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NqkKaMeO5RI9/hFT5Nyof//LLL4fNSAgCpAh0y0FvFE1pRPxcddVV/vyoWm5cDRky1m21VUt34YWXh02J1adPH/+6n3322WETEoIAKQKtH9AbpXPnzmETapnKbUSbPE2dOjVsjo3TThvidt75t+6xx0pnV0ttZKVbcro1tzF7o6D2ECBFoCqm6qA6duwYNqGWTZw40Z+bli1b+oqzcfTdd2vdwQff5vbZ5zq3bFnN19sqpmhLXQqNJhMBUgT6ZKs3iYrMIV6imU1aqxNXr776iWvTZpT7zW+SP/sq9PDDD/vXf4899ohtgCM7AqQItK2p3iSHHnpo2IRa9Pbbb1feQlmxYkXYHBtjx87xAXLDDaVz+yqi0jCqL6b3x5QpU8JmxBwBUgTPP/+8f4McfPDBYRNqUbRPS9zX5/Tu/XcfIFOnLgybSoKqVOs8nHDCCWETYo4AKQJVddUbZP/99w+bUEu0g55Klui8xLkmk8Y/DjlkrDvggFHu88/XhM0l4ZNPPvHl8TWNWht1ITkIkCKYO3eu76i08RDiYcyYMYm4Kizl8Y902ltF50P7xyM5CJAiePPNNytn+iAedDWoc3L33XeHTbFSyuMf6Z555hl/PrbbbrvYlpLB+giQIliwYIF/c+y2225hE2rBiy++6M9H48aNY1/Mr9THP9Ltvffe/rxMmDAhbEJMESBF8MEHH/g3hmabJIqmVapwX6dOzjVt6lzduqk/jznGufvvT7Un0Omnn+7Pxx/+8IewKVbKYfwjXVS1ul27dmETYooAKQLVWtIbo1mzZmFTfK1alQqOiu8760NBouMSZOnSpa5evXquTp06buHCeH+qL5fxj8iXX37pttpqK/9eee2118JmxFDBAkQnXY9scrVviBYWPfTQQ+64447z90Y1U0OdsEpBa6c4DU4ngTot/eza4S4xVLdL52ubbZwbNsw5zY7RvWkVGxw+3LlGjVLtCavvNXjwYH8uOikcY65cxj/S9e7d258f/Yn4y69Hr0KugMjVHtKnEZX+iL4u2yMJVq5c6b/Xhg0bhk3xpJpQem233NK5bJ8E9bzaddy0aWFrLK1du9Y1b97cn4tJkyaFzbFTTuMfEV156PzoSkR9AOKtYD1wrg49V3tIVx06XiWfhwwZ4geitSeCPs3PmTOn4kPxMNe6devwy2JJpav1s2yxxRZhUzx17ZoKhoEDw5ZMatdx3bqFLbEU1STbddddfZjEWbmNf6TTGIjOk8ZEEG/V79FzyBUQudrTPfnkk/7Yrbfe2r311lthc+KoXIN+Ht13T4SKDtYHw+uvhy2ZdBWi4xIyu+xXv/qVPw833HBD2BQ75Tb+kU6zsHSeNCsL8Va9Hr0acgVErvZ02nhJx15//fVhU2IpPPQzqXx47NWrlwqGXFNcK66s/HH164ctsfPee+/5c6CrwCVLloTNsVOO4x8RrQPRmKfeL1ofgviqXo9eDbkCIld7ul122cUfWwpXHxF1XNHP9P7771c+9P/ajzt86B699osOH7p1N3DgQHd7xWOObiFFj9//3rkzz1z/oZlSv/zl+o8WLVJXGnqce27mN5tvgDRoELbETr9+/fzrf9ppp4VNsVSO4x/ptCJd50sr1BFfm4RPWEUBketRHZpmqWPzXeSlMZJnn322shNWqeiwA9ZDYyrqhMOHZn6cWdHphg/tWfDLik43fGhhoO6npz+i8KvpR6uKx+iKhyvEIxxLKrFbWN98841r0qSJ0+umwpZxV87jHxHVxFJtLM28VK0sxNMm4RNWYQeX7VEd1gCJqqvG+aHFhGHo/PznP18vnPTQgrcwzPRQ2N1a8Xg5/Qrk2mtdRTqu/9Cq3oowXe8xe7aruARKPVavTnsVK5x6aioYrroq8/lQQgbR7733Xv/a77fffmFTLJXz+Ec6VefVeVO1XsRT9Xr0aog6yGxytaez3sLS4Ht6B3zYYYet1/nqcc4556x39aGHBlfDqxU9HnzwwYzbS9FDs8HSb0dFjw1NP4zu6X788cdhU/xMnpwKBk07LoFpvG3btvWv/ejRo8OmWCrn8Y90kyt+D6MPXZqIgvipXo9eDbkCIld7umgQfdCgQWFTYkWb5qisSSIcf3wqHLRgUAsHtYBQCwkXLXJuxIjELCRUyOt1V+n2r776KmyOpXIf/4hoIbF2KtT50+1oxE/1evRqyBUQ6e0vvPCCHxzbaaed/G5wLVq0cP3793dffPGFb4+m8epNP3/+/PS/JrE0XqKfSetZEkFXUUcfnQqJbA/t8R7zUibnnnuuf90vuOCCsCmWGP/IpL3Sdf40Don4yd7j5ymfANE9f90aUjhogFO3fXr16pWxZ3i0kFDlP/RLpLpFGiRftmyZe/XVVys+FA9PzD1t2XPPPf3P88Ybb4RN8VXxCdAXTVRQNGni3Gabpf7U/2tsRe0xpg8kW265pd+2Nt/bobWF8Y9My5cv9x8ydQ5L5cNkKcne4+cpnwDZEO1JXT9tPUEplTIRbSal7zcp9btKgaY86zVP/2ASd4x/rO/ss8/257FPnz5hE2pZwXrgXB16tnaVlNCUPd1iOOmkkzLadA9UA9idO3f2g9B169Z1TZs29cUUL774Yjdv3ryM4+NM37N+/lmzZoVNqAH63Ymu+lSQMykY/1hftCW0yhqpLBDiY/0evYjSryT0Zv/888/DQ0qGtk7Vz5mEdQilYNq0af713nHHHZOx+t8x/lGVAw880J/PsWPHhk2oRbUaIKKyBarAqUEyrXsoVYceeqh/A2j6L2pely5d/Out6dlJsWzZan/1cfLJD4ZNZU9jpjqfupJHfNR6gES06ZJKOJeqI444wr8BpkyZEjYln8q/9+qlgaywpVYsWrTIr2LWLc9ErLtJ8/zzH1Z8/yvDp8ueFhVvu+22/j00c+bMsBm1JDYBoplY+gUpVdGEAJUULzk9e6am9YY1tWrJgAED/Gsdjqkh2S655BJ/Xs8444ywKXF0panH8cdPcN9/vzZsrmwPZXs+kqu90GolQDp06FDxoXWq39tj1apVfl2IpvZedtll4aElI5qWXJILot5807nNN1fJYedq+dOhxjt22GEH/1r/4x//CJuRYO+++66vqKxSR5rOn2RRR6/HI4+sP8U8WxBkez6Sq73QaiVApk+f7o466ii/UFDrPDRAdscdd/iZM6Uquif/wAMlOr+/X7/UVcj++2tqXdhaNHp99TrvtddeYRNKQHQlf9NNN4VNiZIeIJ07/6Xig0/meyZbEGR7PpKrvdBqJUDK0amnnup/8cePHx82lQaVCfmf/0mFyK23hq1Foxpoep1HqNxKTEVv8nxvX8C5xx57zJ/f3XffPdEfOKNzrAWj+nPixDc32B7K9nwkV3uhESBF0r17d/+Lf9ddd4VNpWPixFSAVFxZuk8/DVtrnFb5a8Wy9p6PyuLEUfQm1yOf2xdI7e4ZFVt94oknwubEiM7x5Mnv+j87dRrvvv12XcHIbL8D2Z6P5GovNAKkSHr06OF/6ZNSEdZMG1gpRCoCs9jOP/98/xr/7ne/C5tiJT1A8rl9gRTtVKrzrAXGSRWd47Vr/+tOOumv/r//+td1++9k+x3I9nwkV3uhESBFos2q9Et/ay3e3imKd99N7WhYcSXgirgdqSZjbL311v41jnu5mOhNnu/tC6R89tlnfofPH/zgB372ZpytWPG1W736u/DpjHP81FML/H937Hhv5VVItt+B6Plcj2IhQIpEpVrUud1yyy1hU+kZMCB1FbL33poWFbbWiJEjR/rX95BDDgmbYid6k+d7+wLrdO3a1Z9vVfGuaWvW/Md9/PGXbv78Ze7llz/2ZWYmTZrv65aNGvWyGzjwafenP013PXtOqrjwfthfVR522LjK83jkkfe4b77JfB+kn