy0UAQJE1CGHHOK+UonTU7AOOVK/6jNFgeY2dHKi5qJSidO11wmLOmkxFAECRJTePvQWkmr8Om7j8K1bt7Zzzz3Xb86LTp06uXM10onLtdcBZerTWe+hCBAgojT/oXmQIUOG+F1OnFYC6WhW7ZquaXnxmqrsmifE4dpn4poTIECEVfQ0HKe9CJl4Gs6Ehx56KO1bX3lxuPY6oEwbImuCAAEiTE+52hOSajw+Truhpabj8ZmgOSedwVKZQr/2iXmnZ5991u+qFgIEiLCKVgTFrR5Tt27d3EFT2v2djy+d0Kc9KSqFXplCv/aZWvlGgAARpyEI1cfyxakirOpiqfx43bp1XR2wfHyprIrmP3beeedKzykp9Gufqb03BAgQcRXtio7DmRQ6G12rsHbccUf78ssv/e6c0tCOnsy7dOmS8sZbXqFe+3nz5mVs9z8BAkRcRXWZCv1UPIWinv5VDVZlTaJAu7K1D+Skk05KeQ56QqFe+0zWHyNAgAKgJ12N06dSqOdya/noMcccYxtuuKG98cYbfnde6elcw1mVHexViNd+r732ylgFZAIEKAAVnU0xY8YMd66G6mdFheZsttxyywqXw2olk+Y8Uk3yRoHOCdebn/ZSpFNo1z7TZ7AQIEABqOh0PDn77LOtQYMGaUtW5NKDDz7ofq+TJk3yu8rorPF0q8ui5LbbbnM33GHDhvldZQrp2mf6FEgCBCgQ6c7nFq0aatGihRueyNTNIYTmA7QRL9XkbYI26+km17dvX78rkrRhUP9N6Wp1FdK11zn0Wq6cKQQIUCD01N6wYcO0a/ffeustNzl65JFHpv1MNqm4oJ5utXM+XXmMiRMnWq1ateyaa67xuyJL/y266Wol3KxZs/xupxCu/eeff+7e+kaMGOF3BSNAgAKhktxa9TN16lS/q4xWBmn1jW5kuXwa1gqx9dZbz+3iTjVPIy+//LL7vZ166ql+V+StWrXKDjjgANt0003dcGIqUb72cv/997u9K5XtcakOAgQoIDvttJN1797db06iG5mehjWkku1xeT1tqyifnmxPO+20tHsndIaG5glUKiQfT+iZoElpbTLU8a96mk8litc+4cADD3ThlkkECFBArr/+erdnoqL9CaIhFY3L66b9yCOP+N0Z8frrr9see+zhnmr79Onjd5fRyh8dWqSlyKlqehWSJUuW2DbbbOOKKaZ7ko/StU9QyRUtS87074cAAQpI4oQ5HRRUGd3gtEJIq4i0V2HatGn+R4LobeKUU05xT7560n7zzTf9j5RJ7DJv3rx52uN5C80HH3zgdqt37tw57ZBRFK59eQMHDnQT7PrzyCQCBCgwGkLp0aOH35yW9ipow5uCR0+tGguvbhFA3RD19HrQQQe5FVTNmjWr9GlWu8x189Qbk07xi5NXX33VzTtoQ15Fb4P5uva+ww47zA4++GC/ucYIEKDAXHHFFda0aVO/uVIan9dqIg176MlYwzAqn37vvffaU0895SbnVcFVPz799NPWr18/u+SSS9zQk4Y/9KWb0JgxYyq8aYpWAmlFUBR3mWfK5MmT3TW57LLL/K7V5PLa+7799lu3YXPAgAF+V40RIECB0dOvnmj/97//+V1VohvKyJEjy8600Ol6+vX8Ly1b3WWXXdxQzNChQ6tV6FDH0+qmFcU6UZk0aNAg91bQu3dvvyulXFx7n36+lk7X5NdIhwABCtDWW2+d8qCgUKqfpCqtiS99H+rmm292Y/SjR4/2u2Lp9ttvd28VulGHyOS1T0X1xjp27Og3ZwQBAhSgCy+80O1JUOXYVGXe80XDJHqC1tBMMdFwlCapNfwUFZo7Uekb/b40JJYNBAhQgBI7unWz1g1CwyEXXHCBDR482K3UyQdtaNPv6dprr/W7Yk/zEipiqKEnLbHNNc05zZ49203S6xz0Nm3auLeixN8PvdlkAwECFDCFhUJD4aEQ0ZGwumlo8lobx1QyRJVX0218yxQtK9YubG1oK1bara6hoop2q2eKVrWpEKUm2rXKS+eX6M9dP+p7tas/26vfCBAgRjScpWEtlSA/8cQTbYcddiibmNW8icbDddiQVgVlalNfYpe5SmkU6i7zTNEkuYpeVrRbvbq0d2PKlCmuFtrhhx/u6qHpz1NvGHrT0BuHjtbVG0i6OljZQoAAMff111+7A5Juuukmtx9Ahw3pBqSJ7rZt29pZZ53lyoBrk2J1l4guXLjQ7TLXpraVK1f63UVp6dKlle5WT0cbE7W6TscYa4+JNmAmHgC22morO+qoo+yOO+5wq9uq+2tnAwECFCGNiasqqyZ/O3To4IafdJPS5jgdMfuPf/zDHnvsMXecbjoKplatWsVql3mmaLe63hQ0jJhut7roDHYdRqVFEe3bt3dLn/XnoOW9nTp1civtxo4d60IpiggQAG7oSaXKtVpH8xgqP6L9DbqZbbbZZnbEEUfYrbfe6lYZqaigqs1qrF0n32V7nL1QJXard+vWzb3ZaR/G+PHj7brrrrMuXbq4oou6vtokqGGv888/35UcUS2tQkGAAEhpxYoVbme09jmoiqtKkiSGU3Tz0/kTc+fO9X8aytEyWg0V6jjixLXT/IhWbGnzoc7xyGXp90wjQABU2eLFi105DZUpCd04V2x69uxpJ598sjtmtrp1sKKOAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABPk/m8r6XRAciuUAAAAASUVORK5CYII=)
| Product Number | 4H58-1-WV |
| CAS | 849928-23-0 |
| MDL Number | MFCD07779072 |
| Molecular Formula | C29H34N2O6 |
| Molecular Weight | 506.599 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-WV
CAS: 849928-23-0
Molecule Weight: 506.599
Formula: C29H34N2O6
PN: 4H58-1-Q8
CAS: 313052-02-7
Molecule Weight: 494.588
Formula: C28H34N2O6
![(2S)-3-{1-[(tert-Butoxy)carbonyl]piperidin-4-yl}-2-{[(9H-fluoren-9-ylmethoxy)carbonyl]amino}propanoic acid](data:image/png;base64,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)
PN: 4H58-1-QM
CAS: 204058-25-3
Molecule Weight: 494.588
Formula: C28H34N2O6
PN: 4H51-1-R3
CAS: 101555-63-9
Molecule Weight: 351.402
Formula: C21H21NO4
PN: 4H58-1-S3
CAS: 86069-86-5
Molecule Weight: 351.402
Formula: C21H21NO4
PN: 4H51-1-18
CAS: 105751-19-7
Molecule Weight: 351.402
Formula: C21H21NO4
PN: 4758-1-21
CAS: 951695-85-5
Molecule Weight: 482.577
Formula: C27H34N2O6
TSCA: Not listed on TSCA inventory
