Když zbyde čas

Rozšířená realita (AR)
Pokud chcete, můžete tělesa stavět v AR.[br]Pro využití AR hledej aplet pod názvem "HM A 40.5"[br][br]Nevíte jak na to?[br]Návod najdete v úvodní kapitole této knihy.
Těleso se skládá ze 17 krychlí, postav jej.
Těleso se skládá z 12 krychlí, postav jej.
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P5qOiypLIAr0DJdS3gYfEiDvbaEbEGAcwAcPB2Q1ysv6qWup60hIiIjsFgsyJU7DzLlyIeZy/fhYbArgkPD4Omi/L4pQdPhG8C6Cymx8LgHvu8xHPVq14Crq52zybzjUqdOhaJF38O5gDDM2XQVTpZoRMUAGVMCZ+4C+68CQza5IG3RL9Gj7xAUKCgX9pORpU6dGsVLFMPD0KvYfXEpEO2AGETDA+nwFFfwEKdw2mUWytTNiR49eiB/Pnvuvfbuc3BwgF/efEid3gNr981FiOWJctZRcIa78v+hSvBwDtctW3HRsgpd+rdB8y9bIYWXOSY3zJQxM0oWL4mD5zfj7ONtcFTOOn6eH8M0pCkYivHjxqF0qcSHtBqBlO0+OXMhR57M2HR4McJdniEsPPRvef449QEEeG7Gr9O6oX79eqYp2/W81aGq4lHUIxQ5X+RfN8rf4bcD6Z2MPducvTrd7oQ9gXvgoPxXNVVVzPeZr60hIiIjCQ0Nxf59e7Bu2VzcOvknXgWFqukpvdyRs0gV1K73Bcp9VBbu7vr3AzOiGzduYu7CPxBwdhduXDkHDxcrQiKUgDp/MeQoWh2tW3+tBtdkHteu3cDcOXNwaJM/Lpy6AierG6IsYchfKA9KVvZDsy9aIpeP+UaPvXjxHLv37MbI4aPxNCAMDlZnNT3GEol0OdzQs3d3VKpYSQmw7ZgxymBOnjqB0eOH4eyBWwgPjoYLvBCBILh6OuK9j3Kie5c+KF6shLa1eYSGheLgwQNY/scaHN3uj+DQV2q6l3tKfPh5PnzZugEqVCynlO3uarrZMXB8ixg4EhGZh0we4u/vj2fbf8TV8wcB5efVt0BJpK04GH6+ueHo6KhtaT73HzzE/VuX8XRze5wMiELxnC5IV2cZMvsUQubMmbWtyEzu37+v/Du/g0mNT+BhxCVkcMqPtjOKIHe+bMiYMZO2lflERETg5OnjmPvNZdx6dFFN8/EugFa/5VOHp7q4uKhpZnT5ykVcPn4HS7tdxw3sRi5UQpMxuZGvZDbky2uO3uWESNl+7foVLBt4CeeOX4bFAhQrmx9fjSsEPz8/U5ft8TFwfIsYOBIRmdDulgi9vlkJHGPgnrMS8OFEbYXJhT0BNnyCZ8FWpPVSKlINzwBu3tpKMqPAR1EYUuQ8QqNfwtWSCl13+MErvZO21tyGl72EB7efqo8zZ0+HXgfzq4/N7pF/GMZU9kcg7iMFMqPbTj94+5lvJEVC/uh0Gxd2P4GDA1Ckmjdazzf/NY3xvdXJcYiIiMzI3cWiLslRWk9WLZIbN4fkObGfqxI6yZIcSdCYHDlZXNUluWLpTkRERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZGutxo4HjhwAHOnzUXgpEC8+vkVgicF448Zf+DoX0e1Lcxr9dLVuDTtEgJHKuc+8hXOTj2L33//XVtLRERERET07nhrgePEiRPRrUc3TF01FaG3QxEWHqb+nb9mPgb3HozZk2drW5pPl2+7YPzk8bh6+irCn4cj7HkYLp26hF8m/oJW7VppWxEREREREb0b3krgOHXqVIwZMwaHsxxGwJcBsLawAi2h/r3b9C5OZD2B6eOnY970edorzKPdF+2w+uhqXGl4BWHNwtRzliW0WSguNriI3w//jkaNGmlbExERERERvX1vPHDctWsXRo0ahYCWAcBXSkJJZcmvLLm0v/JcSb/b8i6mjZ2GA7sOKAnmMKDfAGy4vwGRnSKBCkpCYWXJqy3KY2sFKyI6RWDF3RXo0ruLkkhERERERPT2WawK7fEbUa5SORxIrQSDvZQnLrFpCYpQlhFAqWelsHbH2tg0A1u1ZBX6DOmDwIGBQCEt8XXOAymHpMS4vuPw9ddfa4lERMYgDYSXLl7AreuXcD3gIXLnyIicufMjf4GC+Pjjj7WtzOfmzZsYOnQoYu5sQ/irB4Dy8+qawhsOWSqib89O8MmRTdvSfOYs+AOnjh9CsP9aBIYBqdwt8CzcDPkKlcR3332nbUVmMm3aNJw5fhEHFt9BuDVIqdJ5oXT9LChUJD/atGyvbWU+l69cxNhJI3BhYwjCQ6WyCri5u6BADQ907dgL+fIWUNPMqNdPXXH35iNc3RWmVNNDlDz3gO/Hbsjq440Rv4zVtjKfx08fYdpvE3F03V08efASFguQIWsafNg4G7p06QJvb29tS/N744Gjs7szosZGAaW1BD1nAcdvHNF8a3M4+zhricb01w9/4eKTi7BOVj7uxPp5Y5SM6WlB+Zjy2LNnj5ZIRPTuGztmFNasXoUKWR/AKfIJLFFBsDp5Ico5PfbezYS69eqja7ce2tbmsWLFCsyd/RteXt+HYlnDkNo9Nv1FKHDqrhtS+ZRG61ZfoWGdmrErTGTkqLFY+PtKlM18H15OYUrQCIQo9emXkZ7YGeCNT6tUwZRpv2lbkxl8+8332L59O1I8KgZrsDuc4IYohAEeoXiV7iQqVfwE40ZO0rY2j/mLZ2Pl6hXwP/IQ6aIKKIFTSjU9Aq/w1Oki/EpnRIN6DdGyWRs13UzafNsS23ZsQqaQj+BuTavkubuS56EItTzDA48D+PST6pg9fb62tXkcPLwfEyaPw/UTz+D6MgecYjzU9CiHEESkCUDeMunRs3c3lC9fXk03uzcaOB47dgylSpcCNipPMsSm6VLKIFRXyqEWHnBs4xibZlAhX4QgunA00FdLSMxiINX8VHjx9IWWQET0bpvz22TMmTYKbYvdwQe5YuDhArg7A6GRsYHEoRsOmHUqG77+rge+/qaD9irjO3HiBFq0aIFSKc+jbTkgUyrld0sbUSPn/eAlMGs/cPRlPiyYORElir0Xu9IEvu/wI84f24H2pZ+gRA7ATclvT+XcbXn+13UlsNzmhvpftsXQ0eYLJJIj6VVbNGs5CoZ9hYwoogaNjnBFNMLV4PEhzuC820I0/rIBhv46VHuV8R04uA8duraD862CyI968EA69dyFnHcInuISViMy5wVMHjsTH5U1TyDx7XffYsO6zShhbfvaPD9hmYWatath+rTp2quM78at62j7/VcIOpkJ+VA3wTy/jDVIVfohlixZgjx58qjrzOyNBo4bN25EzZo1gd3KE6/YtEQpgaOlogWW3hYtwZhiGsYAHykPfox9nqhNgNNQJ0SGKL++RETvuL1796JXl3YYXPEqKvjGqAFEfGFKcbb3qgMG7vHFiPEzUaGCXOxtbMHBwWhSvwZyRe5Fh0pAvkzainguPwAmK799Nxw+wNI/FsHTI7bV2shGjp2CkSNH4o82kajoBzgn0L4reb7bH/humRf6DB6Db775RltDRvTbb7+hX7efUSqoF7KgpBI8/POao2hE4B6O44jHCPQf1BetmrfV1hhXYGAgGn3RAIEnvVEYTZAKObU1f/cSt3AOS5Gi+CMs/2MlUqRIoa0xrr4De2DerIWoaB2caJ7vsQxEq7ZfYejgUdoa4woPD0ebdq1xY7uDXXmet6YVf6xcCFdXV22NOb3RwPHBgwfInC0zsFJ5Ys+lHi+VpQaQ7pd0cPn0n/9QjeRZ22cIzxIODNASEjMbyLM9D676X9USiIjeXY0b1kXByPUYVDNaS3m9QRsccRrVsHrtei3FuPr374/ls37Fls5W5EyrJb7GrWdA9YkW1Gj0DUYPG6ilGpdfoVKon+8uhtfXEnQMWKf89F/Li/MXlSiSDKtAvsLw8C+L9/GtlvJ6xzAdgbn24+iBM1qKcXXv2wnL521CTUyGF5R6rI4g3MdGdMTnX3yMSWNnaKnGldMvM/IE1bM7z695rcIt/wdainHNWfAbhvYfh88ix9uV59ucu6LXsPbo1q2blmpOb/waR7eUbgjvqgRQn2sJejYDLkNdMOvcLDimMvZQ1d97/Y4N+zbAOlf5uBOLgSOUjPnWgmZFmmHhwoVaIhHRu0laZjN6Z8C2HwJRykdL1HHlEVByhCfO/N4ePt7GbhQs8MV85E1xH+t+0BIS0XIesPVqKtxf8qmWYkwyAU76equwv2cMSiXcEP83kucFB1mwZ+9+fPjhh1oqGcmrV6+QNk061I6ZgwwoqKW+3ivcxjJLQwyouxyZHItoqcbUe0tZpAzMj2oYp6Xo24WBuOe+B2NqntJSjCkYj9F9RTnUxVy783wpGqBz3bHI71RLSzWm6cfb4PlNK6pa7Zv0Z7dlENyL3MGpUye1FHN644Fj3fp1sfbsWmCK8iRdbFqCniqL8kNctVBVzF0+NzbNwC6du4RaNWohpE4I0E5LfJ2ZgNdaL+zbtA/FihXTEomI3k2XL19G/vz58UT5fU3nqSXqiIwG/Ppb8MuX3mj2obGHbGb57hYalYzBhCZaQiLkWscflijB9nRjT/i24yJQZWwknir16LR2ZKHkec4+FjRq2RETJkzQUslItm7diqpVq6IldsAVqbTU14tBFJagJnwdP8OHDsbuhZkb+Qnyojo+RHctRd8lrMF+DMM3zoe1FGM6jYU4GDkhSXm+WMnzlA6ZUc/R2Pdi/yOqEbJZyyQpz4+5j0dwSKCWYk5v/D6OgwYMQjEvJRj6WXlyPTbtHyRdWV/YszC6/WSOLt/8hfNj0pRJwArlyTpliVKT/07SZJ2yzYLpCxg0EpEhODjE/pTYeyW6XAsn05m7IFQp94INvTg6WOGQhEvw5dwd5eOyKpGUgRer/BV2Nj3LeUfHWBEVldCPHxmBRb60sY+0v/oc4KT8v/IPJMYxoX9Chloc4Kictf1VZjl3i/KahPZlpCUm2vYFT1qeS5dUQvsz0uJgdUhynltjkvBjYFBvvMdRyCQKM2fOxOKri4HiSgb5KIeQS1lxQzmgm8qHfhKon7s+mrVphg/KfxD7IpNYt3wdBv42EI8yPII1v3LeObQVAcq5X7Ig85PMGPvtWDRpYmfzNRHRWxYSEoJsWbyx78dgFNK/FER15zlQcLADTi9shVwZjT2RQOEWy1DM+ykW2XnL3Z6rgEVH3XBvnrF/254qcXPWFrtxvB/syvOAZ0De/sCmLTtQuXJlLZWM5OnTp8iYIQvqWxchDXJrqa8XjEf4A3XR8YP5yOZaQks1pp8PVUCG8BKorPZ6JO4wJuKS0yr8Wu64lmJMr3AXv+6uivpYnKQ8b1ryZxRNUVdLNaY559sh4rFnkvIcRc7g1GkOVf2fkKFNM2fPxOYjm3Hh+QVYXaywRFiQN01eVH6/Mpq1boY8fuac1nbn9p2YPWM2Dt05hNCYUDXN3cEdFbNXRKfvO6H6p9XVNCIio6hQ/iNUTfcX+tXQEnQM3wysvl0M+9dNh7PTGx/48l/VoE0/HDuwDdu6AH4ZtcTX8