2NdhXTpkroKGT/+X+u1pwuDItujWAiQIlHtLv3CDx48OGwqPdpJcvfdUyEyZEjYWiP23Xdf//red999YVPsRG/yfG9fYJ3nnnvOn2/VxlNF71xUc09XK2+//bavBjFp0iS/ul2VvtO3s9YSg44dT3WHHvoHf0UQdsz5Ptq1u8v16jVpvckSUXvkiSdSVyEKm6+//s967ZFsz0dytRcaAVIk+qSkX/hrtfVsOdCCSQWIqgtoE6oaFNW9qm5nUtvS3+T53L5AptatW/vzrg3oFAJ9+/b1IaCxEc3GU309bRmtW106rrqPBg12cbvs0r3yPBx00Bh/VaFbjrrK6Nt3sr/qGDbsRX8FoluQuiKZPftjX45fVyu5apmF51gfJk488X7/3N13z12vPZLt+Uh6u76f889/3IeYrnJvvvkFfzVVSARIkVx55ZX+l1OrpMvGCSekQuS3vw1bCkqLUPXadurUKWyKpfQ3eT63L5Ap2rm0ug9tYNe8eXMfLlqHprA577zzfPio9L+uSFQp4plnXnDvvZcKgpqyoXP8+OPv+OeOOOLuDbZLtucj6e3nnPNoxc/ygR+HWbp0dcWH2Gnuqqv+GXzFxiFAikRXHvolLsY929jQ9r3Rvuk1WANMe9nrtU3K4sGwE6ju7QtkOuaYY/x5b9mypQ8Bzc5SCGgLCN2m0nYPum0VxxLwGzrH6VchG2qXbM9HqmpfufIbPzZTSARIkWjsQ7/squdTVire1D5AWrRw7ttvw9aC0E6VzZo186/vM0Wc+WUVvsmre/sC6ygYdGtKs7GWLFkSNsdetnOsW2E1FSAffLDCHXfchPDpjUKAFIlmX6mDS8re3AWj0Nhzz1SI1OD4zx//+Ef/+uq2RlxoTOOjj9avrLuhN3l1bl9gHdXN0/nu1q1b2JQI2c6xPkyccMKErO3Zno9U1a5bWJo5VkgESJFo/Yd+4TXbo+xMn54KkAYN9NExbC2If//73/4T6eabb+4+rYVV8Ok0gDp69Cv+lpTezLoPnW5Db/Lq3L5AiiZKNGnSxL+f2KCtejS+dt55j683G2xjESBFMmrUKP8LrxXpZUlXBgqR444LWwrm+OOP96/xNddcEzYVxYIFn/tByrZt76gMga5dJ7pPPlmVcVy2gMh1+wIp9957rz/P++23X9iEDbj33nl+QF3ja4VGgBSJamDpl141scqSNnb64Q9TITJpUthaEJMnT/av8c477+xrJhWD6vnNmPHvyr3M9fjZz0a7Pn2ecrNmbXgzq2wBkev2BVKiWXf6UIaq/f3v892ZZz68wdXwhUCAFIkWuOmXXlV5y9bQoakAad5cy3vD1o2m6qx77LGHf51ret8VfZp74IE33K9/nZqCq8cvfjHWDR78nPv3v+NbyDHpXn31VX9+VbbmK1WARlYvvbTIr4z/8stvw6aCIUCKJNqnQvuClC2VNdl3X7es4nVYcMUVYWtB3Hzzzf511jz/mvDZZ1+54cNnZpSq0CKte+6Z56dJomade+65/vyW3WQUg/bt78q4JRo9ChkoBEiR6BOxfvG1M2E5WzVjhrtt003duVts4T54552weaMtX77c1a9f35d1f6eAf/8bbyzxs1i0Kjl6I55xxsNuypSFBR+YxIapRP+WW27pz+2b2gUTtY4AKRKtcFWAaPFTuRt05pmuQcVrcfTRR4dNBXHWWWf511qlLTaGxiSmT3+v4u97pDI0DjxwjOvXb6r7178+Cw9HDRs+fLg/r4cffnjYhFpCgBTJlClT/C//EUccETaVHZXjbtSokX89tGq40GbPnu3/bv0bllXIq1Z96+67b5479tjxlcHxy1/e5WsfhTOqCq2mBjuTTuNbqm1VU78zsCFAikSlFfTL365du7CpLN1+++3+9dCMKe3lUWgHHnig//vHjh0bNmW1aNFKN2TI8+7QQ++sDA7Nirr//tcKXoRuQ7766ls/tnLppTVX9iWppk+f7s/nDjvs4P5TpC0CkBsBUiRa8KQ3wMEHHxw2lSWV1z7ggAP8a3LppZeGzRstmjatfyOXWbMWuL59n/LTb6Pg+N3vJvkFgMXcdluDm/oeDj54TI3M2U8yTT7R+VTNK8QHAVIks2bN8m+ANm3ahE1lS69JnTp1XN26dd3rr6/bD6MQvv76a7ftttv61/yll14Km339rHvuuafiauM3FVdBJ7u9977GLwAcMOBpv3FQbenWbaIPME3BRMqiRYvcZptt5n9PPtZ6IsQGAVIk8+fP952ZFkFhHe1frtdFJbYLTYUr9XefccYZGc+rMvL222/v2+rVa+Zaterihg17wi1btjrjuNowdOiLPkBuu21W2FS2tAWCztVJJ50UNqGWESBFpJlY2hEN63z++eeVdY1UoqKQ3n33XX+Fo2m9y5atu6rQv6XH3nvv7caMGeu++aZw8+I3lm6bKUDOPvvRsKksabxD4x46X//4xz/CZtQyAgS17s477/QdxHbbbefn+hdSx44d/d990003ZTyvsidxxDhIJs240vlLyl4v5YYAQa3TFM2ovtHvf//7sDlvGv+IPProo/7v3X333f2/kwSMg6xz2GGH+fM3YsSIsAkxQIAgFubOnesHSlWSXfWOLBYvXuwuv/xy17hx48rnVFRxl1128Z3Qk08+mXZ0fDEOkqLV5lp13rBhw4JfmaIwCBDExoUXXug7+rZt2+Z1tfDKK6+40047ze8FEo1vpE/f1Vaneq5z585pXxVfjIOk6GpU561nz55hE2KCAKlh6ggfeughXwNL9/jVyWn7VU3nVakNffJOF3WA2eRqT7KVK1dWTr296KKLwuYMWkeiwonR6mQ9dPXy61//2s2YMSPjWK1819anav9A+7THHOMgWlT5la+4q/MavkcQH6XZE8XEl19+WTmIW9Uj3YaeS5erPcl0CyrqNHTbIn3mVESv6bBhw/wK9ui12GqrrVyfPn38PtnZdO3a1R/bv3//sCmWyn0cJNqAjWnv8VaaPVFM6KpDbwLVZBoyZIhbsGCBX8C2dOlSN2fOHN8Rtm7dOuNrcgVErvak0lhF+/btK18v/Zl+60LhoCu2KGCih3alU6jkoqsSHd+0aVN/DuKu3MdB9L7Q+dI+Ooiv0uuJYkIDtnoDqMN76623wuascgVErvak+uMf/+h/Li3we/bZZ/2tPq3hGD16tC9jodtP0c+uW4H6U5tH6bZXde27777+68aPHx82xU45j4M899xzlWGv/c8RX6XXE8XEKaec4t8EGsDNR66AyNWeRApbhYVCIlos1q9fv8qfVQ8FSrdu3dzVV1/t/79evXp53xsfOXKk/9pDDjkkbIqdch4H0XnWebrsssvCJsRMafVEMRJNHc3n6kNyBUSu9qT56KOP/LRb/UzXXHNN5fMaRNUKck3t1biFxkfeeOMNv6GQjtWVSb5U9TdJA7PlOA6SPuGhqjEtxEPp9EQxo0/I6qjSF7VVR/qn7qoepUBlKnQ1oJ9Hm0tpZlU2CpRWrVr5YzVl1+r888/3f4dqcMVdOY6DRFOujz322LAJMVQaPVEMESC5qYy7fpaddtrJLVmyJGzO0L17d3+sSlooTKx0FRMtTstn/KQ2lNs4iD5A7Lrrrv48P/HEE2EzYqg0eqIY4hZW1R577DHfkesWVbhuI3THHXf4n7lBgwYFKfuuyr/6+/785z+HTbFSbuMg+p3Qedltt92qvBpFfCS/J4qpaBB90KBBYVOVcgVE2P7CCy+4k08+2X+KVwfbokULP2YQ59IPWsz3ox/9yP8cgwcPDpszzJs3z4+F6Nhx48aFzSYPPPCA//t0Syzuymkc5JhjjvHn5cYbbwybEFPZeypslGga7zbbbOP3AqmuMCBCYbsWWqlj1b+hKY8aeOzVq5c7/PDD074qPrQGI9puVve5qypZovUdLVu29MeeddZZYbPZd999V7kfSNxLhJfLOEhUel+3