![exo-1-Boc-azabicyclo[3.2.1]octane-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB06AAAdOgF42iE7AAAClXpUWHRtb2xTb3VyY2UAAHicnZVtb5swEMe/yonXw/gJP1QhVdVq2qR2ldpO2rvJIW6LFKACmodvvzO0XRKyZKoA2Xf+/842d5jJ+bpcwNI3bVFXWcQIjcBXeT0vqqcs+vnwNTbR+XSSowiFVZtFz133cpYkq9WK5M++dOu6InldRsP42botdjQrQermKeGUsuTXzfV9z8RF1Xauyj1SbXHW9s7rOnddv4p/TJGUrlkWVTLIk7JZDtF+cxpuStbtPPq7l0scu0AUHouFh8e6KV0HS04J3vQLPPnKN67zc5ht0C2IxL1PJzdXdf5a+qrDbohQ5G5x3zWvOTrKeuHzVwyGne9XWVSyCNysve984+ssQpXHCK6ry4umcRsIvaBzDBwHJ8BJcCk4BU6DM+AsOEbxwXGGAoYKhhKGGoYihipmMCELH1b0sHnxuC0Yrtv++QGXe9ct3OJb5VkkiNFCgiSKSgYpsanVIAiXJkVLCGlxTCpr0OqdHJVcYsOCkxKr0o/mzSmI0rhSibiV75YizCKuSWqFxUYZLiLY4BJiSSzHNcSCpEobQJtboyDmxAjNQssZ5xBTYhjlEBplg0kpmoxoQSl6dZgbvVqjN+7dMrTCaL2lRlMEk+mUIaUEVcG0wgjMS/KRmOlkVlfzrS4U8yyahWyi5M4/tvwtaRHUzdw3+GGEAEG6DfBdIKT4OCBGgDwOyBGQHgfSXSAU23FA7QKhND8AfgjQI8Acn8HsAnYfCMrhE5p+G+g3axzKjkIxenzyML6T1P5zO8HsFwL/D4aPmU9vk4kDCzhRWmyvVPpz5BSTHmBOFBhT4xycQvSBadSnX85ePQ0H5YkV2AOMOVTnydbJkLyf99gd/QuSrR9Fgr/H6R9LNSFAg+K2NwAATupJREFUeF7t3Qm8ldP+x/GLSEVzyJBMSUnGooEMhbiKawjpmsfMXJkipEKEopRwu65ZCpkilaSMKRKhJKR5VnTXf3+f83+e/ey1h/ZZZ5999vB5v17rJWevZ59Te5/nu59nrfVbfzMAADj4m/0FAADSQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcESIYtXrzYjBgxwqxdu9Z+CAAKCgGSQRMmTDCVKlUyf/vb38xmm21mDjnkEHPNNdeYkSNHmgULFtjdASCvESAZMnToULPFFlt44ZGs7bbbbuass84yjz76qJk2bZr9FACQVwiQMlq/fr256KKLYoJi0003jQuPRK169ermmGOOMb169TLvvPOOWblypf30AJCzCJAy+OWXX0yrVq3iQqFq1aren3feeWdz5ZVXmv333z+4tZWqKXj23Xdf0717d/Pf//7X/Pjjj/a3BICcQYA4mjRpktl+++1jAuCEE07wAiD8talTp3r9V61aZd577z1z1113meOOO87UrFkzLkASNX2Pk08+2TzwwAPec+mKBwByAQHiYPDgwTHjHbpy0G2o//3vf+bEE0/0vrbtttua0047zQuaZKZPn24ee+wxc/bZZ5tGjRrFhUeipqubww47zPTo0cOMHj3aLFmyxH5aAMgKAqQU1q1bZ84///yYE3qNGjXMq6++GvSZMmWK+frrr0NHpW/RokXmlVdeMddff71p06aN2XLLLeMCJFHba6+9zHnnnWcef/xx5+8NAKVFgKTp559/Ni1btow5cTdp0sTMmjXL7poxCqzJkyeb/v37e1c2uqqxwyNRq1Wrlnc7rU+fPmb8+PFmzZo19lMDQJkRIGmYOHGi2W677WJO0jqhr1ixwu5a7mbPnu0tVLzkkktM8+bNzSabbBIXIHbbfPPNzUEHHWSuuuoq8+KLL5r58+fbTwsApUaAbMSgQYO8E7B/MtZ4hwbCNd6RC5YvX27efPNN07NnT9O+fXuz9dZbxwVIotawYUNzxhlnmIcffth8/vnnZsOGDfZTA0BKBEgSf/zxhznnnHNiTrqaOTVmzBi7a05RECgQBg4c6AWEgsIOj0RNwXPUUUd5QaRAUjABQCoESALz5s3zbvmET7B77723+e677+yueUHrVXTrSrewWrRoEXNFlazp1phukelWmW6Z6dYZAIQRIJb3338/brBa6zBcVonrKkaD2Jrie8QRR5hRo0bZXSqEBtX1c2mQXYPtGnS3AyRR07+Lxn40qK/BfQ3yAyheBEjIgw8+GPPpXAURdZItrSeeeMILjCpVqsScgI899li7a87Q9F9NA9Z0YE0LtsMjUdM049atW3vTjjX9eOHChfbTAihgBEiESq9369Yt5uRYu3ZtbyzAhU7C9slWTYH0008/2d1zkhYoaqGiFixq4aJfnmVjTQsitTByyJAh3kJJAIWr6ANk7ty5Xq2q8Elwn332Md9//73dNW26ZeU/14477mi6du1qhg0blrdjKKISKiqlopIquqVnl3FJ1jTxoGPHjt7MNZVyUUkXAIWhqANEJ7R69erFnPBUfqSsJ7kPP/ww7wMjHXPmzPGKPqr443777Zd2FWKVtc+VadAA3BVtgNx///0xFXJ1e+mee+6xu6EUNNFAZel1BaYy9apMbIeH37S+BkB+K7oA0QykM888M+ZkVqdOHe/Eh8zTxlnaQEsbaalumP9vrtuGAPJbUQWI9tewy63r/9l3Izu0viZcxTjXF2UCSK1oAkRXGLrSCIeHVmqvXr3a7opyFK5mrIrDAPJXUQSIxjbC4x36sxbDVRR/IV8x0or28GuhhZsA8lNBB4iuLrp06RJz1aFZV++++67dtVwpMMaOHWtuvfVW07ZtW1O5cmXvZ9FsrWIUHoNSAUgA+algA0TrOLSeIxweGrjVuo9s0MpuOzDspgWHxWjGjBkxU361CReA/FOQAfLWW295K8nDJ2vNAsrmxkoqk24HRrjtsssu5vLLL7cPKxr+1r9qqscFIP8UXICodpXWdPgnJ91vV42rbFPhRDswVB7+qaee8hbgFbtPPvkk2AxL//3yyy/tLgByXMEEiFaPn3LKKTEn7W222abCBmm11S2BkZoWG/qvlcaqAOSXgggQlQzRfh3h8DjwwAPzpnBhsdJWwf7rpavG8txfHkDm5X2AaDGaCvaFw0PVYFVhF7lPlX79101XbADyR14HiCq8hmfzaC8PaizlF014CL9+3O4D8kdeBsiKFSvMSSedFHPVsd1225kJEybYXZEHwtsHX3bZZfbDAHJU3gWI7pM3adIkJjxatmxpfv75Z7trzlP12jfeeMPccMMN5oorrrAfLhrazdB/LbXL4a+//mp3AZCD8ipAXnvttZiKrmpajKe9x/NBODAOPvhgb4rxpptubjbfvIapWnUHM2fOPPuQoqC9QZo1axa8ptddd53dBUAOyosA0QlGe0yExztU1XXw4MF215yihYvJAmPLLeubatV2NdWrNzW1ax9k6tU71PTr95T9FEXjmWeeCV7brbbayixatMjuAiDH5HyALF++3HTq1CnmqqN+/fpm0qRJdteco2mqqQJju+2ONm3bXmZ69BhmRo+eYhYsWGY/RdH466+/zB577BG8xj179rS7FL75841Rkc+jjzamYUMTecOYyKVpyZ87dDDmvvuMycNbtShcOR0gM2fONI0bN44Jj1atWkV+z+bbXXPSvHm/EBil8Pjjjwevc61atbwPD0VBt2Cvv95EPmVEfiP/lrqpj27x5cltWxS2nA0QlQKxt0S98MILzbp16+yuOeuvvzaYww+/gsBI0/r1602DBg2C11tlaQrewoUm8qkoPig21nSMjgUqUM4FyIYNG7zbF36dJDVVsx06dKjdFQVo4MCBweuuUjQFveHXn3+ayCVpbDDsvbcxGtvTqvxVq7QngTHffmvMY48Zs88+sX0PPbTkOYAKklMBsmzZMnP88ccHJxC1HXbYwXz00Ud2VxQoVRDQmh7/9R8wYIDdpXD06hUbCLfdpk9Qdq8oPWYfc8cddi8ga3ImQL766ivTqFGjmPDQlqesCSg+2kHSfw/suOOOeXXbMm0a36lZMxoEN95o90iuR4/ocXqOFSvsHkBW5ESAvPzyy2brrbeOCY9LL73UuydejFatWmcWL87e3iW5RutlwvvXP6bbN4VGfyc/BHbZpXS3otRXM7P847m9iwpSoQGi8Y6bb745ZrxDK5GHDx9udy1oCozx4+eY+++fbLp2fckceOAQc9tt4+xuRUXrfvz3xG677RY5Z5biBJsPVL7eD4B+/exHN65v3+jxZ5xhPwpkRYUFyNKlS82xxx4bnCT82xVTp061uxacRIFxwAGxrXXrxyOfxAvw1k2alixZEjMLb8SIEXaX/NaoUTQAPv7YfnTj9HviH9+4sf0okBUVEiDTp083u+++e0x4qKz3ggUL7K4FIZ3AsNsppzxvvvyyMP890tWjR4/g/aH6Z6pIUDBq144GwOLF9qMbp5X6/vF16tiPItsyuQjUf13V0uVyTAZk97tFvPDCC16pinB4aG/wgrtF8f/++ONPc9BBj8UFhN0UGP36fWDGjv0+8umbvUxEHyiqRn4J/ffJiy++aHfJX5UqRX/hXd77Gh/0j9dzoWKUxyLQ8DHpcjkmA7L63Y6OpHM4OKpUqeJt+VrojjjiKQLDkaoU+++X/fff3344f3EFkv/KaxFouG+6XI7JgKx9N23+FA4PrTj+9NNP7W4F6YwzXiIwHM2bN88rnOm/b7QDZUHI5BjInnvaj6K8leci0HC/dLkckwFZ+26abeWfBLbddlvz+++/210K1tq1Sd4oSMsFF1wQvHdat25tP5yfmIWV3+wFnZlcBBruky6XYzIga98tXCivi355gDTNnj3bK4Xvv3/GjRtnd8k/rAPJX+W9CNQlDFyOyYCsfbdwgJx++un2w0BKXbt2Dd4/Rx11lP1w/lm2zJjq1TNzEiqWqsW5orzD3yUMXI7JgKx9NwKk9JYv/8O8++4P5p57Jpl584r7JKFSN+ENxaZMmWJ3yT/a8yT8i3/77alvg2gas257hI/RbRFkV3nffgy/vulyOSYDsvbdCJCNCwdGly4vxMzaGjiwAE6YZXTSSScF76ETTjjBfjj/