H8I1JysbFe0AjbMsffeTO+uDEWboEv5l3bl+bQ9QP/NaXErIACennaMZ6Z3Uro06ZHnRRMUR+ItJacwH/6pFmHXkktwdoy9hYFRtepVFZdO30RNTEWqf7X4J+wlArAJneBT2BtLRu/SUo2raPV0KGH9xu48P2aZgkNrb8LDJfGhre+ySYsGY/EiGWxtf5636lTf9EPx31rgKO7cuYNjl4+h1ZlWsEYoh+ECjCs4DsXyFUPmrHY0YRrY2RNn8fP5n3Hm2RlYlP9KpiuJkUVGomTJktoWRETGsW7dOnT/pj4Wfx2tO0HO0ZtAszkOGD15DmrX+ExLNa4jx0/hk+oNUaNACJYmcv16k5nAxose2L5hOcqUKq6lGtf4qbMweeQA/N4Wunl+9i7QdDbQedBMtG1r/FszJGfjx4/HwB/H4BP8igwopKX+02Ocxw70Q58hP+K7th21VOM6cGgf6jSuhhxRlVAFw7TUhG1HHwQ47caapZtQrqzxbznUu383LJm92u48b9qmHob/PEZLNa7LVy6h3hc14Ha/gF15HpHtIrZs2YKCBROfRMjIHAcptMdvXMqUKZE2R1rM9JoJJ18nOOZyRJ8SfZAxdSLNtiaQMXNG7Eu7D3ey3YFzHmeUyF8C3xf8XltLRGQsOXLkQHCUM6b+vhuZUgJ5EyjGN54F+q8D6rfqjq++bAhnJ7kextiyZsmE/H6+mL5wPW49tcLX+58TBMmMooP/BDZfcMDMGVPxaWXjVyZFvrx5cCXgGZZsPvfaPJfJgEZuAT6o3RFdunSBi4uxZ9FN7vLly4c7j69h18nVcEfaBHtiArBfvS1DjS8/Qqfvu8HNzdi9jSJHtpzw882HpRtmIwgPkBLZ4RZvshjpdTqB33DbcgAzpv2Gzz4xx+ixfH4FcfDkTpy7ty/RPPd9Pz1+GTgSqVIau7dRpE+XHn5582HFpnl4EXVHN8+feBzH3IUzk8WM0W+1x1E8inqEIueLyKW06n87/HYgvVN6ba25dbrdCXsC98BB+a9qqqqY7zNfW0NEZDyPHz/G6tWrcXTDZDi+8kfO1BHwy2iF/0MLbr1wRrRXHpSq2hr1aldHhvR602obz5q16zD415FIH3MdBTL/e9iqDE+9eB944pAbA/v1RN06tWNXmMTVazewdsMWbF4yBtlSBMNHydZCWZTzfqCsewycvOuK2i174euvv0bOnHbct4PeeVevXsXatWsxbdBKOAalRwpkUcKJ3HiG6wjEPUR5PkHrbnVQs2od5M5lrkuO1q5dgz4DesLyOCPSwEcJI2L/TctN4J/jJqwZHmLYkJGoU8fY1/fFd+TYIazftAbLpm9HSmvOf+T5K8stNP62CmpVr4vS75trbpING9fjt1nTcfXQSyXPc/0rcJag8TluIF+F1OjY+QfUrW/PfQaNj4HjW8TAkYjMJiwsDEePHMK+XZtwf/9EPHoZCe9UTshcpi3KV/gYpUqVhJursSfEeZ3tu/Zhw+bt2L9xHoJCItU0Lw9nlKvRCjWrVUGVj8uraWbz6lWgen/GNUql+trxjQiNiEH6FE7wKfMFqlSrjY/KVYC3t7e2NZmB3NNx547dWPHHauxZeRYRMeFwdnDFRzUKo07d2ihfriJSpkipbW0uW7ZvVIOo9ct2Ijo6Rk1zcHTA540rq4FT1Sp2XPRrQPcf3MPhw4cwbsIYXL90B87wRCSCkTt/NvzYuRvKlPkAmTNl0bY2l2MnjmDHrq34c+F+PH7ySJ1jNoNSpjX4tgKqVaumnHuZ2A2TAQaObxEDRyIyq0cBF/BocQU8ehUN75QWeNdfDe/sftpa87p95x78F9TEc6VyIdKk94Zfiw3Ins2cFaq4Lp87hrurv8LzYKVSldIBWZtuRp6CpbW1ZEYnDl7