fje0gBTxlL2nwkaLFhLq0/bQoUPdwoULfQeqN4gKBg4fPtwvhEsXBkQoV7usWLHCf2qPo6jelW7xaS+QqkRXcfvss49bs2ZN2LxRrrzySv93/+Y3vwmbYqVcxkGybf6FeKu6J8JGKXYpE903/vDDD90FF1wQy93bJk6c6L93remYOXNm2Jzh9ttv98eqTElNbMKVlG1Sy2EcJH374Vy/F4iXDfdEKBjdotGmOKoEqxXU6rC0wlbFFC+++GJ/jz9dVQEh2drTA0kFBnN9ui823aKI1mDccsstYXMGVdeNZrH95S9/CZsLRoUX9W8MHDgwbIqVUh8H0S1YnQe9J5As6/dESCzd23/ttdfckUce6U4//fSwudZobGb//ff3ncSJJ54YNmfQ4L82f9KxNb1WY9q0af7f2XHHHf2alLgq9XGQgw46yJ8HzbZDshAgJUirtnXrJy569+7tOwhNz8w1Oyy6KvjpT39a43WQdHUYlYNXyf24KuVxkJdfftm//iqguXr16rAZMUeAlCDNxNI95TiYMGGC7yBUnkKdRVVUnVjH6laXKhcXQ/RvHnHEEWFTbJTyOMjZZ5/tX3+V40fyECAJ16FDBzd16lRfIl61nrQuRFN741CIbsHbb/srIXUQt912W9icQYOn0Y6Cxbwa0Iw11dfSosZ8F30Wk8ZBfvrTEe7FF98PmxJr+fLlfu2SXvt8projPgiQhJs+fbo76qij/HoTTRfWGgvdS65qfUUxfL9mjbt2n31cq4pA0ELHqqgjiVbuaxvTYjvnnHP8v63Za3F1/fUPu+bNe7gbb7w/bEosTW3X664xOyQTAYKa0aOHe7qicxjRooVbXcWGTwo6zVBTR6Lwq43NnrS5l/59hfDG1NmqSU899bxr1OiAis62a9iUSDrvqpqg1/3hhx8Om5EQBAgK7+67Na/Yufr13dfBNOWQylZEg6i1Wb67bdu2/vuwlIkvhhUrvnB169bzt/lKYbB5ypQp/vXW1sTajRLJRICgsN54w7ktt0wFyJgxYWsG7TyndTG6B/7oo7U7w+iee+7xHZpmf8VVNBVaY15Jd8IJJ/ifJX0PGCQPAYLC0e0fFShUeORYh6JBfxWAVCeiBZW1TVOGmzRp4r8fTUSII+0Jr+9P2/8mmaolRFUAPvnkk7AZCUKAoHAUGgoPhUgVYwn/XbvWXdOxo2tUcaxmjMVlEV+0ja5qb6mTi5uo3HkStuTNRvu+qNCnfo641yFDbgQICkO3qxQeun2l21hVWHXttW5CxbF9Gzd2i2PUUavmljo2PbSlqophqqpyXGjKsb6vJI6D6KpOe51rPVD0GqusPpKNAMHG00C5qv8qQDSAXpWnn3YVvaD7vk4dtyyGu86pbpnuz0drUvT48Y9/7IYMGRKL+mJJGgdRyI0cOdJXnI5eS5Vs17TzUaNGhYcjgQgQbBxN0W3RIhUePXqErZk+/dS57bdPHdu/f9gaK59WfK/XXXednyUUdX4q8HjmmWe62bNnh4cXTRLGQd58802/piYqnqmHxpd0i7A2Z9qh8AgQbBwtElQg7LOPc1Xt2aEtSrXJlY5t3965hEzd1BTTRx55xJfl12yxqEM84IAD3J133pn3nvcbK67jIBrHUgWBaHwjemh69H333Vfjdc1QOwgQ2Kk8iQJBhRtz7dlx5ZWpY5s1cy7G+29URfW5dAUQbcerh/5bzxWrdlfcxkG0l4rK4e+www6Vr4nKk/Ts2dNvmobSRoDARoURt9giFQoTJoStmaZMca5OHT/24aZNC1sTR1cduvrQVUjUaerqRFcpulqp6YVxcRgHUQkdbVqmqbjRa6DKxtplM1fFZZQOAgT5Uwex226p8OjdO2zNpKuNpk1Txw4YELYm3qxZs/y4SLQBlh4aN7n++uv9OEpNqK1xEAXDiBEj3F577VX5s2o9R5cuXfzeKig/BAjyp02hFAgVn4RdVfe29Um8XbvUsR06pMZBSpRmaGmmlmZsRZ2rbjNpX/cZM2aEh2+UYo+DzJ0712/uparF0c+mW1YDKj4QxHk7YNQ8AgT50Xa0CoStt9Y+tWFrJpWU17EVnY2fgVUGVCRQa0e0hkRjFVGHq8WJ2uddJfc3VjHGQTToPX78+MoaYdHjsMMO81Od47L4E7WLAEH1zZnjKnqtVChMnBi2Znr88XXjHs88E7aWBa1m79+/v2vWrFllB/zDH/7QnXfeee71118PD89LTY2DfPDBB366bdOmTSu/Z03HVZl9Tc8F0hEgqL6RI1PhcdFFYUsmrS7Xjog69rrrwtayoxL12plRt5zSP823b9/er8bWXvb5KuQ4iK6aHq8IfJXV10K/6Ptr3bq1XwgY1xL3qH0ECKpPHd3cueGzmXRM27ap8DjmGPVO4RFlbd68eX6P+IYNG1Z21Ntvv7274oor3KJFi8LDsyrEOMiyZcvcTTfd5Peqj74XlRrp2rWre/7558PDgfUQICisik/GPjx23lkld8NW/L+VK1e6P//5z65Vq1aVnbdmNJ144ol+r4xcNmYc5KWXXnLdu3fPmDmmHSEHDRrkPvvss/BwICsCBIXzyCPObbqpc3XrOscn2Gp7+umnfWXa9DUVLVu2dLfccosPimzyGQdZs2aN3+q4TZs2lf+G1q4cU3GVqKuZtSU8Qw41hwBBYbz3nnONGqWuPm66KWxFNSxevNhdffXVbscdd6zs5OvXr+/3bH/llVfCw6s1DjJ//nzXp08fv+Nj9Hduu+227pJLLnELFy4MDwfyQoCgMCo6Ph8exx3HuMdG0hTZiRMnug4dOlR2+nocdNBBfufEqK5UtnEQrYTXPuOqepv+9dpzfty4cUWv34XSRYAgkzp/7dPQqVNqBbluR+lPDYjff3/2cNAA8IgRqeq8KBjtUXLhhRe6bbbZpjIIGjdu7C699FK/wC99HES7+2mL2Ginx+gKpkePHu5llZ4BCowAwTpa5Kbg0JVEtoeCpACL4ZAfjWGMHj3a79kehYOm3EYl0zUlOH0Pkz322MMNHTrULV++PPyrgIIhQLBOly6pkKj4tOuGDUut59C03I8+cm748HVjHDoOtWbmzJnu9NNPz5hFpYdmcWkzrMmTJ4dfAtQIAgQpmsmjcNCWtK+9Fram6Hm16ziK59W6pUuX+hpVmr2l2VQfKeiBIiJAkNK1ayoYBg4MWzKpXcd16xa2ACgzBAhSdt01FQy5ajTpKkTHqZw7gLJGgCClXr1UMOSa4qlta3Vc/fphC4AyQ4AgJd8AadAgbAFQZggQpHALC0CeCBCknHpqKhiuuipsycQgOoD/R4AgRWsHFAwNGzKNF0C1ECBY5/jjU+GgBYNaOKh1BVpIGJUpYSEhgDQECNZRHaujj06FRLZHx46UMgHgESDIpGKJKpqooGjSxLnNNkv9qf+fMCF7MUUAZYcAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPwfqOtN5JJbhvMAAAAASUVORK5CYII=)
| Product Number | 4H56-1-215 |
| Synonyms | tert-Butyl 3-amino-9-azabicyclo[3.3.1]nonane-9-carboxylate |
| CAS | 202797-03-3 |
| MDL Number | MFCD20275543 |
| Molecular Formula | C13H24N2O2 |
| Molecular Weight | 240.347 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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)
PN: 4H56-1-087
CAS:
Molecule Weight: 240.347
Formula: C13H24N2O2
PN: 4H56-1-215
CAS: 202797-03-3
Molecule Weight: 240.347