aCquxnTCv/zNmhkzZEjJ4KsGYdesMea770o+qTZvHtu3TZvSffpFZmRyAkSiRaDh1zhdLsdkQNa+GwESL1Vg2O3oo0d4+4sUM83a88ve6L/Tpk2zu+QfLZ5t2TL2BJBO0zEFuvA255X3FGz7tS5ty6KsfTcCpHSB4bfTT3/R9O//oXn//R+LPkAkXP7mtNNOsx/OT2vXGnPNNektRqtc2Zirry45BhWjvBeB2q95aVsWZe27FXuAXHXVG3HhkKiFA2PFiuKthZXMBx98ELyPNttsMzNLc+4LhUpd3HuvMe3bG9OgQUkpjCpVSv6siQP33KOFMfZRyDauQAJZ+27FHiCXXPJaXFgQGG5UN81/L51zzjn2w0D5yuQYSKJFoC5h4HJMBmTtuxV7gPTq9T6BkSFvv/128F7afPPNzZw5c+wuQPlhFlYga9+t2ANE03AJjMxp0aJF8H7S5mNA1rAOJJC171bsAYLMGjVqVPB+0iZkv/zyi92l4ulk8eCDxtx/f+lOMsht5b0I1CUMXI7JgKx9NwIkc7S/SLHT3iD77LNP8J669tpr7S4VT7c3/F9qre1A4SjPRaAuYeByTAZk7bsRIO60P/pbb802d9890fzjH8+ZVq0e96YEF7tnnnkmeE9pj5lFmt2SK7QIcJttor/UTzxh90A+K89FoC5h4HJMBmTtuxEg6bMDw565pfbcczPsw4rOX3/9ZRo1ahS8r2699Va7S8XRrSv/F3q77Vi3kU9mzzbm1FON2X13fUqxH40qr0Wg4b7pcjkmA7L23QiQ5NIJjHDTDoe33z7OfpqiNHz48OB9VbNmzciVWYJ7ytm2bp0xO+0U/YXW+g3kPlXG1RiFFmv6r92++9q9YpXHItDwMelyOSYDsvbdCJAol8A466yXIx9qPzIffDA3cnW83n7KorV+/Xqz8847B++tu+++2+6SfcOGRX+ZtegsUclu5A6NT+gWY/368Sf9Pn3s3ollchGoSxi4HJMBWftuBIj2g/+KwCgHgwYNCt5b22yzTeTfa7XdJXv++suYPfaI/jLfdpvdI7kZM4zRtr3HH2/MypX2oygPH35oIr9w8cGhMYv337d7w0KAZNEDD0yOCwsCo+zWrl0b+fBYP3h/DRgwwO6SPbpn7p+EttqqdKUuDj88eux//2s/ikzS1UDXrvHBUa9eyUC4PghgowiQLHrmmekERjm59957g/fXjjvuaNZpHCLbdCskvPf1ddfZPZLTJ2H/uE03LZnJg8zT+IOm01arFhscm29eMj6xdKl9BFIgQLLohx+WEhjlZOXKlaZOnTrBe2xIRay7GD06ekLSoGppFjfqtpV/7Cmn2I8iE557LnYVuN+OPdaYb76xeyMNBAgKxh2RT5b+e2zXXXc1fyabZ19eDj44elK65BL70eS++MKYTTYpOU7//ewzuwfK4vPPjTn00PjgUCHDMWPs3igFAgQFY+nSpaZ69erB++zf//633aX8vPtu9MSk2yE//mj3SE77mvjHduxoPwpXv/9uzAUXGLPZZrHBoRIiKi+jxYAoEwIEBaVHjx7B+2yvvfbySp5kxZFHRk9Q3brZjyan/UzCJ7gPPrB7oLQUDP37lwRFODj073zhhcYsXGgfAUcECArKggULTNWqVYP32osvvmh3ybzJk6MnKQ2Az5xp90ju3HOjxx52mP0oSuv112P36wj/2+pWITKKAMkR9tTe8ePn2F3ihPsj6sorrwzea/trXUV5+/vfoyeqf/zDfjS5uXON2WKL6LFvvWX3QLo0CH7MMfHBoUHz55+3eyNDCJAcYQfIKac8bzZsSH37hQBJbN68eaZy5crB++11fSotL9OmxQ6Af/qp3SO57t2jJzotZkPpadrtVVeVjDuFg0PTdO+8c+NlQ1AmBEiOsANE7eWXU98KIUCSu/DCC4P3W6tWreyHMye8O52mg6brt99KSl34x778st0DKfzvr7/MssGDjalbNzY4FOJaIKjSIih3BEiOsMND7eijR0Q+QCWfikqAJPf999+bSpUqBe+5cePG2V3KTov9wgPgEybYPZK74YbocU2blixCRFo+jbyWA5o3N2Mi/3arw+HRokXJgkxkDQGSI+zg8P88dGjyWyIESGpdI59E/ffcUSpol2nnnRc9eWmdQbp02yW8o92IEXYPJPDjjz+ak08+2dSN/Jv9I9IeirRp+vdTEcQnnySEKwABkiPCYfDSS18Hf27bdrhZsiTxfVwCJLWvvvrKbLrppsH77qOPPrK7uFMtpfAA+Jtv2j2SC+9Mt+uuyTcWgmfVqlXmlltu8bYu9l/LfSLt6sqVzfQbbzT/o/BkhSFAckQ4DP76a4M56aRo1d5+/RKvDSBANu4f//hH8L77u2ZLZcoVV0RD4IAD7EeTi5wMY+7bV0TJlTyixaA77LBD8Br6rcuJJ5pfv//e7o4sI0ByhB0G7777Q/D/LVsONXPnLrOOiD8G8T799FOzySabeO87/feLTKwF0G5y2u/BD4GXXrJ7JKcFbv5xkROj+YOtiRPR1eLBBx8cFxzNmjWL/G68a3dHBSFAckSiMDj77JHB166//u1Q7xKJjkG8Y489NnjvnaayIRVFYbH99tEAUTkNxJg/f77p1q1bEPp+U6HMRx55xNvGGLmDAMkRicLg009/ifn6l1/G7qOc6BjE++CDD4L33mabbWa+ofJqzvkjEq69e/c2W221VUxwbL755uaKK64wS5YssQ9BDiBAckSyMLjyyjeCr5933qiYx5Idg3jt2rUL3n8HhMYsNN1XX9N+6uGvJ9KxY0fvedR+0zqOJLQ3ydlnn+21Tz75xH44oFsxt99+u9fGjh1rPxyYO3euefLJJ732VorV6joJa7qy2ueqQJvCTz/95G3ElQteeuklr3pyODjUOnToYL7++mu7O3IIAZIjkoXB7NmLvQ2o/Mfef//H4LFkxyBenz59Yq5CfJMmTQq+rvvryWjv9fBtlTVr1thdAiqf4vd7P8W2qBdffHHQ7x7tmZ3E8OHDg36aFJDMjBkzgn4NtBd3CtWqVQv6/vrrr/bDgS5dupiGDRt67Z133rEfDjz66KNBuNpNtw39QA23Tp06me222y74Ofymr43W3irIeQRIjkgVBrffPi54THuq+yVOUh2DWIceemjw/jsoVDZEn379r7dv3z50RCyVR/H71ahRw344xvbbbx/0TXW7rHPnzkG/VKXn77777qDfZZddZj8c0FWM36+FFtUlsWLFiqCfwjTVuEKTJk2CvqmmQf/zn/8M+rk2BfRxxx3nbQ6G/ECA5IhUYfDbbyvNIYcMCx7XOhFJdQyiJkyYELz3dML8NrRdbPjT/VlnnRU6KtbHH38c9NtTGxElsWHDhpgV8MuWxc+e84VnGb39dvwkCZ/GAPx+d6q+UxL/+c9/gn6ppizr7+/306f9VGrXrh30nTNnjv1w4Oijjw76ubRGjRp563aQXwiQHLGxMBgwYHLweIcOI8yaNX9u9BiUCJ/cEr33NED7xhtvpLzd9OqrrwbPcdhhh9kPB1RO3u9XRbWuUtBtIb/vl19+aT8cOPXUU4N+w4YNsx8O3HfffUG/C7SRUhLhQN13333thwMaUwlPgdb/J6Pn8Z+zNE1Xc08//bT9dMgTBEiO2FgYLF/+h2nX7omgz5Ahn2z0GMReOegkmOpEnUr4/ZtqKvC0adOCfrvssov9cIzwyurftXteEgosv99rr71mPxy47rrrgn633nqr/XDg+eefD/opXJPRFYffT1ciqSQay0jVdCV4+eWX20+DPEOA5Ih0wuCpp74I+qjESapjVqxYZ6644g1zzjmveFV9161Lfp+7kIXHGTRoWxaaufTyyy+bMSn20dYsKf/7HXLIIfbDAW2/6/fTVFXd+kpGt3f8vqlmdYVrfw0aNMh+OPDQQw8F/TR2IXpe/b3C4yEa8/D7aSwkGR2jQPD7ptv075Nq9hlyHwGSI1KFgU8hcOyx/4npm+yYkSNnxjx+xBFPmYcfnmIWLFhldy1Y06dPj6mFNXXqVLtLxj311FPB91N4JTNz5sygn0p1pBLe5/3nFGXKVTDS76fJAcncdNNNQb8bbrjBu0rzA6Bx48bmmWee8bYCfuWVV4J+hx9+uP00Ac3i8vulaltvvbUXlvbXNVNr4sSJ9tMiDxAgOSJVGISNGvVNXHgkOub775eYww6L3vLym8qi9Ojxjpk2Lfk6hkJxxhlnBO85rSlw4Z9ES0PTaUeMGJHyJK61Gv7Plmr9yerVq4N+CkNNJ05G05D9vh+mKGt+7rnnBv0eeOCByHtqVMwJXU3PFZ5mnOp3VmtO7OPDTVsMa5qv6LbYeeedlzBIdDstGyGPzCndb0YZECCppQqDME3h1W6FdjAkoiq+jz/+mTnmmGh5+HA76yzdjvkuclJKfvskX3333Xcxt1XGjx9vd0mLpsP6z5FqCm1p6VO+/7xaoJiMv9BRrV69evbDMerWrRv0/eGHH+yHA/p+fj/9HLp91rNnz5i1IXa7+uqr7acJ6NaX3V9NgXfOOeeYPxNUG9bro1tuiW59nXDCCd5YEnIfAZIjNhYGYdov3Q6DVP78c4N5883vTLdu0dpa4ab9R7TvyOLFyRfH5Rt9yvXfb23btrUfTosWzvnPoU/Mqaax2uaecopZEjnOqB1/vP2wWbdunVfoUWMVqdaAlMdCR13x+P3CG21pBtlVV10VM7jvN80Ye++996JPEhKeCu23li1bprzd5tNK81Mi/1Z27Sv9v2afsRI9txEgRWb69AXmxhvHerey7CDRWhMtWpw1a5F9WF7RYPcWW2wRvN80RdeF7vv7z6GV0+la+M03Zkjk0/drkeO+iLQ/U9xO2pjwQsdUm2KVZqFjuDy6xmJsOvHr9lV4/MhvRxxxhBdqYeGFjm3atHEaz1CVZK1dsb+frlC0Pmf27Nn2IcgBBEiR+v331WbgwCnmyCOfigsStQsuGO2VlPdXvecTTQ/132sHHnig/XBawp/8dSJNtaLc1i8SNmdFjrsx0l5JMficDq3K1vqU/v37m8HaAzyJ0ix0DI8/pFroGC7JYjdVOPZnhGmho2ZppSp1kq4pU6Z441X299PPfP7553t1wZA7CJAip5ldmrHVpcsLcSGidvzxT5sRI6Z504LzgYocagGf/17TtFsXKqnhP4dupaRLt7m2ipzsdoscd1ikTc/ASTUd5bHQUetY/L4aN0l0RXLiiSd64yiJxjnKQosdw+tf/Fa5cmVvLOqXX36xD0EFIEAQ+Pjj+eaaa96KKd7otzZtHjd9+040P/641D4sp/zrX/8K3mdNmzb1pqOWlm6nhFdgb6yybdill14afP9DUtSjyjRt+6oQ6dWrl7ciPZnSLHQMB7GCR7PLwjs8+k3BoqKLpblKS5euahJtLKWf7dprrzULFy60D0EWESCI8/PPy03//h8mnAasdvnlY8wHH+TerYTFixd7aw3895lriYxw6RBdiaRL6yHCJ11NAc416S501K0tv5+90PGzzz6LuULzm8YrtDBRM8cyTSvw99tvv7jvqf1Dbr75ZvYLqSAECJJavXq9efbZ6ebEE5+NCxE17dv+3HMzvLpcuUD7avjvsd133z1lldlkZs2aFTO1VJtRpev6668PjtOMKZern/KmkH3hhRe8T++6WklGVxP+3yXZQsfJkyfHLF70mwLnwgsv9CYzZNqLL77oXVna31P7udxxxx1m1YoV9iEoRwRIFmlvD+3nsXJlfown+HQenDhxrune/fW4EFFTja77759s5s+vuF9elSgPV44dOnSo3SUtWrfgP4dWSKdLn4AzcfWTK8ILHcPl7xPRIL+mStsndY1XaEJDqs23XOhqSJWH99hjj5jvVzPSzqxTx0zt189sWL3aPgzlgADJov/+d3pw0j3jjJe820T5Fiha4d6nz0TTuvXjcUGisZPrrnvLfPLJfPuwctcvctLw31877bSTt86itDTDJzxDKVWJdVsmrn5yicYWtL5DCwxTbTgVpttj4YWXftNKdF2dLVqU2enhGrjXecWvarxvpF0RaS9E2sJttzXmwQdL9qFHuSFAskif0u2Tbr4GiqoDq7jjccc9Hfd3UTv99Be9sivZKOKoRXPbRk4Y/vtLxQJddO/ePXiOjX3qDtNU2zqRT77+sa5XP4VCuwk2b948Lkh0haYqwSokmUlaRPn4I4+Y83bYwfSPfJ+P//b/CzjVdtzRGE1/TlECBu4IkCxSVdzTTks8XdZu+RIoWiei9SLar93+O6gdddRTZtCgqZFPtOV3SyFcXVZBkmoVdjL29N+RI0faXZLSHuj+cTtGTlguVz+FRuM/Khu/1157xQVJrVq1zF133ZXxnQf/jFxtfHf//WbxNttEA8RvmnH2xBMqHWwfhjIgQCrAsmVrvZPuPfdMKqhAmTlzoenZc1zM7ol+O/jgoeb6618006b9aB9WJvr0qVtW/nurb9++dpe0qCqt/xylmf67du1aU79+/eDYAQMG2F2KmsYrVKpFt/XsIFHtLoWvS+CntGqVMX36aDvF+CDRIsv//rdkYA9lRoDkAJdA0Yk6V6mmlja80s6J/s+7774DTKNG10ZO9qdGvn6+eeGF0Skry6ZLO/T57ysNomswvbQ0AB4uma4B2nQ98sgjwXEqdqjquYin8Qrd2tt5553jgkSbUT388MOZv3JbvlyDU8aotIsdJHvvrTox9hEoJQIkB6UTKM8/n/v7R6vK7+uvf2u6dn0p8vt6p9l114sin9Y7Rn6fm5nNN6/pTQ9VHSXXxWAaqA5/sr3tttvsLmnR9E//OXbbbbe0V1WrX3i1du/eve0usCgkBg4cGHPV5rcGDRqYxx57LCMfLGIsXmzMjTcaU61afJDsv7+JvEntI5AmAiQP2IHSqtXjeVNaxPfpp3PMJZc8GPm02S7ye9zQbLJJpeD9oOqvqnNU2u1mNVXWfw4N0GqNQ2lpBXd4AHzIkCF2l6TCm0epgGGqulKIpVt/WjGvqzY7SBTi+rfN+Ew2bRt8zTXaSzg+SFq1MpFfMvsIbAQBkodyZeGei/nzfzM33dQrZs1GuKnaq1Zwp9riVTRGsffeewfHqYSJCxUp9J9DV0R/pDntUz9feIBYu/yh9DSQris3Dazb7wXtjvjss8+mPR6VtvnzVXPGmC22iA8SFb8sxeLRYkeAoEJo4FTVZROtKlbbddddvd3ykn2qV5FEv69mT7ksVlNYbL/99sHz3H///XaXpLQi2j9O6xx+16dbONPrrDUn4bEov+2zzz7lUxZG+7uce64xlSrFB8kxx6g4nH0ELARIlsydu8wsXbrW/jIitGBPe0EkqvaqWkdazWxTmXa/j9ZvuFCA+c+hGUG6nZWu8KZMV155pf0wHGmxoWbEKZTt94Jec9e9XVL69ltjzjzTmM02iw+STp2MKeWt1WJCgGSJNmrS4Pepp75g+vX7wIwd+z2BYtE2p9pbIlwSxG9hb775ZvB1bRzlUnNJA+C6yvGf584777S7JKWTWPj7azMnZJaq/yqYVQ7Ffi9o06pPQzspZsxXXxlz8snGbLJJbIjo/087TfPU7SOKHgGSJRdf/GrcTCoCJbHly5d76yk0mGqHh4TrLmnrWhcjRowInkMD4KVZHR3+/hr8R/nxd0cM7zC5g84hkTb6yCPN6jLs9piUyvdrG+JwiKjpCqVbNxW1s48oWvG/neWk2ANE+2wceGB8gNiNQInSQPWoUaNivjZ+/PjgfaSqubpqKS0NymoHPf95evToYXdJShsdlfX7o/R++OEHb1vhSpUqmdZ6zSJtTKSt0om9Y0dN87MPKbuPPjKmffv4INl8c2MuvFAVPO0jig4BkkVaQT5+/ByvJtaZZ75U6kDRuopiF97u9IwzzrAfTkt4AF732nW7JF3HHHNM0b+PK9L3s2aZgZF/d+05/7V9Yj/pJGOmT7cPKbvIhxZz6KHxQeI486+QECAVqDSBcuyx/8nL/ckzaerUqcF7SAPu0xOcLLSPt9YQpFrVHB6ATzRAn4z2AA/vVFjadSvInJUzZph1Cgz7pB55XxidX8phd0Sj6swtW0a/19132z2KDgGSQ1IFigoSFrvOnTsH7yH9ORH/cRVV1Mp0e3pveEe+0g7Ah7dzPeGEE+yHURF060q3sOwg0dTcs8/WvS/7iLLTgkOVQUmzYkEhI0ByWDhQKnKzplygq43wNN+PE8zRDw+0hkPirLPO8q4e5LDDDgseO1drANL09ddfx3z/j3R/HLlDg+lHHhkfJBqvuOgiY5gpVy4IEOQFvWf898/RRx9tP+zRxkfab2KbbbaJCxI1bTPr/1kD4N9q/n+aunXrFhx7pE5UyE2a3tumTXyQVK5szBVXqG6/fUT50Yr3/v2N0fu1YcOSWlxVq5b8uUMHY+67T9PM7KPySoUESJcuXeyHgaR0og/vU66ZWKlohfkTTzxh9t1337gQ8Zs2PEq3dpZmAIV3KnyXmkm57803jdGmYHaQ6ASuwe8M744YQ+Vwrr8+cc0tu6nPddfl7c6JWQuQm2++OfgFVAE1+950IVu9OsPVRYuM1nr47x2twSgNhc1JJ50UE0B+UwmUiy66yMyYMcM+LIbWIfjHHHzwwfbDyGWaBr7PPvEn7urVTeRyVTVU7CPKRpWlVZjR/n4bazrGsSp1Rfqb/YXyorLd4V9e7dw2ZcoUu1tB0vauJ574rOnde0Lkg9F35bo7X6HRPuXhsQ2tQncxZ84c07Fjx4RBoqay8Colbvvll1+8asF+P23XijyjYozPPWfMXnvFn7hr1TJGZfgzsTuiBtX1ASf8/Np3RFvqzppVstGV9ovRrVO91+xg01ThPBuYz1qAiOodhX9pVaZAt7YK3eGHPxk3LZdASU94n3JNvy0rbfg0aNAgr9KrHSJq9tTca6+9NnhMRf0yXhkW2aPy8P/+tzG77RYfJPXqlYxJrC3D4t1evWKfU/vTpKoqrcfsY+64w+6V07IaIKK9pu1aR7pFkPFNZHLEH3/8aVq0GBoXIHYjUOJpUNx1n/J0qKaVrkrC78WjjjoqeFxjJCrm6D+m0uIoAPqUP3SoMQ0axAdJ/frGDByona/so1LT7oc1a0afRxtYpUuVEPzj9Bx5tMI96wEimhK55557xvzitm7d2rtdUIg0BjJp0k/moYemmH/+c2TagTJtWvGMEyWiPT7894f2/iivT//amMpfIKj2nG53RKi8uP+1PfbYI/MbHKFiKSQefrgkNMIhoqZwUcike0tJt6T8Y3fZJf3jRH01M8s/Xt83T1RIgIgK5tm3tLQ3w4flURwtx6QTKG3aPG5WrSrlp6ACok//4StVneTLk9aEhN+H8+fPj9n0qhhutRYt3ba6996S21jhEFHbfff0VrVrZql/TL9+9qMb17dv9HjHEj0VocICRPSJ8vbbb49ZoKUB09JsK1oIEgWKyr8XM60i998TGuAu70//2odCe4L431NXxP6fd9ppp4K9xYoQDaTfdVfJwHo4RNIpd9OoUbR/gkWuGzV1avT4xo3tR3NWhQaITzNb7J3ILrjggpT1jAqZAqWYK/GuWLEiZovTYcOG2V3KxfDhw2Peg3576KGH7K4oZCrtrym+kStgb9vb11+3e8SLXK0GAZDm+qIYWpfiH1+njv1ozsqJAJFvIpeJ4T2m1TTnXrcSUFz6Ri7nK+LTv66Iw3t9qGlVu7bfRRHS657ugsPwtrilGf/w6T3uH6/nyhM5EyCiT57hgnlq9evXNx+wyX3R0MlahRD91/9hDXJmkRYVhgfUKZqItHAFkhv0KVDbi4bHRVRG4pFHHrG7ogDpdpH/uitIKuLT/xFHHBH8DLq1WqizA5FBmRwD2XNP+9GclXMB4nv99ddNzZo1g19kNc2UUZ2jfPHXXxtMhw73mJtvfsWMHj3D/Ppr/szvrgga89ItK//17ucymyUDtNgw/HOcpv2wgVSYhZV7VESvadOmMSHSokULMy9PSjP//PMCs8MOnU2DBqebXXY5z+y+++XmyCP7EihJDB06NHidNYVWtzQryquvvhrzvtM+IkBSrAPJTStXrozZyEdNtzY2VpE1F3z44cemevWmplatA03dum3NdtsdTaAkoWm6mq7rv8aa3l3RVITR/3n0s60tS5kLFDYVZVSBRj8EyrISXava80TOB4hPxRjDhfA0LpLtAdbS0v17lf6+7bY7zRFHnBAJkkYpA+XBB8fYT1E0/vOf/wSvrRYQLlmyxO6SdbrSDS9m1Mp0ICm9P/wgUNOHoFS1sFRZQbWvwseoNlYeyZsAEVViDa8PUPvnP/+ZN58MdW89WaBss81hkRPWAvuQoqCJE+FblSphkiv69+8f/Fwq/qnp5kBCmorbunVsIDRrZowWRqsCryrxalLId9+V3KZq3jy2rzbCKs2trxyQVwEis2fPjtlZTu2AAw4o1d7WuSIcKNdfX7yfbl9++eXgtVTxxFzaK+bPyC90eGMqzdACkloQ+RDYsmVsMKTTdIyOzTN5FyCyatUqc+qppwa/1Gpa8DVO21ki7+gDgP86Xp5O2Ygsmzx5csy08hEjRthdgCjdEbnmmvR2JNRWu1dfXbYy8hUoLwPEp2me4XGRSpUqmQceeMDuhhymkur+66c6aLl6JamdC/2fU5M4lqrcBZCK9jtXkcb27Uuq+2o73cgVtvdnbRtwzz0aaLOPyit5HSDy9ttvmzp16gS/3Gpdu3atkAVoKL02bdoEr9v5559vP5wzNKgfXiGvPWyAYpf3ASI//PCDad68eUyI7Lffft42pshdmortv166kvxOg4s5TLeu/J9Xt7Q++ugjuwtQVAoiQEQD0qeffnpMiKg899ixY+2uWTFr1izvSkiVZDXwj3gdOnQIXqsz8mT1bbjMiQbXy7vMPJDLCiZAfPfdd583FuL/kuvP+lq2jRo1KibMdtxxRwIlZOrUqTGf5lXEMB9oGq+m8/o/+/333293AYpGwQWIaGpseHMgNV2d6ColW7TIMfz97aZAueSSS+zDikanTp2Cf4sTTzzRfjin3XrrrcHProWG+VJaB8i0ggwQ0fiHxkHCJ22Nk2i8JBv0SbVXr17m8MMP99Y22AGipk2zitGXX34ZUzL9Y5fqpRVIC1fDZVdU8gQoRgUbIKKZWLptFD5pa8aWZm5lkyoIa8DYDpRiHYQNj1UdffTR9sN5QcUV/b/DppH2/muv2V2AglfQAeIbMGBAzLiIZvxo17uKokD58MMP7S8XBVVYDq/dmTBhgt0lb6jMe/3I36FdpN3YsKFZn8VbpEAuKIoAEa1S12r18NWIVrNrVTuyR3u6+P/+hx56qP1wXln4yy/mnBo1TM/I3+U/kTZPVVWBIlI0ASJa5Rwum6GmulrMisqOuXPnelWU/X/7Qthj48uHHzbvRP4uP0Wa2WIL7YlrdwEKVlEFiGgAVBV8wyGiCr8qqYHM0hqJzz77zNumtkuXLjGl0Q888EC7e37asMGs199FAaKmqyqV6QaKQNEFiE/TbMOfhnVfvnfv3nY3lMKyZcvMmDFjzC233GKOPPJIs9VWW8UEdbg9+uij9uH565NPTOQNFA2R4cPtHkBBKtoAEQ3ghusbqWn3Q+2CWBYTJ070TpBff/21/VBB0YD4U0895RUatEvsJ2uavrvnnnt6e4AUFFUR9gOkbl1jFi2yewAFp6gDRH7++Wdvn/XwSU6bG+nk6ErTdf3nUkBptk6+B4pmjk2aNMnce++9pnPnzqZevXpx4ZCoadq0Fg2qcrKCNV82/yo1bUNav340RM491+4BFJyiDxDRyTE8O0itZs2a5vXXX7e7psV+Lr/pNlm+rFr+/fffzciRI821115rWrVqFVO+I1VT+GqB5BNPPFF8u/c9+2w0QCJXWpHEtHsABYUACdFVQnhcRDWa7rjjjlLfblHVVhUKrFatWszJ9bjjjrO75oxp06aZwYMHm27dusWssk7V9Pdr166duemmm8xrr73GHhmihZF+iOy9d8k2p0CBIkAsH3zwgalfv37MiVK3bFasWGF33Shth6oFg3fffbcXKK+++qrdpUJojEdVihWOxx57rKlRo0ZcOCRqqt+ltTNamPnJJ594fz9YNCU8vBNdBS5YBcobAZLA/PnzzcEHHxxz8txrr73y9paM6oI988wz3naxqg8WXgmerKnP/vvvb6644grz7LPPems4kKZIMAcBErlKM+xLgwJFgCSxbt06715++KRavXp1M3r0aLtrTtFVgYoT6irhlFNOMTvssENcOCRqugrp2LGjufPOO71qxqzQL4PIe8fsuWc0RP7+d7sHUBAIkI147LHHvL26/ROtxkVuu+22Uo+LlBeNO+jW2I033uiNR1StWjUuHBK1PfbYw1tQOWTIEK86LjLsvfdKBtL9EBk50u4B5D0CJA2TJ08222+/fcwJ+O+RT5XLNXUzy2bOnGmGDx/u7R/epEmTuGBI1LbcckvTunVrc91115lXXnnFLFy40H5alIeuXaMBstNOGnyyewB5jQBJ06+//uqdhMMnZi2IK8+1HSpHr8WOqhystRS1a9eOC4dETUUjtUlT//79vUF8TVNGBViwwJhataIhcu21dg8grxEgpbB+/Xpz8cUXx5ysVd9J6yV8WmynKbEufvnlF/PSSy+Zq6++2lvcGL51lqppoyz9XP/+978pDJlrBg+OBkilSsZ88YXdA8hbBIiDxx9/PGZhncpzqP7Thg0bvE/++pquFrRTnaYFJ6IxlC8iJ5OBAweaM8880+yyyy5xwZCoqb7UUUcdZXr27OkVgKyI22gohch7whx8cDREDjmEYosoGASIoylTpnjrIsInd81i2nfffWO+pvUSonUkKl+uAfj27dvHVKZN1XbeeWdvBz8Vf/z888+9kEKe0VWHrj4UIGpDhtg9gLxEgJTBb7/95m2KFD7hKxj8KrQNGzY0l156qXeLKbwHeLKmVfAHHXSQueqqq8wLL7zgrUdBgbjmmmiARK5OvfERIM8RIGWkdRfdu3ePCYJ0wkJN+5BoNlefPn3M+++/b1azJWrh0gwszcTyQ+Sss+weQN4hQDLkySef3GjBQa1mV6HFYcOGlevsLeSol1+OBojWiGitCJDHCJAM0pRZvxhjpUqVvNtbPXr0MKNGjTJLliyxu6MYHX98NEQaNy5ZtQ7kKQIkw7QyXIUKNeUXiPPjj8ZUrRoNkTvvtHsAeYMAAbKtT59ogFSpUlLBF8hDBAiQbbo6bdo0GiLaQwTIQwQIUBEmTIgttvj883YPIOcRIEBF0b7pfoAccYT9KJDzCBCgoqgq8s47lwRIr172o0DOI0CAirRmjTE//2x/FcgLBAgAwAkBAgBwQoAAAJwQIAAAJwQIkKtUzr9//5KFhg0bGlOtWkkZFP25Qwdj7ruPAXhUKAIEyDXaw/76643ZcsvoOpFkTX2uu67kGCDLCBAgl2htSKtW8UGxsaZjdCyQRQQIkCv+/NOYtm1jg2HvvY0ZPNiYWbOMWbXKGG069u23xjz2mDH77BPb99BDS54DyBICBMgVWo0eDoTbbjNmwwa7V5Qes4+54w67F1BuCBAgFyxfbkzNmtEguPFGu0dyPXpEj9NzrFhh9wDKBQEC5ALdkvJDYJddSncrSn01M8s/fuhQuwdQLggQIBd06RINgH797Ec3rm/f6PFnnGE/CpQLAgTIBY0aRQPg44/tRzdu6tTo8dprHcgCAgTIBbVrRwNg8WL70Y1btCh6fJ069qNAuSBAgFxQqVI0AEoz/uHTNrn+8XouIAsIECAXcAWCPESAALkgk2Mge+5pPwqUCwIEyAXMwkIeIkCAXMA6EOQhAgTIBcuWGVO9ejQEyrISXavagSwgQIBc0bNnNAjUbr89dS2s//2vpPZV+BjVxgKyhAABcoWm4rZuHRsIzZoZM2RISQVeVeJds8aY774ruU3VvHls3zZtSnfrCygjAgTIJQsWGNOyZWwwpNN0jI4FsogAAXLN2rXGXHNNejsSVq5szNVXlxwDZBkBAuQq7Xd+773GtG9vTIMGJfuhV6lS8uejjjLmnnuMmTfPPgrIGgIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABKppKj/zwg/1VIOcRIEBF0qryWrVK1nQ8+aT9KJDTCBCgIv3jH9FFgeeeaz8K5DQCJEf8LXIC8Vu6XI5J1++//24efvhh07lzZ7PbbruZGjVqmM0339zUq1fPHHTQQaZ79+5m3Lhx5n8q6Ac3H31kzCabRANk/Hi7B5DTMn/mgROXMHA5ZmP++OMPc8MNN5hq1arFPH+yttdee5kxY8bYT4N0tGsXDY/jj7cfBXJe5s48KBOXMHA5JpUFCxaYQw45JC4k0mkopddfj4bHZpsZM3263QPIefzm5wiXk7HLMcmsX7/etG7dOuY5GzdubAYMGGA+//xzs3jxYvPnn3+aRYsWef//6KOPmvbt25tNNtkkI9+/qGiPj332iQbI2WfbPYC8wG9+jnAJA5djkrn11luD59p0001N79690xrfmDVrlunYsaP9ZaTy1FPR8FDF3blz7R5AXij7mQcZ4RIGLscksmzZMlO9evXguRQeKCd//GHMzjtHA+S66+weQN4o25kHGeMSBi7HJDJkyJDgeXTbKp0rDzjq3z8aHtq/fPFiuweQN8p25kHGuISByzGJnHbaacHzaMwD5SRypWfq1IkGSN++dg8gr5TtzIOMcQkDl2MSadSoUfA8GiBHObnppmh47Lhjyf7mQB4r25kHGRMOA5dWFrVr1w6eZ8mSJfbDyIT580t2FNRrpTZsmN0DyDtlO/MgY+xAKG0ri0qVKgXPo6m6KAcXXhgNj732Muavv+weQN4p25kHGWMHQmlbWXAFUs5mzlRKRwPklVfsHkBeKtuZBxnjEgYuxyTCGEg5O+mkaHi0amU/CuStsp15kDEuYeByTCLMwipHkyfHFkycONHuAeStsp15kDEuYWAfM3PmTNOnTx/Trl0706BBA696rm5PtW3b1gwaNMgrV5JIeB2IiiOyDiSDDj00Gh4nnGA/CuS19M9WKFd2GKTDPib8/4mayrBr1blt6dKlMSvR+7I+ITNefTUaHiqY+NVXdg8gr6V/tkK5ssMgHfYxunq46aabzBtvvGG+/fZbs2bNGq/C7rPPPmt22GEHr9+ll15qPUsJuxZWv3790roSUS2s4447zv4yVDBx772jAcJmUShA6Z+tUK7sMEhHaY4ZO3as12/bbbe1H/Lo9larVq1inrNp06bmwQcfNF988YV3laIpvqrKq/8fPHiw6dChQ9JqvNOmTTOjRo1Ketus4D3xRDQ8qlQxZt48uweQ9+J/81EhShMGvtIcs3LlSq9fVS1mSyJT+4F88803ZosttvC+vscee5jnnnsu5vGCt3atMQ0aRAPkX/+yewAFYeNnHmRFspNxKqU5ZuLEiV6/Fi1a2A/F8HckVNDYIZGo6SpFt8zCJkyYENdP4y/vvfdeTL+Cde+90fCoVcsY1tagQG38zIOsCJ9s05XOMbrlNHr0aLPrrrt6Yxv6czq0J/pDDz1kOnXq5O2JrkF2rVivW7euFwaXX365GZ9iD2/NBtt6663jguToo4/2boEVqvVLl5ova9c2q/0AueceuwtQMJKfeZDX7BN3kyZNvDGJbNItscsuu8ybThz+WRRkXbt2NT/++KN9SN57sUcP0zfyd3w50mbttFPJ7SygQBEgBcoOkC233NLbObAiVprPnj3bdOnSJRhw95vGSa666iqzcOFC+5C89PPPP5s9qlY1R0T+bhdH2ozhw+0uQEEhQAqcalspNDS9t1q1at7VwLhx4+xuWfHJJ5+YI488Mi7catSoYe68806zevVq+5C8cv755wd/pw5Nm5oNFExEgSNAisiYMWO8k5vGMCrS22+/bfbbb7+4INluu+286cH5WBH466+/jqlqnO5YE5DPCJAisnbtWu/klmoqb7ZokeLTTz/tDe7bQaLiji+88IJ9SE7r3Llz8PO3adPGfhgoSARIERk5cqR3gtNJO1esW7fOm+1Vr169uCBp2bJlhd1uK41JkybF/Nz6f6AYECAFpFmzZl4JkqlTp5r58+d7t4K0gFBjID179jRVqlTxTnB33XWXfWiFW7FihfczbrXVVnFBcuyxx5ovv/zSPiRn6IrD/1l1JQIUCwKkgNgn3kRN02dzeYzht99+M5dccknCqb/dunUzc+bMsQ+pUJoa7f+MGgPRWAhQLAiQAvLVV1+ZXr16eZ+IVTxRJzR9oleRxXPOOScvbgf5VAwyvE+J3ypXrmyuueYas2jRIvuQrPvrr7+8lfj+z6ZZWEAxIUCQ03Q77ogjjogLEk397d27d4VO/X388ceDn0cTE7QOBCgmBAjywptvvmmaN28eFyTbb7+9eeyxx7J+W04z2nbaaafg5+jRo4fdBSh4BAjyhqb+jhgxwuyyyy5xQdK4cWPz0ksv2YeUG01W8L+3dn1UuXug2BAgyDua+qu921XY0Q6Sgw8+OGWRx0zQ6v5atWoF3/NeVd8FihABgry1fPlyc8stt3glWuwg0S6J06dPtw/JiH/961/B99He87qdBRQjAgR579dffzUXXXRR3NTfzTbbzJx99tlm7ty59iHOfvrpp2A9jdoT2nkQKFIECAqG9mc/5ZRT4q5GNPX3uuuu8/ZGKatzzz03eN69997bbNDe50CRIkBQcKZMmWLatWsXFyQ1a9b0Nrpas2aNfUhaZsyY4V3V+M/36quv2l2AokKAoGCp+vA+++wTFyRaZDls2DBvIWBpnHDCCcFzHHroofbDQNEhQFDQdIvpqaeeMg0bNowLEq3QV4HJdPh7yqtpY6zJkyfbXYCiQ4CgKGjqb//+/U2dOnXigqRVq1ZeQKSiPn7/k046yX4YKEoECIrKsmXLvN0ZVXrEDpK///3vXj0x2yuvvBL0UX2xmTNn2l2AokSAoCj98ssv5oILLojZRVBNg+QqPDlv3jyvn8ZJdKvLf/zCCy+0ngkoXgQIito333zj3ZKyr0a23HJLb8GgNrvyv6arFu2zAqAEAQJEaFBcM6vsINGAuf9n3foCEEWAACGvvfaat0AwUZAMHDiw1FN/gUJGgAAWTf0dNGhQzNWH35o0aeLtQgiAAAESUumTRLex/KZdHydNmmQfBhQVAgSwqPiiBtH9sHj00Ue9DaPCRRT91qlTJ/ZBR9EiQACLKvj6AaFSKH7BRG1Zq33P7am/+v/zzjuPLW1RdAgQIER7iIQLJr7++ut2F++Ko3PnznFXI7pC0ZUKuxOiWBAgQMjxxx8fBIIq+qaiMZC2bdvGBYm2uL3nnnvMH3/8YR8CFBQCBPh/2grXDwENnH/00Ud2l4RGjx5tmjZtGhck2q1QG06xZwgKFQEC/L9DDjkkOPmffPLJ9sMpaX3I8OHDzU477RQXJAoXrS8BCg0BAkS8/PLLwQlfW+Nqd0MXum3Vr18/U6tWrbgg0Ur3Dz/80D4EyFsECIren3/+aRo3bhyc6C+++GK7S6ktWbLE3HDDDTHTgf2m2ltU9EUhIEBQ9B577LHg5F6tWjWvUm+mqKqv9lEPz+xS09RfVQOmOCPyGQGCorZ69Wqz/fbbByf2W265xe6SEdpnJLwlrt9U4VdFGrVPCZBvCBAUtbvvvjs4mdetW9csX77c7pJR2vmwdevWcUGinRK1YyJTf5FPCBAUrUWLFpkaNWoEJ/EHHnjA7lJutMtheKMqv+28887eHu5M/UU+IEBQtK655prgxN2wYUNv3/Rs0tTfYcOGmR133DEuSJo1a2bGjBljHwLkFAIERWnOnDmmcuXKwQl7xIgRdpesWbt2renTp0/Cqb+HHXZY2gsagWwjQFCUunXrFpyk991335y4ZbR48WJz/fXXxwSb37Sw0XVtClBeCBAUnWnTpplNN900ODm/8cYbdpcK9dNPP3kVgRNN/b3ooosyOs0YKAsCBEWnY8eOwUn58MMPtx/OGTNmzIgp7ug3rVW5+eaby33GGLAxBAiKyrhx44ITsQomTp061e6ScyZMmBBTp8tvmnasmWPZHvwHfAQIikrLli2DE/App5xiP5zTVK8rXHLFb5pBpkkA//vf/+xDgHJFgKBovPjii8FJVwUTv/32W7tLzlPdrqFDh8asnvdb8+bNc248B4WNAEFR0Im3UaNGwcn2kksusbvklTVr1nir6GvWrBkXJBrXyYdbc8h/BAiKwuDBg4MT7FZbbWV+/fVXu0te0mr6a6+9NuHU31NPPTUvr7KQPwgQFLxVq1aZ+vXrByfWW2+91e6S97QwUmtbwtOT1XSrTuXpf/vtN/uQpH7//Xfz8MMPe/u+77bbbl65Fz1PvXr1zEEHHWS6d+/uTUZINuYS/v7pcjkGFY9XCwXvrrvuCk5OOgmuWLHC7lIwvvzyy5hpyn7T1N/evXvb3WOokKP2MFFf+/hETbW8EpVbCfdJl8sxqHi8WihoCxcujCmY+OCDD9pdCtL7778fM+PMbx988IHd1bNgwYKEU4XTabZUjyXjcgwqHq8WCtpVV10VnJh23XXXolszoZlne+65p/f31+6Is2fPtruY9evXx5WY13ThAQMGmM8//9wrsaJJCBpv0f8/+uijpn379t46mkQnfJcwcDkGFY9XCwXrxx9/jBlcfvrpp+0uRUEn/9deey1pLS2NCfn/RhpD0a2uZOMbYXo+3S6zuYSByzGoeLxaKFhdu3YNTkr77bdfWifFYqOdEKtXrx78O21snCQdLmHgcgwqHq8WCtIXX3wRMyPprbfesrsgYsiQIcG/kW5bZSJkXcLA5RhUPF4tFKRjjjkmOCEdeeSR9sP4f6eddlrw76Qxj0xwCQOXY1DxeLVQcN57773gZKSB3k8++cTugv8XXp2vAfJMcAkDl2NQ8Xi1UFB0C0aL3fyTkT5hI7natWsH/1ZLliyxH3YSDgOXhvzBq4WC8vzzzwcnoi222CLhtFVEaZMq/99Ls7UywQ6E0jbkD14tFAytZ9hjjz2CE9Fll11md4GFKxCUBa8WCsYjjzwSnIRUMFGrq5EaYyAoC14tFAQVTNxuu+2Ck9Btt91md0ECuTwLa+bMmaZPnz6mXbt2pkGDBl5BR10xtW3b1gwaNMi74kTFSv8VBnLYHXfcEZyAttlmG7Ny5Uq7CxIIrwNRccRcWgcS/lqipskSWgiJipP+KwzkKJUfD6+mVilypGfp0qUx/3Z9+/a1u5RaojDYmETHKNBuuukmb5dF7WuiTbR0W/LZZ581O+ywg9f30ksvDT0Lsi39VxjIUVdccUVw8tH+FdzaKB27Fla/fv3SuhJRLazjjjvO/nLCMNiY0h4zduxYr++2225rP4QsSu/VAnLUDz/84E3X9U8+zzzzjN0FG6HAbdWqVcxJvGnTpl7pe5WE0VWKpviqKq/+X7s7dujQoUKr8eoWpfpWrVrVfghZlN6rBeSoM844IzjxHHDAAWl9cka8fNsPZOLEiV7fFi1a2A8hi9J7tYAc9Nlnn8UUTHznnXfsLigFf0dCfaq3QyJR01WKxidspQ0DSfcYXQWNHj3a29tFr73+jIqT+tUCcphuo/gnHW1whMzQpISHHnrIdOrUyRtT0iC7VqzXrVvXm/l0+eWXm/Hjx9uHBdINg7CNHRN+XK1JkyZm1KhRdjdkWeJXC8hx/iCqmj6Jfvrpp3YXFBA7QLS7ojazytTiR7ghQJCXwgUTTz/9dPthFCiVW1FoaHpvtWrVvMWF48aNs7shSwgQ5J0VK1YE4aEZWN9//73dBUVgzJgx3ntAHyZQMQgQ5KWrr77aW0w2cOBA+yEUibVr13oBwlTeikOAAMhLI0eO9AJEM7JQMQgQADmpWbNm3qr4qVOnmvnz53uLGbWAUGMgPXv2NFWqVPEC5K677rIPRZYQIABykj3zKlHr2rVrxjbCQukRIABy0ldffWV69epl2rRp4413aS2K9nlRkcVzzjmH2Vc5gAApcuFPc+lyOSYdWsCmSrqdO3f2FrDVqFHDm6ZZr149b6ZN9+7dvZMG5UqA3JDZMwDyjksYuByTil9CQ/P67VsUiZo+gWoKJ4CKlZkzAPKWSxi4HJNMJov4AcgufguLnMsJ2eWYRFRGvHXr1jHP17hxY29rVc20UeE8DZAuWrTI+/9HH33Uq3mVrIw4gOzit7DIuYSByzGJ2BsZ9e7dO63xDW1kpDpIACpW2c4AyHsuYeByjE17WYe3UlV4AMgv7mcAFASXMHA5xjZkyJDgOXTbKp0rDwC5xf0MgILgEgYux9hOO+204Dk05gEg/7ifAVAQXMLA5Rhbo0aNgudgTwcgP7mfAVAQwmHg0lzVrl07eA7t8QAg/7ifAVAQ7EAobXOlshT+c1DLCMhP7mcAFAQ7EErbXHEFAuQ/9zMACoJLGLgcY2MMBMh/7mcAFASXMHA5xsYsLCD/uZ8BUBBcwsA+ZubMmaZPnz6mXbt2pkGDBl4FXd2iatu2rRk0aJBXssQWXgei4oisAwHyT/pnDRQkOwzSYR8T/v9ETaXYtfI8bOnSpTEr0fv27RvzOIDcl/5ZAwXJDoN02MfoCuKmm24yb7zxhvn222/NmjVrvCq7zz77rLcRkPpdeuml1rPE18LS9qXpXImoFtZxxx1nfxlAlqV/1kBBssMgHaU5ZuzYsV6/bbfd1n7Iu7XVqlWrmOdr2rSpefDBB80XX3zhXaVoiq+q8ur/Bw8ebDp06EA1XiBH8FtY5EoTBr7SHLNy5UqvX9WqVe2HPOwHAuQvfguLnMsJuTTHTJw40evXokUL+6GAvyOhQsYOiURNVym6XQagYm38DICCVpow8KVzjG47jR492uy6667e+Ib+vDHaE/2hhx4ynTp18vZE1yC7VqzXrVvXG4i//PLLzfjx4+3DAFSQ5GcAwIF9tdCkSRMzatQouxuAAkCAIKPsANlyyy293QNZbQ4UHgIE5UL1rRQamt5brVo1b3HhuHHj7G4A8hgBgnI3ZswY72pE4xgACgcBgnK3du1aL0CSTeUFkJ8IEJS7kSNHegGiGVkACgcBgjJr1qyZV4Zk6tSpZv78+d7qcS0g1BhIz549TZUqVbwAueuuu+xDAeQxAgRlZs+8StS6du3KzoNAgSFAUGZfffWV6dWrl2nTpo1XPFGL/7baaiuvyOI555zD7CugQBEgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBw8n/zIuhN+V7gTwAAAABJRU5ErkJggg==)