Formula: C13H24N2O2
![endo-3-Amino-8-Boc-8-azabicyclo[3.2.1]octane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABk6AAAZOgGLnK30AAACd3pUWHRtb2xTb3VyY2UAAHicnZVtb5swEMe/ysmvh/ETtqlCqqrVtEntJq2dtHeTQ9wWKUAFNA/ffmfIsiRkyTQBsn3+/84PdzaT63W5gKVv2qKuMsIpI+CrvJ4X1UtGvj99jCy5nk5yFKGwajPy2nVvV3G8Wq1o/upLt64rmtclGfqv1m1xoFlJWjcvsWCMxz8e7h97JiqqtnNV7pFqi6u2N97Xuev6WfxliLh0zbKo4kEel81y8PZTsPAyum7n5M9abrHvBlF4LhYenuumdB0sBaP4sg/w4ivfuM7PYbZBs6QK1z6dPNzV+Xvpqw6rwUORu8Vj17znaCjrhc/f0RlWPt9lpOQE3Kx97Hzj64ygyqMH19XlTdO4DYRa0DkOToCT4BS4BJwGZ8BZcCk4zvDDfo4CjgqOEo4arjEQCx9m8rR587gcGJ6v/fcFbvcebOFOioxYqk1qwFCuNQdNrRUMWyphAhKqE5GAoomSCltSGAWCaiZCwXVqgdFUJ7tia5ToE2enqJSpQp9MS7M1EtjgoBGnyioGWBptOUS4xYnSEEkqLDcQCcoSIYPdJDg7Rq3kOjQZw3khJRlDqwmjBZFBa9SbVSilNWanDs6N5NCbJW53vNvv6WRWV/O9KhTzjMxCkFDyzT+3YhsLAnUz9w3me3AQpPuAOARC5M4DcgSo84AaAcl5IDkEQg6dB/QhEDJuB4hTgBkB9vwI9hBIj4GgHE7G9NNAb1tjV+nIFWfnBw/9B0HtT9EF5jgRxD8wYsz89zK5PDGBC6nFj1JluCIuMEfZMlwpFxh9grmQY9yM43YSiffOZfz7EsXq6IKN927fGP85019GxfCnd6h87AAAO4dJREFUeF7t3Qm8jXXix/HWIXtZRsgyoU35K1RaSFliqFSa1klNJjWFtsGkyGhRCSn/UUTalCwZW4S0F5LSaouiFGKUrf6///k+Z57Hub977r3n/O45557l8369nlfx+53r3HOe83zP81v3MwAAONjP/gsAAGJBgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBEoOlS5ea7du3238NADmNACnEzp07zcknn2z2228/s//++5vmzZub3r17m0mTJpkNGzbY1QEgpxAgBVi3bp056aSTvPAo6KhXr5657LLLzMiRI82HH35o/u///s/+MQCQtQiQKBYsWGCqVasWBEWFChVM3bp1Tfny5fOFSOSh8jZt2pi7777bzJkzh2YvAFmNALE88sgj5qCDDgpCoVGjRsH/H3bYYebTTz81EyZMMD169DCNGzf2mrbsIPEPlanODTfc4D1m1apV9j8HABmLAPmvX375xVxxxRV5Lv79+vUzr776ap4Aeeutt/I8btu2bWb27NneXYfuPoq6S6levbq54IILzNChQ827775rdu/enefnAUCmIEBC1q5da5o0aRJc5MuVK+d1lMu3335rhg8fbj766CPrUdGpH0T9IeoXUf+Imr7sEIk8SpcubU4//XRzxx13mKlTp5off/zR/pEAkJZyPkDmzZtnqlSpElzQGzRoYD755BO7WrFoxJYCqVevXt5IroMPPjhfkEQeRx11lLn66qvN6NGjE/5cACBRcjpAHnrooTz9HR06dDA//fSTXS3h1Fz2+uuvm/vvv9907tzZaxqzQyTyqFSpkunYsaMZPHiw18H/888/2z8SAFIuJwNEF+BLL700uECrv6N///7mt99+s6umzGeffWbGjBljrr32WnPsscfmC5HIQ6GnIcY9e/Y0EydONOvXr7d/HAAkXc4FyOrVq72RUf7FWJ3eU6ZMsauVuC1btphXXnnF9O3b17Rs2dKUKVMmX5BEHrVr1zaXXHKJ11+jmfO//vqr/SMBIKFyKkA0oqpy5crBRVd9DRqWG489e/Z4I7GeffZZuyip9u7daz744AMzbNgwc9FFF5maNWvmC5HIo2zZsqZ169bmzjvvNDNmzEhJ0xyA3JIzAaL+hgMPPDC4wHbq1MkbghuLr7/+2ut/0DBdXZj1eDUjbdy40a6aUho99txzz5mbbrrJG0V2wAEH5AuSyOP444833bt3N+PGjTNffvml/eMAIC5ZHyA7duwwXbt2DS6iusgOGDAgrmVH1MRlX4x13HfffXbVEvWf//zHG1V2zz33mPbt25uKFSvme86Rh0afnX/++ebBBx80b775ptm1a5f9IwGgQFkdICtXrvS+dfsXTC1Jon6FeC1ZssR7vO4+2rZta+69916vGUvNWelO81dGjRplrrzySlO/fv18IRJ5lCpVypx66qnm1ltvNZMnTzZfffWV/eMAIJC1ATJr1ixz6KGHBhfHY445xnz++ed2tZjoLiZTAqMo33//vXdHpZBQWCg07CCJPP75z3/aPwIAPFkZIOqviOzvUDMNCxtGp2YrhaOasfQ6Va1aNU+A1KhRI67mPgC5I6sCRH0AF154YXDxU3/HoEGDuADGSR3sGjrsv44uzX4Asl/WBIguescdd1xw0dPsbQ1fhRv1f/iz9LWpFgDYsiJAFBSRI44UJKkcppqt61VdfvnlwWs6d+5cuxhAjsvoAFHTlIasRs5/UBOWmrKSSSObNONby7L7HfUaqZVtFIz+a9uqVSu7GECOy9gAUae4On394FCnuYbXJosuppGBYR/aYCob6Xf2f0fNFQEAX0YGiIbjaliuf2HTRV2bOiXTwoUL84WGlmVv0aKFt/GUyrPR4sWLg99XqxUDgC/jAkQjgjQh0L+oaaKgJgwm25o1a/IEhtbV0vyQXKBZ7XqttWpxNjbVAXCTMQGi/g5tGxvZ36ElSlJ1EddS76n6t9LNG2+8Ebzm6mMCAMmIANGih1r80L+Iqb/jgQcesKshic4880zvtVeAx7uCMYDslPYBoouVll33w0PLsav5CKk1Z86c4D244oor7GIAOSitA0RrNmnDJ//CpY2gtCEUSkazZs2890ETDFetWmUXA8gxaRkg6m/QRkjqtPXDQ1vQpute4LqYajtarXh7xBFHpOUOh4kwderU4P3QviIAclvaBYh2ztNwUf9CpW+7Dz30kF2tRNmBsd9++4eeZ1lTqlQ1U7ZsPdO16w32Q7KCBjL4y+NrFd9vvvnGrgIgh6RVgGiyXoMGDYLw0IZHr732ml2txLz//vtRA6NixUbmsMNONtWqtTZnn32TGTjw6axdwFE7IPrvT8+ePe3i7KGm0n/8w5jmzU3ojTXm4IONqVo1/Od+/fQtwn4EkHPSJkAmTZpkypUrF1yctEWrtmxNJx9//GnUwLjrrnFm9uwlobun9GxiS6Rff/01CPkyZcp4+4tkld9+M6Zv33BghH7HAg+V9+kTrg/kqBIPEPV39A19YCP7OzTK55dffrGrlrjt23/OucCIRs13/nul9y5r6K5R81wUEKHz0Vx6qTEzZ2oXLmO0mdimTdqpzJjLLguXq57qZ+ndJlCUEg2QLVu2mHbt2gUXI/V3DBs2zK6GNKOdGWvXru29Z1oVYOvWrXaVzDR4cDgUKlY0pqjVh+fNM6FfPlxfjwNyUIkFyPLly82RRx4ZhEe1atXMggUL7GpIUyNHjgzeO62InPF++MGYMmXCgTB9ul0aneqpvh6nxwM5pkQCZOLEiaZs2bLBBahp06Zm3bp1djWksZ07d5rq1at7758mdyZ7Cf2kGzIkHAbnnmuXFK59+/Dj9Hggx6Q0QNQBe8cddwTBoePqq6/2LkbZZPPmX8yrr64y9933hpkxI3UbW6XakNBF038ftad6RmvXLhwEL7xglxTu+efDj