| Product Number | 4H58-1-M6 |
| Synonyms | (1R,3S,5S)-8-[(tert-Butoxy)carbonyl]-8-azabicyclo[3.2.1]octane-3-carboxylic acid |
| CAS | 280762-00-7 |
| MDL Number | MFCD17214355 |
| Molecular Formula | C13H21NO4 |
| Molecular Weight | 255.314 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-M6
CAS: 280762-00-7
Molecule Weight: 255.314
Formula: C13H21NO4
![exo-8-Boc-8-azabicyclo[3.2.1]octane-3-carboxylic acid, methyl ester](data:image/png;base64,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)
PN: 4H58-1-F7
CAS: 1204809-88-0
Molecule Weight: 269.341
Formula: C14H23NO4
![5-(tert-Butoxycarbonyl)-5-azaspiro[3.4]octane-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-9Z
CAS: 1363381-67-2
Molecule Weight: 255.314
Formula: C13H21NO4
PN: 4H58-1-7X
CAS: 669713-96-6
Molecule Weight: 257.33
Formula: C13H23NO4
![exo-8-Boc-8-azabicyclo[3.2.1]octane-3-methanol](data:image/png;base64,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)
PN: 4H56-1-032
CAS: 273207-58-2
Molecule Weight: 241.331
Formula: C13H23NO3
![3-Boc-3-azabicyclo[3.2.1]octane-8-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-CA
CAS: 1250997-29-5
Molecule Weight: 255.314
Formula: C13H21NO4
![1-[(tert-Butoxy)carbonyl]-1-azaspiro[3.3]heptane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-QP
CAS: 1374659-11-6
Molecule Weight: 241.287
Formula: C12H19NO4
![(1R,2S,4S)-7-Azabicyclo[2.2.1]heptane-2,7-dicarboxylic acid 7-tert-butyl ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPnAAAT5wG4TcPPAAACZ3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF2Mb8xSFVFWraZPaVVo6ae8mhzgpUsAVkKdvvzOQLCQMBOhs3/932NzZzB6O2Rb2uihTk8eEU0ZA54lZpfkmJr/ev05C8jCfJShCYV7G5KOqPqeOczgcaPKhM3U0OU1MRhr/9FimHc3BpabYOIIx7vx+fVnUzCTNy0rliUaqTKdlPfhiElXVs/jPK5xMFfs0dxq5kxX7JtofwezN6LFckX9reULfI6KwTrca1qbIVAV7wSje7AtsdK4LVekVLE847FKJa5/PXp9Nsst0XmHTRkgTtV1UxS7BgcxsdbLDYNj4/hyTjBNQy3JR6UKbmKBKYwRVmeyxKNQJbMvqFAclQLmgJCgPlA8qABWCikBxhg/6OQo4KjhKOGo4iniAydhqO5v306fGJUFzvdXPD3jqXG/wht9TxGTiUk94Pkw4jcI+y6iUaBl1hZSXLqehj11BhYwkOiPuBWfTDmLg0OVnI9HnB+BT4THZ9gichK0jL/AYtAa/t4vGpZxfDwqJC8Y5sUjIc5fTIKwN49bJcCFhYEUisrbtn903wxNBQzcMMAfOJQnz2dLkq6smpKuYLG3mUPJTr0vRJoiAKVa6wMnbAFZ6DYguYNM5DLh3gBwG5B3gDQNeF7CFNQz4XcCW4QUQfUBwB4TDbwi7gC3xYSDqAvWGGCasv5O6egONMLfprjfcCCPu1jKK3OS83s9jjOxhRiqFe/dfbQzxe17TrS8rbo6y+bcmQNvriXZTGM2BNTKDsIfprT/nasc65zMXm3fnsXN1WDv4i5r/BXTB+oAhbG3LAAAq2klEQVR4Xu3dC7hVc/74cUlXpYtUDMJQrmVcp/xdR9efimSKlGFimn7GpTCRyzQkHg2FH4OGco8MnkZ+uV/DoHsqSYr6oVIK3fD57893z9qd/W3vs875nL3P2nvt9+t59hPnu86pdvus99lrfdd3bScAABhs538AAICKICAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISDV6Oeff5ZJkyZJjx49pGXLllK7dm1p0aKFHH744TJkyBCZOXNm2vbbbbede2QTNg4A+cTep5qsW7dOunTpktrpZ3uUleljZYWNA0A+sfepJvquQ3f2TZo0kdGjR8uiRYtk06ZNsnLlSpk+fbqMGTNG2rVrl/Y5YYEIGweAfGLvUw2ef/55t6Nv1KiRzJ8/3x/OKiwQYeMAkE/sfapB37593Y7+xhtv9IfKFRaIsHEAyCf2PtWgVatWbkdfmXcfKiwQYeMAkE/sfapB3bp13Y5+w4YN/lC5gkCEPQAgCux9qgEBARBH7H2qAYewAMQRe59qEJxEHzVqlD9UrrBAhI0DQD6x96kGwTTexo0by8KFC/3hrMICkWl82rRp0qdPH9l9992lfv360rp1a7nyyitl7dq1adsBQFVl3zshp4ILCZs2bSq33nqrLF682F1IuGrVKpkxY4aMHTtWDj300LTPyRSIsjKNd+jQQcaPH+9CtXHjRlmyZIkMGjRITjrppLTtAKCqsu+dkFNRLmWyZs0aqVevnv9hAKiS8L0PckYXU3zyySele/fubjHFWrVqSfPmzd1iikOHDpVZs2albR8WiLDxn376SZYtWyYXXXSR9O7d2x8GgCrJvvdBUSv7rmb//feX1atX+5sAQJUQkBjbvHmzzJkzRzp27Cj9+/f3hwGgSghICVixYoU0bNjQ/zAAVAkBKQE6E2vnnXf2PwwAVUJAYubkk0+WF1980d1nZP369e66EJ3aO2zYMH9TAKgSAhIzL7/8snTq1MldtKjXnBx11FEybtw4NwMMAHKJgETghRdecFN5dYotABQrAhIBXWpEp9fed999/hAAFA0CEoEzzjjDBeSee+7xhwCgaBCQCBAQAHFAQCJAQADEAQGJAAEBEAcEJAIEBEAcEJAIEBAAcUBAIkBAAMQBAYkAAQEQBwQkAgQEQBwQkAgQEABxQEAiQEAAxAEBiQABARAHBCQCBARAHBCQCBAQAHFAQCJAQADEAQGJAAEBEAcEJAIEBEAcEJAIEBAAcUBAIkBAAMQBAYkAAQEQBwQkAgQEQBwQkAgQEABxQEAiQEAAxAEBiQABARAHBCQCBARAHBCQCBAQAHFAQCJAQADEAQGJAAFBmI8++kguvfRS2bBhgz8EFIycBUR3iPrIJmy8PD///LNMmjRJevToIS1btpTatWtLixYt5PDDD5chQ4bIzJkz/U8paEUbkMS/gzzxhEi3biLNm4vUqpX8tWtXkccfT46jSn788Ue5++67ZYcddnCvkZ133lmmTp3qbwYUBNsePYOwQISNZ7Nu3Trp0qVL6vOzPYpJUQZk/fpkOPS5zvbQkOh2MHnllVekbdu227y29XHKKafIxx9/7H8KEKmc7XnDduRh49nouw79vCZNmsjo0aNl0aJFsmnTJlm5cqVMnz5dxowZI+3atfM/raAVZUBOPz0ZicaNJfGkiyxbJrJ5s8jnn4uMHSuJf6DkuG6HSvn000+lV69eqe+Rpk2bul/r1q0rQ4cOde+49f/118svv1y+/fZb/0sAkaj8Hj2LsECEjWfy/PPPu89p1KiRzJ8/3x8uWkUXkBdfTMZhxx1F5szxR5P04zqu2730kj+KDNYn3q0NHz5c6tSp414PtWrVcuc97rzzTvf/J5xwgtvuk08+kZ49e6a+h5o3by7jxo2Tn376yfuKQPWq3B69HGGBCBvPpG/fvu5zbrzxRn+oqBVdQM46KxmGv/zFH0mn47pdv37+CMrQc3oTJkyQ3XbbLfV90bVrV1mwYIEbHzBggPvYX7zn+6VEmA866KDU5xx22GHy5ptvpm0DVKfK7dHLERaIsPFMWrVq5T4nTu8+VNEFZK+9kmGYO9cfSafvQnS7ffbxR/Af77zzjhx99NGp74c2bdrIlClT0rbZc8893dirr76a9nG1ZcsW9w4lOMylD/1Ba+nSpf6mQN5Vbo9ejuDFHPaoDD0GrJ9T2amMy5Ytk4EDB8rvfve7gnw0a9bM/b1+9atfbTNmfYxMPN5LPCQXj//+b5Gyx9kT/w6i/3Zh/w4//JDcrl49f6TkLV++XPr37y81atRw//aNGzeWW2+9VTbreaQyFi9e7Mb1tV/e63716tVy4YUXpmZr1Us859ddd518//33/qZA3mznf8DKD0W2R2VYA3LXXXdt8/vG/fH/Eo+JiYfk6vHCC1uf0MoGpH59f6Rkbdy4UW644QZp0KCB6L9TzZo15YILLnCTQDK5//773XbB+Y8wcxPvCk8++WT3OfrYY4895JFHHvE3A/JiO/8DVsELOJuw8Uysh7A0OA8//LCMHz++IB8HH3yw+3vpT6T+mPUxJfFYknhILh5PPilS9gQth7BMnkw8j3vvvXfqtX/88ceHXrOU7fxHmGeeeUb23Xff1O91zDHHyAcffOBvBuTUdv4HrMICkWl82rRp0qdPH9l9990TP7TWl9atW8uVV14pa9eudePBSfRRo0alfV6xK7pzIGeemQzDiBH+SDpOojsaCX0HEbzm90oE+Am9ALMCyjv/EUant990002y0047ua+x/fbby3nnnSdffvmlvymQE9n3+JWUKRBlZRrv0KGD6E/PCxcudG/1lyxZIoMGDZKTTjrJjQfTePV4sW4TF0UXEL0SWv/tGjRgGm859LDUH/7wB3eYSv99d0w8H9dff32FD8FW9PxHGA3Gueee6wKiX0+DcvPNN7vAALmUfY9fSZkCUVbYeGDNmjXuhGAguJBQZ53oSUf9JtNvhFWrVsmMGTNk7Nixcuihh5b5CoWv6AKievZMxkEvGNQLB/UCQj0B/MUXIrffXtIXEuqJ8Ntuu839oKP/rnqi/Oyzz048NV/4m5arsuc/wrz//vvuUFbwvaeHuJ599ll/M8AsfI9eQWGBCBvXi6J09tRFF10kvXv3Tn2cpUwKROLfQTp3TkYi2yPx71RqS5nou+T9998/9To86qij3KFZC+v5jzB6Ul1Prgd/Rj3pPm/ePH8zoNJytucN25GXN142BPrNqFMUy9ILr/SEZPfu3d1iinrFrl6Nq4sp6lIPs2bNStu+0BVlQJQulqiLJmoodtlFZIcdkr/q/z/2WEktpqiHVLt165Z63e66667ucKy+Vq2qcv4jjE7v1Wm++u5efw+d/qvTgP3vNaAyMu/RI6CHAebMmSMdO3Z0s5PirGgDAjfBQ1eA1h9i9N9QlyG56qqr3LIkVZGr8x9h9IJDnbgShE9X+9ULE/UCRaCyCiYggRUrVkjDhg39D8cKASk+eoj13nvvTbzh2iW18z3ttNPcjj8Xcn3+I8wbb7zhlkIJ/i66RIoulQJURsEFRGdi6U9FcUZAisvrr7/uJmoEO9tDDjlEXn75ZX+zKsnX+Y/yaBR1UUY9HBz83U499VS3eCNQEZEGRE/mvfjii276ox4C0JOPOrV32LBh/qaxQkCKw2effSa//e1v0w736CoHetOnXMvn+Y8weljusssuSy0br4fl9HtQJ7AA5Yk0IPpTXKdOndz0R52mqzNY9CeiqpyILAYlEZCJE0Wuvjr9ivYi8d1338k111yTWkpHz3fo7MBvvvnG3zQnPvvs/6RZs2OlRYsjZMOGjf5wtdEbVumNq4Jg6oSVBx54IPbfj7CLNCClqiQC0rZtcmpv4geCYvLQQw+5lRGCnaj+gKP3J8+nZ56ZKwceeK2cffbt/lAk9Ba6BxxwQOo5OPLII+Xtt9/2NwMISBRKIiB33JEMSIsW6Sv7Fqh///vf0r59+9ROc7/99pPJkyf7m+XFtde+Kocffk/i9VA4a1fprCy9SFfvBBo8J/369ZPP9QJS4D8ISARKIiA6LfSgg5IRufxyf7Rg6Kw/XQ4/WGZd7355yy23bLPMej7913894gLywQfL/aHI6YoPurxQsGy8Ls8yYsSIvE41RvEgIBEoiYAoXRJeA1K7th5g90cjpcvh6J0udcq4/lvoulG///3v5auvvvI3zasvvvjWxaN9+3GJP1PuT87nyuzZs+XEE09MvRvRlbIn6nkulDQCEoGSCYjq0SMZke7d/ZHI/POf/5Rf/vKXqZ3hscceKx9++KG/WbV49tkFLiAXXFA9h8uq6qmnnpJ99tkn9dwdd9xxMn36dH8zlAgCEoGSCsiiRSJ16iQjoqv6RuiFxDsivYYj2Pnp1NnHdAmWCBXi+Y8wunL2yJEj026SpRdA6lp2KC0EJAIlFRB1xRXJgBx4YPLcSET0Og593nV6rl6w94PeQTFihXz+I4yePzrnnHNS54+q6yp6FA4CEoGSC4hekNayZTIiuvR7RII79j366KP+UCSK5fxHmPPPP989r3Ffww7bIiARKLmAqPvvTwakaVOd2uOPVgtdvVmfd139oBAU2/mPbPTdnD6verElSgsBiUBJBkSvSE/swF1EBg/2R6tFoQWkGM9/ZEJAShcBiUBJBkS99ZZIjRrJ+4jMnu2P5l2hBaSYz3+URUBKFwGJQMkGRJ15ZvJdyH/ue1+dCikgcTn/oQhI6SIgESjpgOhUz/r1kxF5+ml/NK8KKSBxOf+hCEjpIiARKOmAqBEjkgHZZx+9qMAfzZtCCkhczn8oAlK6CEgESj4gev3FnnsmIzJqlD+aN4UUkLic/1AEpHQRkAiUfEDU448nA6K3L16xwh/Ni0IJSJzOfygCUroISAQIyH8ce6zMTzwPr51zjj+SF4USkDid/1AEpHQRkAgQkKQ1H34ol26/vRydeOj9OPKtUAISp/MfioCULgISAQKy1eCBA91zoTdzyvetUwslIGec8URszn8oAlK6CEgECMhWev+NnXbayT0fDz/8sD+cU4USkAcfnCUjR74hP/5YfPeLz4SAlC4CEgECkk7vAKjPh96L/LvvvvOHc6ZQAhI3BKR0EZAIEJB0endAvQe5PidXX321P5wzBCQ/CEjpIiARICDbmjx5sntO6tWrJ5999pk/nBMEJD8ISOkiIBEgIJl17tzZPS/6/OQDAckPAlK6CEgE+vTp477h7r33Xn+opM2bN09q1arlnpvXXnvNH66y6gyIzrLSR8+ej2U8WR6MxwEBKV0EJALPPfecdOnSRZYuXeoPlTzdCenO6NBDD5Wf9B4iORRFQPTxzDPz/WECglggICgo33zzjTRs2NDtkAYNGuQPV0lUAene/VHZsiU9hgQEcUBAUFDWr18vjRo1cjskvT5k7dq1/iZmUQQkuGjwqac+yjgeBwSkdBEQFJQrr7zS7Yzq1Knjfh0yZIi/iVkUAZk69RP3a7duj6QtnEhAEAcEBAXj008/lbp167qd0ahRo9yvtWvXlgULFvibmkQRkJ9++ll6957o/nvixLnbjMcBASldBAQFo1evXm5H1K1bN/f/p512mvt/vchQd1LBY/DgwdK9e3e59tpr0z6e6VFWpoDogoZVfTz66JxtZlqVDcT//u8i999dujyUehdCQBAHBKQa6WKBkyZNkh49ekjLli3dT9ctWrRwOzY9VDNz5sy07fWbUh/ZhI0Xk1deecX9XXQab/COQ9+R1KhRI/X3tDzKyhSQYEde1Ye/MGLwcaXvQk4/Pfku5JFHZm8zXuwISOmKx96nCKxbt85N3fV3cP6jrEwfKytsvFj8+OOP0rZtW/d3ufTSS9PGdOfUs2fP1DuK3/zmN267xo0by/Dhw7d5x+E/ysoUEP/dhOWhiyOGzbKaMiX5LqRjxwdlw4Yt24wXMwJSuop/71Mk9F2HfpM1adJERo8eLYsWLXJrQK1cuVKmT58uY8aMkXbt2qV9TlggwsaLxV133eX+Hrvssku5s66WL18uDRo0cNs+8cQT/nCoTAHJFz8Q+i7ktNMedx+bMGHmNuPFjICUruLf+xSB559/3n2D6fTU+fO3vagsm7BAhI0XA73uo1mzZu7vEba0y4ABA9x2xx13nD9UIVEGRD333MfuY7/5zYSM48WKgJSu4t77FIm+ffu6b7Abb7zRHypXWCDCxovBxRdf7P4OYVeev/vuu7L99ttLzZo1ZcaMGf5whUQdkLLvQjKNFysCUrqKe+9TJFq1auW+wSrz7kOFBSJsvNB99NFHFVr7Sicf/PrXv3bbnX/++f5whUUdEDV58kICgtgo3r1PEQmubdiwYYM/VK4gEGGPYhWsvtu7d29/KM2DDz7ottNDgF9//bU/XGGFEBB9F3LqqY9lHS9GBKR0Fe/ep4gQkG2Vvf/HkiVL/OEUXdrkF7/4hdv2b3/7mz9cKdUZkFJCQEpXce59igyHsNLp7LPWrVu7P3vYHQh1qq5u16ZNG9m8ebM/XCkEJD8ISOkqvr1PEQpOouvyHJURFohM49OmTXP3G9H7i9evX9/tqHV9qfKmx1Y3ncasf+6we6CXXdpEl8CvKgKSHwSkdGXfOyFngmm8evHbwoUL/eGsMgWirEzjHTp0kPHjx7vfZ+PGje7wkC6LftJJJ6VtF5WvvvoqtdruQw895A+nOf300912egFmLhCQ/CAgpSv73gk5FVxI2LRpU7n11ltl8eLF7lDOqlWr3LTUsWPHuqmsZWUKRFlh44E1a9a4cw2FYODAge7P3L59eze7KptXX33VbaeztCp76C8bApIfBKR0he99kBNRLGWi11UsW7bMfWOHzXSqDnrFvV7LoY/33nvPH07RpU30qnz9u11yySX+sFmhBOTZZxfIHXe8J+X0s6gQkNKVfe+DnNOfuJ988km3kqwupqg/XTdv3tzt2IYOHSqzZs1K2z4sEOWNl43S/vvvL6tXr/Y3qXadjj3W/XnOOeccfyjN3//+d7edLm2i755ypVACEtxk6sMPV/hDRYmAlK7Mex/Egs5amjNnjnTs2FH69+/vD1erzydOlCGJncyJDRvKihXZd5waDA2H7pA0JLlUKAG5+uqXXUDuu+9Df6goEZDSRUBKgO6w9T7jkfnhB53LLPMTO5lZITPR9JCV7oz0EJYeysqlQgnI00/PdwEZNGiyP1SUCEjpIiAlQGdi7bzzzv6Hq8+IEXpMTWSffUQ2bvRHU/RkebC0iZ5Ez7VCCcjSpWtdQDp0+EfabW6LFQEpXQQkZk4++WS3g9Rl4vUqbr0uRKf2Dhs2zN+0eixbJrLjjsmA/POf/miaYJKBTt/Nh0IJiOra9eHYnAchIKWLgMTMyy+/LJ06dXLXnOiU4aOOOkrGjRtX7pTZvDrrrGQ8Qq5Dmfuvf8nhie30wkG9gDAfCikgcToPQkByTL9X9X43emvn5s0l8bY8+WvXriKPP54cz0S/z/SRTdi4QW6/GlDW22+L1KghssMOIrOTt3LNaPNm+bhNG7kn8eKeNHy4P5ozhRSQOJ0HISA5tH59MhzBzj7TQ0Oi2/nCAhE2bpDbrwYE9N4eRxyRfMEOHuyPptNFEhPb/fyLX8iPmb4xcqSQAhKn8yAEJIf08K1+zzRuLDJmTPIQsK4B9/nnImPHijRpkhzPdJg3LBBh4wa5/WpA4P77ky9WfcGvWuWPbqXLszdqlNz2wQf90ZwqpICouJwHISA5oq9L/T7Qc4Zz5vijSfrx4JziSy+lj4UFImzcILdfDVDr1om0bJl8sepPTeXRG0Tpdr/+dfZjuzlSaAGJy3kQApIjwfnCxPNZLh3X7fr1S/94WCDCxg1y+9UAdcUVyRfqgQeKbNnij26lt6bdfvvk4913/dGcK7SAxOU8CAHJkb32Sn7fzJ3rj6TTdyG6nU6LLyssEGHjBrn9asAnn4jUqZN8oU6d6o+mO+645HYDBvgjeRHcg0SXkykEcTkP8sc//tE9rzr7D1VQt27y+yHsxnN6Ya5u5y+QGgQi7JFDuf1qQM+eyRdp9+7+SDqdpqjbNWggsny5P5oXOq1Zd3QNEr/nLbfcUuUbVOVCMZ8H0ZWkNR66OKY+rzVr1ix3mRqEqGxA6tdP/7gfimyPHMrtV0NpC04C1q4t8vHH/uhW+g0QvF0fOdIfzZunn35a9t13X7ez08d+++3nbq0bpWI8D7JlyxZ3+4EmTZqknkuN88UXX+xvisrgEBZKlp7rOPjg5Av0ssv80XR//Wtyu733Lndpk3zRG1kF91kPDr3k6p4jlVVs50GmTp0qBxxwQOq5O+KII+Rtvd5Hkot3+vSd3oUXXiiLFi3yh+A788zk94Uu/VMeTqIjdu64I/nibNFC5Ntv/dGtdD57MA3xqaf80Wqjt9K95pprUrfM1TW49Cfob775xt80r4rlPMjHiXeUp5xySiocejuC+++/v9wVDr744gt3uFC3nzRpkj8Mn54z1O8LPazLNF6UlIMOSr44x43zR9LpT0263Ykn+iOR0IUmzzjjjNSOURedvPvuu3O+EnB5Cvk8yLeJHwYuv/xyqV27tnt+9Nc///nP7gZpYc4++2z3OSeccII/5JQXn5IVnEPU66d0Crz+wKXv7BIxlttv50JCxNQ//iFy1VXJK9CzmTYtubRJzZoi3s2zovbaa6+5WwoHITnkkEPklVde8TfLi0I8D6J3s9Q11PSGZ8Fz0jOxc/tEZ9lVkN66Wd/hzZw50x9yh7323HNPue222/yh+Js3TyTbHTk1zJ07b93ZZ3p06cJSJigx+tPmkUcmX8CDBvmjBUF3mvfee2/qhlb66NWrV94WdwwU2nmQN998Uw477LDUc3BQ4t3lS/7hkgr6XH+C9ug7jyMTrwX92oMK9LWQF/ouIvGuzP0QpRNNsr3L1e8VXTRRQ5F4Lbq15PRX/f/HHst+wW1YIMLGDXL71YBsHngg+eLVt+ArV/qjBWXt2rUyZMiQ1L1J6tSpk3hzdZVbHj8fli5dk9hJj5C2ba+QTZvKufAyz5YuXSp9+/ZNhUNnVt15551u1lUuPZB4LejX11lcetsBX6aPFTWdlnv99VvPXeg78Esu8bcqSgQE+ac7oF13TX7z6AJxRWLBggXSrVu31A51t912kwkTJuTl2H3btr2lceND5a23shzayKPvv/9errvuOqlXr577e+6Q+IlXZ06tXr3a37TK9NzJronXgv4+YzK8FnRcT9C3b9/enZ8qenq9UzA9Vx96PijDIb1iRUCQfzorS2eWtG2bPCFYZKZMmSJt2rRJhUTvsfLOO+/4m1VJv3793Nf+q05xrkaPPPKI7LHHHqm/m96QbG7YdQhVsHDhQnfuQ6cCZ5r2e8UVV7g/x4EHHpjzdz7VSiNx/PFbw6FT1gtkBYRcIiCoHnpyUC8gLFK6s9OTwnqjLt3B1ahRQ/r37++mqubCfffd577uSSE33sqVDz74QI455phUOPQCy2eeecbfLC/0nc306dP9D7trRfRwof559HoTn55PyXROpaDo4bcLLkgeptJw6A9ON9wQyfVO1YGAoOKsd0qLET0+f0FiB6HLduiOTq9zuP766xP7h6rtIPQ6C/16ehipql+rPF9++aWcd955qeVHdtppJ7nppptk06ZN/qbVTmd56Z+pe5ZlcPTjel7qdp3OWmj03VTiBwx3Hw8Nh54oT/yAUV3L9ESFgKBiqnKntBjSqal6fUPwE/xee+1V5UUag6vjX3/9dX+oyjQQN998swuG/h4akHPPPdcFpRDoCsn659LrTDSmPn1HouP6DqXgrmqfMkWkTZut3wdHHy2S40OchYqAoGKqcqe0GNNoaDyCkGhUMl33UBH5Og/y7LPPpq0Bpoeu3n//fX+zSP3pT39yf7bLMiyDo+dC9JyIjus5Ep+O61XxP1T3IdIFC5I/NAXh2G03kQkTSuKdeICAIFxV75QWcxs2bHCHsYJlO/Twlh7mqux01FyfB5k3b547KR6EQ0+W60nzQqQz2/TQlF757tOP659fZ2dlugJeF3bUcb1eRa/lybf1a9bIjEsvTR7C1de73r5g+PCSefddFgFBuKreKa1E6Al1PbGuJ9h1h6Yn3PXEe6bZRpnk6jyInqTWabg6HTf4ejpNV6frFhtdMj5Yhv8futqBRyMdrAqs15fkky5vc88998jeu+wilyR+v9n6Wu/VSyTPF5oWMgKCcFVdZrrE6BRfneob/OSvU4B1KnBFVOU8iB7K0Qv/dD2v4Pfu06ePu0CwWA0ePNj9PfRukpneXQQ3s9JVgTNdn6PXmjz33HP+hytNl7pp165d6nnt17atLK+mpW4KGQFBuMre6Ma/U1oJ0p3Z+PHj3cWHwU5HL0rU6yDKYz0PokuN6CGc4PfSpUjeeOMNf7Oiou8+dC0tfUf31ltv+cMye/Zsd7hQx4Ml5cuaNWtWalynLVv4i202a9as2hfbLGQEBOEqGxD/TmklTJc/0WVQgusbdBqqLpOiy6VkUtnzILq44amnnprawenih7oIYqaf1ouRhmHo0KH+h50TTzzR/Z3P0kOsGQSz5DTKlaXL/V999dWRL/df6AgIwnEIq8oWL17sFmYMdvS6YKMu3Ojv6Ct6HkRPJg8bNiwVJp3+qjOYsoUpbp566in3995xxx0zXlyo9x8JxjNd7KmfP3DgQDfRwOffcKxz586R3XCs0BEQhKvqndKQokvE61Lxwc5Jl5DX4+tllXceRA+N6clinZEUfA290VOmayfiSsO6T+KHFP27ZzrUp7Pi9t57bzeus+N8Ol526rUeWnzhhRfkvffec2twBR9v3bq1/Otf//I/HWUQEISr6p3SkEaPn+tx9LInu/U4e7B4YLbzIHo4J1gGXR+6nlSmJT/ibvTo0e7v36pVq4zXfowcOdKNaySWL1/uzpWUpVEJnsNMj0aNGrnfo6Kz50oZAUHFVOVOachIj6dfdNFFqWXj9Xi73mZXZ1Lp/wfnQfQQTRAVfei0Vb32oagXG6wCnbrbtWtXmThxoj/kghFcj6MXeep5EL3qXldWVno4Sw9r+dEIHjpjjsNVFUdAUDFVuVMayqU7rE6dOqV2Yi1atHC/6nkQDUqww9PrOvQGTDo7qdRlmrKr9Docfa6O15VwE4Ir2PUmWSq4zW6mxw266CEqhYCg4vSb1nKnNFTI5MmTZb/99ttmx6YPnXHkH4pBunfffddN2dWpuzNmzHAfKxuQadOmpS7yDB4aZT1kpf9daMu7FAMCAhQQPe5+yy23pFb71avZdcYQyqfvSI4++mj3nOkyMoEgIHpNTNmLO4Mo61X7wQl5AlJ5BAQoQHq/jAEDBhTl8iNR0ICMGjXKTUz4+uuvUx8PAqLX4gTh0HNLZS8sJCB2BARAbPi34Q0ComHR5U4yXbFOQOwICIDYKvsOJNuJdwJiR0AAxJY/CysTAmJHQADEFgHJLwICILYISH4REACxRUDyi4AAiC0Ckl8EBEBsEZD8IiAAYouA5BcBARBbBCS/CAiA2CIg+UVAAMQWAckvAgIgtghIfhEQALFFQPKLgACILQKSXwQEQGwRkPwiIABii4DkFwEBEFvDEwE5NxGHj8sJyBWJgOg2SwhIpREQALH1SSIg8xJx+L6cgCxKBES3+YGAVBoBARBfiYBIIg5STkAkERC3DQGpNAICIL4ISF4READxRUDyioAAiC8CklcEBEB8EZC8IiAA4ouA5BUBARBfBCSvCAiA+CIgeUVAAMQXAckrAgIgvghIXhEQAPFFQPKKgACILwKSVwQEQHwRkLwiIADii4DkFQEBEF8EJK8ICID4OvjgZBzeftsf2WrffZPbfPihP4IQBARAfI0bJ3LmmSI//OCPbPU//yNy9tkimzb5IwhBQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEQLz9/LPIE0+IdOsm0ry5SK1ayV+7dhV5/PHkOEwICID4Wr8+GQ69ziPbQ0Oi26HSCAiA+Dr99GQkGjcWGTNGZNkykc2bRT7/XGTsWJEmTZLjuh0qjYAAiKcXX0zGYccdRebM8UeT9OM6rtu99JI/ihAEBEA8nXVWMgx/+Ys/kk7Hdbt+/fwRhCAgAOJpr72SYZg71x9Jp+9CdDtdVBGVQkAAxFPduskwbNjgj6TTdbJ0u3r1/BGEICAA4qmyAalf3x9BCAICIJ44hJV3BARAPOky7hqGESP8kXScRDcjIADiaerUZBgaNGAab54QEADx1bNnMg56waBeOKgXEOqFhF98IXL77VxIWEUEBEB8rVsn0rlzMhLZHl26sJSJEQEBEG+6WKIumqih2GUXkR12SP6q///YYyymWAUEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABgQkAAACYEBABg8v8BQk+tW10kT5IAAAAASUVORK5CYII=)
PN: 4258-1-27
CAS: 500556-91-2
Molecule Weight: 241.287
Formula: C12H19NO4
TSCA: Not listed on TSCA inventory