1OQADkmZQGyefNm06ZNm+CCo5VtH330UbtaRooMjIsummhOOulfwXHJJS/Z1bOG7jp096H38/DDD8/sLwK1aoWDIN6Rf2vWhB+nxwM5JiUBsmzZMlOvXr0gPH7/+9+bRYsW2dUyRmGBYR+dOz9vvvsuw5t3CjFw4MDgfX3sscfs4sxRunQ4COId/af6etwhh9glQNZLeoBo4pnmC/gXmebNm2f0DOYVKzblCwk7MAYOXOg1XWVzcPg0ks7fn6VOnTreCK2MRIAAcUtqgLRu3ToIDh3XXHON2bVrl10to3z//Y6cDoxo+vTpE7zHY8eOtYszQ82aNGEBcUpagGgioH9R0R4So0aNsqtkpN9++z8zaNDrOR0YNs1G9+8yGzZs6E0OzTht27p1oqu+HqdOeCDHJC1A1MHqBwi72GW/m2++OXi/X4j3IpwOtEGZgiDefd817FePYxgvclBKAuRvf/ubXYwss379evO73/3Oe79POOGEzFtMUsuUqB9DS5Ro+ZJYzJixr/9DjwdyDAGSAj//vMe8+ebXZsGCNXZRVrnuuuuC93zatGl2cfobODAcCJUqGTN/vl2al1ZNUD3VHzTILgVyAgGSBH5gDB/+rrnyysmmWbPRXof7OeeMN3v2ZGD/QIxWrlzprWem91yj7TKO+m7OPz8cCgccYMzllxsze3b47kKjy7RcyZw5JvSmhstVT/Uzsc8HSAACJAEKCoxox/z5a+yHZ5XLQxdd/33PyL3rf/3VmNtvL3o591BQevVUH8hRBIiD3bt/jTkw2rR52vTpM9e89NIKs3p1lqxaW4gVK1Z4o+70vrdq1couzhyhuylvX5BmzYypUiUcGPpv06bhfUBUDuQ4AsTB2rVb8wVFrgZGNF26dAne+zfffNMuBpAlCBAHO3fuDX0RJTAKsnjx4mCDsHPjXd0WQMYgQBxNm/Y5gVGI9u3be++9gmTJkiV2ccnats0Y3RnR+Q0UCwGCpHjjjTeC919NWmlD81PUjxF6XqZfP7sUQBwIkBKgTvhVq7bYf511WrZs6b3/6lRX53paePnlfSOpevWySwHEgQBJAQXGkiUbzL/+tdj89a/TTYsWY8wppzxhtmzJ4P0zYqBhvP45cMUVV9jFqae7jyZNwuGhYbqrV9s1AMSBAEmCaIFhj9bS8cwzH9kPzTqaUKhzQBMMNdGwRGl2vH/30a2bXQogTgRIAsQaGDrOOGOsufnmWWb8+GU50Yw1derU4DzQUiclyu/70JyOr76yS/NTJ/tbb2nYnV0CwBAgzrZv3x13YGgzKi0Hn0u0qOLxxx/vnQdabFGLLpYIf+FDHVqKJBY9eoTrx7tCL5AjCBBH2tbWDgsCI7rnn38+OBd69uxpF6fGySeHw+DAA435/HO7ND/1j/jLmZx+ul0KwBAgxaI7DwKjaL/++qu30ZTOBW08pQ2oUkoLIPp3H5ddZpdGp+Y2/zEauQUgHwKkGNSHQWDERlvd+ueDtsBNqdNOCweBVtD99FO7NL+vvzbmd78LP+b448OjtwDkQ4AgJfbs2WPq1KnjnQ8VKlQwW7akaADBvHn77iS6drVLo/P7PnRMnGiXAvgvAgQpM3LkyOCcGKjNm1KhZct9dx/Ll9ul+amTv1Sp8GOOPZblToBCECBImZ07d5rDDz/cOycqV67snSNJtXDhvjuJWJdTuemmfY957jm7FEAEAgQp9eCDDwbnhf4/qVq3DgeB9jn/8EO7NL8NG4wpXTr8mKOO4u4DKAIBkmCRQ3pj2QPdr5srdF7o7kPnRfXq1b27kqTQarv+nUTnznZpdFoby3/M00/bpQAsBEiCRQbI+ec/X+Qe6LkWIKL+D//cUL9IUrRtu+/uY/FiuzS/774zpkyZ8GPq12erWiAGBEiC+YFw8cUvev8tar2rXAwQjcDSSCydGxqZpRFaCfXuu/vuJDp2tEuju+22fY8ZO9YuBRAFAZJgfiC89dY677+tWj1lfvqp4GaaXAwQ0VwQ//zQHJGE0tIjfhgoTIqyaZMxZcuG69erZ8zevXYNAFEQIAkWGQg33TTT+/8HHih4X/BcDRDNRtesdJ0fmqWu2eoJ8cEH4WYrhUG7dnZpdJrY6AfO6NF2KYACECAJFhkI2vK2efMnvKOg7W9zNUBE62L554jWy0oIdZj7YaCVdIuyebMx5cuH69epoxmPdg0ABSBAEswOBN196M+6G4nGrp9LtDKvVujVOaIVe7Vyb7EsXbrv7uPss+3S6O68c1/gjBpllwIoBAGSYHYgbNu2y5x11jjv795+O/9S5nb9XKM9Qvzz5Mknn7SLk0vLqVSsGA6PWrW0sYtdA0AhCJAEixYIzz673Ps7jcyyF1+MVj+XaJfC/UN3Df65UqlSJXPyySebbt26mSFDhphp06aZzz//vPh3J9Hcffe+u49HH7VLARSBAEmwaIGwd+9v5oILXvD+/qWXVuQpi1Y/l/z444/mgAMOCM6Vgg41dTVq1MhceOGFpl+/fl6fyZIlS8yOHTvsHwkgRQiQBCsoEF5/fa3392efPT702uxrKimofq648847g/PkjDPOMB06dAhW7Y31qF27tjn33HO9TvnHH3/cLFy40GzS0Nws4f+esYq3PuAqaWcZAZLfDTfM8MqGDXsn+LvC6me7n376yWuy0jlSq1YtszuiD+Lnn382S5cuNS+88IIXMhdddJHX0V6qVKl8AVLQceihh5pTTjnF/OUvfzEPPfSQeeWVV8wXX3wR8QzSh38e6LCXwIkWCIWdN4WVRVNYfb1Hw4cPN506dfKCvWzZsqZ06dJeaOtucNy4cWbXrl32w5AjCJAEK+zDuHLlZtOs2ejQRe0Js379Nu/vCqq/a9deM3PmV6EL3o92UdYYPHhwcI4MGzbMLi6Q+kQUBlqM8dprr/X6TBQWdoAUdCiETjjhBC+UBg6830yZMt98+ul6s3NnyU0gjAwQewmckgqQESNGmIoVK+Z7/exDKyxPmjTJfjhyAAGSYAV9GH2DBy/yym+//VXvzwXVf+SRd4KyK6+cbF5++dPQt/LsmaOgO4yqVat650e1atW8PxeXJicuWLDAPPbYY15zVvv27c0RRxyR74IXeRxySC3z+9+3NQ0b9vZe606dnvO2KH744bdDF8UV5sMPN5qtWwteSSBR/Pc62hI4/nONVNB5I4WVRROtfvfu3b1/U/1TF198cej8e9kbdq27DS1Fs3jxYq8vSu9dtOeH3JC0d50AiW7Llp2mZcunvDpLlmwosL4/civyOO20MaFvzAvNRx99Z1fPOI888khwftx33312cULpXFSH+3PPPWf69u1runTp4nXIH3zwwaZs2T+YGjU6maOP/nu+1zvyaN16vOnWbar3BUAX9zfe+Dq4i0wE/9+JtgROtAt0QeeNFFYWjV3ff2+qVKliXn/99Yia+SlMrrrqqnzPD7khae86AVKwp5/+yKtz+eUvF1pf3377959vWrQYE9TzD31TVcik4ttxoulbbM2aNb1zQ01P27Yl7kIcDw0N/uKLVWbOnPfNmDFvmgEDFoQuhlOCgI/l0Htz6aWTTJ8+c82//rXYzJ27ymt23L07vqVZIs8DewmcVAbI5s2bTfny5b07Dw1GiJWCGbmHAEmwWD68at8+77zn81yICqNRWy++uMJcdtm+wPGPU0990rt4vfvuepOMqRLJ8L//+7/BuXHXXXfZxTFZtWqVdwdhX1gTZfPmX8x7731jJk78xAwZ8lboHJ5h2refkO/1L+zQe9yr1ywzdOg7XhOk7hw1sTQa/zFiL4GTygB5+OGHvX9LHeRAUZLz6TMESFHmz1+T52ITq88++8Hcd98bUb8lq/3+ySeXmO+/T9+5EXv37jV/+MMfvPOiXLly3jwQFxpZ5Z9fkydPtouTRv1QK1ZsMjNmfGkeffQ9c9ttc7y7QV3s7fejoOPCCyeGfu+8fT72eRC5BI7/e0Yefn377yPLYhVZX/1G+hnq8wCKQoBkKI3Smj79C3PttdPyXaA00qtnz1necNBffy18Q6tUGz9+fHBe3KY9OBysXbs2WENLo6limaWuEUWqXz10jBkwwC4uNq0woLsFvebjxn3oNT1q8MOZZ+YPeh2LFn2d5/H2RT9yCZwKFY4rMCTsv48si/cQDafWz1i3bl3wXICCECBZYM2ard7ckjZtns53UWjbdkLo4vle6IJQMv0MkX777TdzzDHHeOfEIYccYjZu3GhXicn1118fnFsvvviiXZyP+lz8C6OGpW7dGn1l5GT54YefvSZGNYfpzuLxxz/IF+yRF3GfP5Di2GPvNvvvf0Cesmj1ffY5EOshel/0OiVtq2FkFQIki6hvZd68VV6zh+5C7AtE9+7Tvbkl8XbwJspLL70UnBM33nijXRwTDSX1JxMed9xxMd19aHa6/+/279/fLk4LkRdxX+QSOFWrtsxTFq2+r7CyaAgQuCJAstTGjf/xRgV16PBsviBR04i+Cad6kmKTJk2880Gd32qGcqFzyT+vYtlDRNvlata06mt0kUYZpaOCLvr+EjiNGz8c8xI4hZVFE1mfJizEgwAphpL6Jh8Ptc1rboEmLp58cv6O3lRNUvz3v/8dnA9aadfFt99+6y2joZ9x9NFHe01iRRk9enTw76bzUNPCLvoNGvTyymJdAscu+/jjj73fvWnTpuawww7z7uDq169vevToYb7++us89elERzwIkGLwJ5c99tj7Xhv3L7+U3FIYsdDQ1PHjl5kuXSbmC5JkT1Js0aKFdy4ceOCBzutRRe5gOGHCBLs4H9191KtXz6uvEV8//PCDXSVt2Bf9SIccUsOceOKomJbAEbvMf82iHeoTiqx/112PmBo1OoferyHe+a1h4hqOfP/9b5jvvvtP8DMBIUAcbd++O99FWN/wMyVQli6NZZLiL/bDnMyfPz84F/70pz/ZxTFRh7u/h3qDBg1i2kN9zJgxwb97++2328Vpxb7oR9Lzr137cq+8qCVwxC5r1qyZGTlypFm2bJm3/L2a8ebMmWMaN27s/ezI+va5EHmo6fPLL6M3AWpZE+QeAsSRlpnQHAB/qGW0IxMCpbBJik2aDDI33viYWbDg/Zg6qwty9tlne+eBNo5avny5XRyTW2+9NTifnnrqKbs4H803UTON6it4tE5WOvNf82j0Oxx0UPmYlsCRwsoiaTMvO0D05aFbtxGmbNm6plq12ubVVxd4y7ZojpHq/PWv0/P8DI1o+/Of/+z9HOSepL3r2R4gkfSt7PnnP874QImcpNikyUjTsOGtpmbNLqZSpSahi/EJZtCgQeabb76xH1aod955JzgPOnfubBfHRHt7aBlx/QxNQlQ4FCVyvknv3r3t4rRT2EXf/z1iXQKnsLJI6v+wA8R3zTXXeGVa0qRr166hcza8yKPuWBUaWltMI9qqV68ePD/knqS967kUILZYA0VBko40SXHatOWhC8cQb6XacuUahO4eDvLeS/VhdOzY0UyZMiWmC/kf//jH4Dx477337OKY/P3vfw9+Riz7pqt5q2HDhl59DUvdsGGDXSXtRLuI+/zfPdYlcAorE+3xoUUStVdKQQEiWlSxQoUK/w2SUl4djQbzn49/1KhRg073HEWApEC0QGna9F8JXc01Wb78cq3p02dgnmW7/UPfPnVx/+qrr+yHedTm7u933qZNG7s4JlrqRB3g+hna0Egd40V59tlng+d4880328VpqaCLuC2WJXAKKrPfP4Xs2LFjC6wvWm1XQdK6dQ+vTv36fwk2lNKqxrrTi9wIDLmFACkBCpTZs6NfdNOVLtzaNEjDPKPtYd6qVSvzzDPP5HmMmj788nhWdo30j3/8I/gZWoSxKJGz3TVcNd4mt2xmv2cK5l69ehUZAKtWbfGaNc84Y6z59tvtdjFyGAGCuGmS2d13351vs6ZI2jXQD5rTTz89T1ms9O3Xb0LRv1XUhU4mTpwYPJ8bbrjBLoYJL9muUVj+xM5bbrnFrhJQeLRrF16FeMqUz+xi5DgCxNGnn/7gLTWRy/Rtf+bMmd7S31rcMJI/MkeH6rjQUu/+z9Aw1KJopJg2ilJ9PR9mUxduzZo13mulpshoNCfIb3JN1/46lCwCxIE6M7XW1OmnjzE33jjDjBmz1Puw5Xqg+HRh8vfqOOmkk+zimKijt1KlSt7P0OZTsazNpCY2/5zTlqwonCZ06rXSCDebhu5qcqnC46GH3rKLAQ8B4uCbb7bl6cj0DwIlTEtk+O99tNE52rSoqFnh99xzT/Azhg0bZhfno7uP//mf//HqK7wUYgjTKgBatVibcKkZUMOip0+fHtyttWvXLk/9V175ItjfxN8VEYiGAHGgvRoUEjfcMMMLDTtIcjlQIterirZarn9OqINbnexqi7frbN++3VuzSfXUvPLLL0XPiJ86dWrwszWHAfv4r0u0o3LlymbFihVBXS1145+/Dz7InQcKR4AUk0JB4RBroGhhw2ymDln/fbdHZYnWXrIvYhqeGzlJ8d577w3KdLcSCzWVqf5BBx3kzbDGPosXL/aa9LQApcJdTVbHH3+8t6GXPUfGPmejHeef/ydz1llnpe3KxkgdAiTBCgsU/f+OHUWPJMpUapbyZ4wfeeSRUder0t2E5g5oZJYdJJqkqGHC/sgrzT35+ee8W79GE7nSrzrv4c4Oi2jHQQeF5+WMGjXKfjhyDAGSZJGBouaBbBY5Z0PLqBdFQ331LTjaJEUdmlvy5Zdf2g/Lp3nz5kEAua70i9hoaLU/OZSBCiBAkBCRo6a0KVEsczZ8kZMU/YuTHSRqDot2NzJ79uyg3uWXX24XIwnU5KjXW8GN3JaSALn66qvtYmSZwYMHB+/38OHD7eKY6a6kQ4cOeRbp8w/dYbz99tt56vv7jGjS4qeffpqnDMlx3nnnea+5VjmO1kyJ3JGSANGJpsXbssXEiZ8UuC9CLtKdQdWqVb33Ws1RsYyaKkrkJEV/TokOzQnxhwDPnTs3+PtLLrnE+glIFq1C4L/ukSO4kHuSFiDi70WtQxeBESNG2FUyzpYtO4PORM3S1QY/WigxlwNl6NChwft8//3328XF9t1335kTTzwx+DdOO+00s2vXLnPmmWd6f9bdh7ZtRWpoJWb/vdDClchdSQ0Q3d5GLsWt46qrroppVnG6WrFiU75RKbkcKLqQ665A7+2hhx5qtm1LzgrDOmcUHP555G9SpUN3KUid1atXB699uu/0iORKaoD4NAvWX5Jbh8bsazObTLR796/mnXfWe2sDaXMobRJlB4kdKD/+mL/zN1tohVz/fdXaVcmkpisND478QqJOdy0bj9TyB0y4LtOP7JCSABE1MfhbjOpQm7n2ys502lWwsEDp0OFZ89tv7tvBpjNtKFWvXj3v/dQXhFRMLFMne+RkRDVtIfVatmwZfI6Ru1IWIKIx5Bqq6X/4NWtY7efZxA6UJ59cYlfJGpHbxqayKeO5554L/l31rS1YsMCugiTr2bNn8B6w50ruSmmAiEbX9OvXL894f43fT8TIHaSO3kctjaH3T9vGbty40a6SVNolzz9/1PeiOxOkzlNPPRW8/jNmzLCLkSNSHiA+rdJavnz54CTU5jasoJo51K/lv3c33nijXZwS/fv3D57DH/7whyJX+EXiLF26NHjtNQcIuanEAkQ0hlz7MvsnYpUqVcy8efPsakhDkUunl9SACK3ie+mllwbnjyYVZvIIv0yilQa0aZde94svvtguRo4o0QARLYHRsWPH4CKgfpEHH3zQrpYWdu7cY/r0mWymTFnu7QmSqyIXLyzppdM1jDhyYcY//elP+ZaHR3I0btzYe80bNGhgFyFHlHiAiNrT1RwR2S+iC0G0tY9K0sqV602tWhebunWvNvXr32hatbo3JwPl1FNP9d4jLS0Sy2KHyfbjjz/mGeGnPjYkn79tsSZyauUJ5J60CBCfNgXyl/LWoW842kUtXbz11vuh53eMOfTQpqZq1Zbm8MM7FBgo2fol+LXXXgveHzUfpQutwutvQqVDnbxIrsiBDG++yc6FuSitAkQ+++yzYHSPDl0UtGtdutBch8mTp5revfua5s3bRQ2ULl3+aT8sa7Ru3dp7X3S3uHz5cru4RC1cuNDb6VDPT+3z2TDPKJ1p+LT/OX3sscfsYuSAtAsQ0XIYnTt3Dk5ONZUkY42lRIgWKBMmTLWrZYV33nkneE+0Ims6evrpp4OmUA3vZYXe5Nm6dWvwWl933XV2MXJAWgaIqCN0wIABXvuqf9HSaI8dO3bYVdOKAiVb57T88Y9/DN6L999/3y5OG1pSxX+eGt67adMmuwoSpG7dut7r3KxZM7sIOSBtA8Q3ffr0PEtXaC/nr776yq6GJPvwww+Db5tt27a1i9OOJqf654w6/Rnemxznn3++9xprMil7g+SetA8QUQfpscceG1wQ1DQxa9YsuxqSSHd//uufCXu7aHjvGWecETznrl27Mrw3CdRK4L/Gn3zyiV2MLJcRASLbt283F1xwQXCyql+EGbCpoYENflOi5lxkCg3v1RwF/5zp27evXQXFpJGT/uvL3iC5J2MCRPQNctCgQXn6Rbp06ZKSMehaME53QT169DATJ04033//vV0la/nj/XVk2p2f5qlUrlzZe+4V9fzHjLGroBi0/JB/btx22212MbJcRgWIT1ud+vsR6DjuuOO8Zq5k0l7c/r/nH7kQKNo8yN9SVvu4ZKJFixaZI0qVMn8M/Q73hH6XH1kuJ6HUpKzz45xzzrGLkOUyMkBEHemNGjUKLubqaNcSG8ny1ltveSN67BDxj2zdk/v6668PfsfJkyfbxRlj0TPPmAf239+8Fvo9/hP68mHYyzthWrVq5Z0fWssOuSVjA0TUdHXRRRcFFzg1bQ0cODCpnaVaOFBzDbQGVGSgvPrqq3bVjPftt98GE/N0l5fM1zUV1g8YYPaEfhejo149Y7L0rjHVevXqFXwO1q9fbxdnNa3lN3z4cNOpUydTp04dU7ZsWVO6dGlTu3Ztb6vlcePGeQM6bP7rFat466dK+j0jB/fee6/Xqe6/yJrkpk73VFCgaIOjTL+4RtO7d+/gNX0m9A0+K1xxRThAdJxyinYAs2sgTrpI+udJMlsB0s2IESPyTDEo6Dj88MPNpEmT8jw23kCIt36qpN8zcjR79uygLVaHlkPR6CG40d4a+jal11ILFWbNGP/du40588x9IaKlyLMw/FNJc4T8z90//5m9y/hE6t69u/f7qtVDQ9y1v5HuvnS3oZ1XFy9e7C3qWa1atagX/2h/V5h466dK+j2jYtDCiyeccELwYmthxmnTptnVUATdTf3lL38JXscnnnjCrpLZtHd7w4b7QuTvf7drIA6Re4OoSTnb+YtIqs+nqDlRCpOrrroq38U/3kCIt36qpN8zKiYtdaIObf8F1zeEu+++OyubmBJFzX1asFKvU5s2bfLsFKnFLHWByDpazUCdvn6IZFtIppi/wZjuVrOZlirS50PXFS3eGSt7DlK8gRBv/VRJv2eUIEOGDMnTL6J1nLRIo4u9e/emrE8lFXSnNmHCBHPDDTd4S+ZH7sNiH926dbMfnj3eeMOYUqXCAXLwwcbMnWvXQIyuvvpq73zRhTWbPiu2hx9+2Ps91UFeHPEGQrz1UyX9nlECzQ1dEPxJZDq0fa620Y3Xxx9/7IWRFoy7/fbbzYwZMzLmQ6K7h3fffdcMHTrUm8lfvXr1fCEReejble5CbrnlFjNq1Cj7x2UfzZ4OBagXIhrey3IcToYNGxacQ28omLNU+/btvd9RfR7FEW8gxFs/VdLvGSWYZsr6t9f+BTLe+QyRW7j6hwLl0UcftauWOC3foeUl7rjjDm/ZEQ0ptJ975FGvXj1z2WWXmZEjR3qdoTnZ1HfPPfuasurWNea77+waKELk3iA6l7JVrVq1vN9x3bp1dlFc7M9hrEe6Sb9nlATaGlcXSf9NUJPNnXfe6W2lG4ulS5d6i/FFjqjQz/j888/tqimnBexGjx7tNSEcddRR+U64yEMzyps3b+6N29ewwg0bNtg/LnddddW+EAm9RgzvjU/k3iAagJGttOqwfsfiru5sfzZjPdJN+j2jJFL75UEHHRS8Geeee6534sdDTWCPP/54iey7rSDUNz0tItmxY8c8y7lEO9QBro25tBmXRotk6z4lCaGBAq1a7QsRtXHH+AUDYbqb1XnXtGlTuyhrJDpAYhVv/VRJv2eUZNrTW8Pv/DdEo0bUx5GONK5c62z17NnTW4cqMvyiHVqb69prrzVjxoxhDowLDe8N3cV5AaLj9tvtGiiEv1q2mk018CSTaJ7TRx995A0u0QTas88+2/sCpmVaIn+XRDdhxSre+qmSfs8oBTR7/MQTTwzelHLlypmXXnrJrpZSOoHVVKZlETQMWUsh2AEReZQpU8a0bNnSGx74yiuveOPNkQArV+Yd3jt6tF0DBdAyQv75ma5fykSjMdXRr8+avnDpWuAv2RPtWLt2bfDYdOlE1+urz77u9hR0ev76MqzFXXV9S5XYf4Mso+acK6+8Mnhj1H7bp0+fmPtFiktr6Gg0l/piWrduHcz6LuioWbOmN0lLo10++OCDjPuGl1HefNOEvkaHAyR012eycJ2zZNCkXf98TZelb3QXry9YmiGvrR90kbU/W9EOXZR1F2IPCEiXYbz28408tLzKkiVLIh6dPLH/BllK30Iim4batWuXlG/z2pdCawZpCQRty2u/6ZGHxtI3adLE3HTTTd46W5HfgJAizz+/b3hv6ANp0vgbdbrQeeqfw6neG0R38MuXL/eCS0PQtbS8QsD+bEU7tCiqmt/uueceLwQLa55ynUho95n6/3as7PqaUqBwW7ZsmTd5Ws9Lk4E1r0v1tBtnKsT+G2QxnQiRI6x0Qqk9VHSnoA7oaCtqFkQdbG+GvsU++OCD3p7RkX0u0Q59Y9CtsU7gefPmpWSDLMRg0KB9TVl16hizcaNdAxb/oq1v78miOVj6fGkxw+uuu85rgipquLoOLbeiL2ZaSVtfHLVPjD7f8fLvQvS51s8ojAbp+BuyRfKfU6xirb9y5Uqvnjr7U6HoZ5Qj9K1D7Yn+G6UmpRdeeMELD/8NOeuss7x+Cps2k5oyZYr3zefUU08ttD1Vh26j1XymiXp+UCFNhT78Rh9cHaFvfQzvLZw+IzrHNYE3EbSlgJqgNPJQzUaRWxQXdmhhVT0XdYiPHz/e+6aeyGZfhZD+Hd2JaIi/Pv/atVRfNBUaakLq379/nom7kaL9XWFira/+D9Wrq/lMKVD0M8ohunPwl2Twjw4dOgT/rxBR85Yu+rr4KwSOPPLIPPXtQ2GiULn11lu9kyxbdy7MWhreG7oQGX14dXTpwvDeQkRuAVBYU5BNfY9qgtK+6vqsaDWEyFUkCjs0fFhNUOrE1yTaVHUia1FFLdhqPx/7qFGjRr5Od78sVkXV91tKTjnlFK+e7s5SoeBnlMPUtuhv46pDQ/fUrHXEEUcUecJUrVrVa7ZS85V2MYyn6QtpSn1iRx+9L0RS3L6fSfRt3/8sTJ8+3S72qAlKW0RrJQf1CWqIeqxNUFpVQuuzaTCJmp5dmqASSV8oFSSal6Xrg0ZH+htKqdNer0e0xUj93ylWBdW3XyMt1zR27Fi7WtLkf0bwqG2zqHWjdKhD/K9//avXQa6OcmSpVatM6NvBvhB57jm7BkLUVOR/NgYNGuStdqAg0aZvaoLSBc7+DEU7NElWczC0aoI+W/q5e/bssf+5nGe/bpqSoNcsWmglAwFSCLVp6vYz8s3RkFsNvZ05c2aJf/tBioXuKIPhvTffbJfmNDVBaW6CJuKpX0Cfl6ImvvqH2ut11z5gwACvCYpRh/HzR2FpkIBeU/XHpgIBUgQNkdOQRK3smzW78sGdNhAaONCYTZvskpyhUYLvvPOO1wSlu28NPvGX+CjsULOwmqDUz6gmKC3LE+9SQiicFo/Va63Wk1QgQAAUaOPGjV4T1H333edNZNVW0XYwFHZoZvRTTz3lrfRME1TyffHFF97rrlGkqUCAAPCW8dfKzhq6rjtuzUsqav6Sf9SpU8ecd9553o6WGml41113BWVFzZOAmxYtWpgXX3zR2xxO/R2bQnfECvpGjRp5r7smRKcCAQIk0urVxvzjH+El4atVC+90qM53/VmzkdUZX8L27Nhhlr/7rjfa8Prrr/eaoDR6yA4G+1ATlGY6a49vjTyaP39+1CYojY7yH5OOe+ZkA/u9iTw0/Nll4zwXBAiQCJobon2vFRj7/XekVrRD5X36pG4uiTbH+ve/jXngAWMuusj8cMwxZkToeZwR5cITeWh1hDPPPNNbCVrDQjWBNtaRPRpc4u8NosUKkXiLFy/2hkCrSVHDhtVkpRGhuntM5T4/BAhQXNrFUYvrKSC0ftallxozc6aWKAh93d8T7nCfNcuYyy7bt76W6id690dtxztxYnieyrnn5h12/N9jZ+h4OnR0iggLzVlQE5RmTmu3TjWLFJe/N4jmeCB7ESBAcQ0eHL5Aa9HFuXPt0rzmzTOmQoVwfT3OxY4dxrz3njGPPWZMjx7hJVbKlMkXFvkOrSzcuLFZeuWVZtbQoWbBa68lZeFQ0SQ6BUgm7g2C2BEgQHH88MO+i3cBM6/zUT3V1+P0+MLo7mXGDGOGDDHm4ouNOfbY/MEQ7VBIaUVWzVd58knty2xMCldF0MKg/h2OlihBdiJAgOLQhV0XbDUZxaN9+/Dj9Hjb5MnGdOgQtQkq6lGrljGdOxtz553hx2pTrBKmBRD9ANHkQmQnAgQoDg2X1EX8hRfsksJpvxE9TkFiU1OYHRI6DjzQmBNOMOaKK4wZOjTcHKZteNOQvyqsDi2OiOxEgADFoW//urjHu/zGmjX77h5sf/ubMZpJfNpp4SaoJ54wRjvMpbAJKhH81XSTuTcIShYBAhSHvzZWvPuEqL4el6KNf0qC1o1TgCRqbxCkHwIEKA4CpEBa0M9vxkrVHh1ILQIEKI6aNRPfhJUlnn766SBA1KmO7EOAAMXRtm04COLtRFd9PS5FaxaVBO3c6QeIhvUi+xAgQHFoiRAFgYbdxkPDfvW4aMN4s4RW39WWzgoQTSxE9iFAgOLQRD/1Y2iJEi1fEgtNDPT7P7J8X5ETTzzRCxBtCY3sQ4AAxaUNphQIlSoZM3++XZrXggXheqo/aJBdmnWuueYaL0C0uCI7eGYfAgQoLq2se/754VA44ABjLr/cmNmzw3cXWkxRy5XMmWPMlVeGy1VP9VO1Im8JGjFiRNAP8rp2c0RWIUCARNB2x7ffXvRy7lrQUPVyZHtkhYYfIAoTZBcCBEgkrUOlfUG0Qm6VKuHA0H+bNg3vA5IG61SlUuTeIGrOQnYhQAAklTrQFSDqUEd2IUAAJJW/N4iG9GpoL7IHAQIgqQYNGhT0g2hyIbIHAQIgqaZPnx4EiJY3QfYgQAAk1bp164IA0QKLyB4ECICk8/cG0RLvyB4ECICk06ZSChD2BskuBAiApNO2tn4zFnuDZA8CBEDSTZgwIQiQadOm2cXIUAQIgKRbvnx5ECADtfgksgIBAiDp9u7da0qXLu0FyAUXXGAXI0MRIABS4qSTTvICpF69enYRMhQBAiAlrr32Wi9A2BskexAgAFLi0UcfDfpBFi5caBcjAxEgAFJi0aJFQYAMHz7cLkYGIkAApMS2bduCvUG6detmFyMDESAAUubII4/0AqRJkyZ2ETIQAQIgZS688EIvQNgbJDsQIABSJnJvkGXLltnFyDAECICUidwbZPz48XYxMgwBAiBl1q9fHwRI79697WJkGAIEQEpVqVLFC5CzzjrLLkKGIUAApNQ555zjBchhhx1mFyHDECAAUuq2224LmrHWrl1rFyODECAAUuqZZ54JAoS9QTIbAQIgpVavXm0OPPBAL0BmzZplFyODECAAUu7tt982M2fOtP8aGYYAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAKffTTz9529p26tTJ1KlTx5QtW9aULl3a1K5d29szZNy4cWbXrl32w4IJiLGKtz7iwysLIKVGjBhhKlasGFzcCzoOP/xwM2nSpDyPjTcQ4q2P+PDKAkiZ7t27exf0Aw44wFx88cXm5Zdf9pZ4193Gli1bzOLFi02/fv1MtWrVol78o/1dYeKtj/jwygJIiUceecS7mGs599dff90uzkNhctVVV+W7+McbCPHWR3x4ZQEk3ebNm0358uW9O4+FCxfaxQXq27dvnj/HGwjx1kd8eGUBJN3DDz/sXcjVQV4c8QZCvPURH15ZAEnXvn1770KuPo/iiDcQ4q2P+PDKAki6WrVqeRfydevW2UVx8QMh3gPJwSsLIOkOOeQQ70K+c+dOuygudjDEeiA5eGUBJF2iAyRW8dZHfHhlASRdopuwYhVvfcSHVxZA0qVLJ/rHH3/sDQ1u2rSpOeyww0ypUqVM/fr1TY8ePczXX38d8UjEIvZ3AgAcpcswXv/P0Q4tr7JkyZKIR6Mosb8TAODIdSKhljWJZAdCUez6zZo1MyNHjjTLli0zO3bs8J7XnDlzTOPGjb16Z5xxRsSjUZTY3wkAKAb/LkRLmSxatMguzmPr1q3mz3/+c76wsAOhKLHWX7lypVdPnf2IXdGvLAAkyDXXXONdqHUn0rVrVzNlyhTzzTffeIspKjTUhNS/f39TvXr1qBf/aH9XmFjrq/9D9erWrWsXoRBFv7IAkEBaVLFChQrBxb2go0aNGvk63WMNBF9R9bUviRZ2POWUU7x6WmoesSv4lQWAJNFquwqSjh07miOOOMKUKVMm2FCqS5cuZvz48Wb37t32w4oMBFtB9e2watiwoRk7dqxdDUXI/8oCQJazA6RcuXKmV69eUUMLBSNAAOQsfxRWkyZNvCC55ZZb7CooBAECIOetWbPGCxB13iN2BAiAnPfFF194AVK2bFm7CIUgQADkjBYtWpgXX3zRrFq1yuvv2LRpk5k+fbpp1KiRFyDt2rWzH4JCECAAcobdeR55VK5c2axYscJ+CApBgADIGYsXLzbdu3c3Rx99tDdsWE1Wxx9/vLntttvMhg0b7OooAgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACf/D6tZA3RfqbRpAAAAAElFTkSuQmCC)
PN: 4H56-1-LU
CAS: 207405-68-3
Molecule Weight: 226.32
Formula: C12H22N2O2
![exo-3-Amino-8-Boc-8-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-PN
CAS: 744183-20-8
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 3-amino-8-azabicyclo[3.2.1]octane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-374
CAS: 174486-93-2
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-1-641
CAS: 1434073-24-1
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-643
CAS: 1434073-26-3
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-766
CAS: 952182-04-6
Molecule Weight: 214.309
Formula: C11H22N2O2
TSCA: Not listed on TSCA inventory