AiJoHEBrzCq5IiY4Ly6Do+wW0teZ1/cZVDK+3E88ev1Kfp8mQEn1WV0buXL7qczPbuGIn5nY+rd6zUW5B0XpCUdRoaP6Zkp8+fYKZnQ/h0vE76i2YCn2YAx3nfYgMGTJoWyQPxp7OjoiI3kne3ulROLsTKhd0QeFsTvDOkFZbY24SIH5SyA0NS1rURR4nh6BR5PP1UfO7QSlXVMjvgjy5dWbMIVPIm8cPOVxKw8+1ivo3j09ebY25SYCYx70C8lg+i12Ux8khaBTvF/kQuS2fwNdSVf0rz5ODdOnSwydtUeR2UfLatQJypS+a7IJGwcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl0MHImIiIiIiEgXA0ciIiIiIiLSxcCRiIiIiIiIdDFwJCIiIiIiIl3vROAY8zQGEYcj1L/JTeSJSHVJbh4+fIjt27erf5ObBw8eqAsRERERkVFYrArt8Rs3ePBgXHt4DcuuLkPMwxg4ZHTA57k/R86MOdHtp27aVuYze8psXLp0CX+9+gt3Lt1R03wK+KBSykooXKAwOnXqpKaZkeT53cd38eLRC9y+fRvZs2dHau/UyJohKwYOHKhtZT7Hjh3Dlu1bcOfOHTx5+ERNS58xPbJny47PqnyG999/X00jMo2wR8CKIoD6E6MsNXcAbulj15nd2rJA0O3Yx17ZgToHYx+bXZhStm34RHlgUf6nLA3PKHnuHbuOTCnwURSGFDmvfs1l6brDD17pnbS15jai7CU8ux2hPk6T3QW9D+ZXH5vdI/8wjKnsrz0Duu30g7efm/bM3P7odBv+ewLh4AAUrJoKref7aGuSj7fW49i+Q3tMWjkJiyIWITx/OCJrR6p/V0atxJxVc9Czc09tS3MZOWgkpo+djiXXluBGqhuI/CRSXa6kvIJZV2dhzJgx6N+/v7a1udjyfFbYLCzPtByHqhxS/8pzSZf1ZrR582b07t0bE05PwEzrTKzwWaEu8nj86fHqOtmGiIiIiOhd9VYCx++7fY+ZF2fiacunsDa2Ao2VxLrKovyV589bPcfiy4vRu2dvdXuzWLlECYqnzMHd2ndh/Vo77wbaIueupAV8HoBJk5SAetEieYlpJJbnki7rZTszuXjxotqTuiP/Djyu/RjRDaP/lefyWNJknWwj2xIRERERvYscBym0x2/EiBEjMGr9KMT8EAPI6DwPZXFWV8X+lefS85sdOPv7Wbi+cEXpj0rLWkPbt3Mfhg0chvuV7gNfKQmZlcVVWRy1RR6nUxY/IDw4HJdWXEL+fPmRO3duJdHYkpLnJ5ecVPO8XLlystbQ7t69ix69e2B7pu2J5vndgLu4v/0+yn1YDilTplQSyQyCgoIQEBCAc+fO4datW4iMjISLi4u6mN2+PTuwed0yrDwahmuPYhCasjhy+uTR1prXhYv+WLNiEVYeCcWOS8D1Z45wz1kFGTLIl93cTp86ib3bVmHT6Qg8CrQiKsun8M6cU1tLZnTq+BmsXbQb18L3ISTmGXwreCBLtozaWvO65H8RSxetxuXQrbiLIwh2vI/CVdIjfboM2hbmtWH9BmzasQ7XsB3PcAVp80WhUDHzD9N9/PgRtqw8iHO39+NR1CU4pw7He59lgJeXl7ZF8vDGr3HMnDMzHjR9ADTUEvSsArzneWP/9f1agnF1a9kNfx76E5ihPEnsMh+5BO574PP3Psfy1ctj0wzMx8cnSXmecX5G3Lp9S0swrnVr1uGbgd/gxagXduV52j5pMbHbRDRr1kxLJCNbvXq1uiAqGDGhT9U0B3cleHDyRL169dTFjI4cOYIF82bjwvkzCL59FNExMXB0cIBnlqIoWKggWjT7EqXfL65tbS4du/+Ea9du4u6lvYiKjFLTnJydkDV/BeTJ44NJo39R08zm/oOHmDBpKs6cPY/Qu0cAawycnRzgmr0C8voVwLc/dIKfn5+2NZmBv78/pkychksX/XFp7zNExUTCycEZvh+kRt68fmj39TfwzWPOPO/504+4cfMaTu29jqio2MkNnZycUaxCbuTyyYORv4xT08xm976dWLtuNY4fO47bl5/DovxnVf7Lni8NSr5fEnVq10Ol8pW1rc1l3ORRSvl2EhcPPkDQ83A1LUU6N7xXKTNKlCiBXr16qWnJwRsNHGUmySzZs8C6WHlLexqenylLTSXeWNAQltKW2DSD2l5lO57neg6M1BISMxRIuSclWp9srSUYU8yTGEwuPTnJef7dku/gUsbYvTKnxp7CoUuHEP5LbCGTGLcxbqjvWB+LFy7WUsioxo8ejrWrV6Cwy3F84OsID+fYYjYk0oJDV6NxLkL5ka3XEF26m2s4/qZNmzB69Gjg3i40LW2Fp/IV9nIFgpSvQHAEsOSIUo5n/BDdu3yH6p+Zq4LxY7eeWLB4KZqWjEQpH+W8tbkigsKAozeVcz/urATNTTBujL0/Asawe99BTP1tLrweb8NHucLhoeR5ijh5vvS4E1xzVVOv3S9d2vijhyi2cejnn3/G2c1P4BP1KZzgpiweiEKIsoThhtM2FPw4HXr+2A8liplr4rfuPX/EkqWLkCuyKjKgIJzVIVNApHLuj3EBN5y3oGmT5hg90lzB46q1yzB91mTcOR6NvKj2jzy/gk3IVtIJ37btgPp15Fok8+j7U2+s+XM10jwulWCev8x4FA0bN8C4iaPUdLN7o4HjypUr0bBhQ2Cv8iT2c09cHWUpDjgMMvYtJ2OqxgDVlQddYp8naouyDAC8jxt7Rrrw7eF42f1lkvPcraQbUg4x9pDNF11fICKLUnNKQp5nnpIZ9+7e0xLIiPbs2YM+HZvhh9L3Ud43BjnSais0Ac+AfVcdMOVIZgybtBgVK1bU1hibzBjcqGF9fOB1FPWVMrt8Xm1FHPuuKBWQk8ChV8WwfPFsZMsq47eNr8+AoVg6fzIGfw5U9EOCeb7HHxj4J9CkZQcMG9JXW2Nst+/cQ7Ovv0dhpyP4Tvln/F5WbUUctjw/b6mMJb8vRfr0yWRmXZN68uQJvmjyJR7t9EYufIxMUkGL5wFO4gZ2IV25h5g9YxHSpTHHMO3BQ/th1uTFeB/tkRkl4aWcfVxBypnfx3Ecwwy07dAMA/v+qq0xtms3r+Gr1o3geLlIonkene8MFs5djjwmuSxhgfI7NbDPMBSLaqOb56ecZ2Pk1P5o27attsa83mg0ljp16tgHsSN47BOuRLfpjN3bqJJr2pJym8pI5bwdY4cBGPk/Swot7/6DPI+7HyP+Z/FUzj2JeZ42XbwaJxnKhQsXMGTwQLQs9gDNSv8zaBSSJutkG9n2/Pnz2hpj69GjB9IGH0X3zxIOGoWky/q0oafQo+/PWqqxTZg6C9N+m6ue11cf/DNoFJIm62Qb2Xbc5N+0NcY28NdRiHlwBD2V80ooaBS2PHd+uBMDBgzQUsmoJA+v7AxFETRPMIAQki7rr+8Pw68j3+g0Gv8z0ts2a+4MFMVXyIua/wgghKTJOtlGtp362wRtjbH1H9ILQZdT2ZXnsp1sbwbbd27B+MljUSjqy0TzvFDklxgxfCQ2bNigrTGvN9rj+PLlS6TNmBYxc5XatD1D3+8qB9jYggE7lR8bg98qZU61Obid5jYwVktIzBAg46mM6HnE2LclsQZZ0bNQzyTn+fDdw+GUy9j3gjo04xA2/LUBIb+GaCn6UoxOgXZZ22HM6DFaChnNnDlzMG1IO+zoGoOUidzW6lUYUHOyAxq06o4ubetrqcblkaMc5raIQhM7RqatPgk0meWIGzuGI2t6e4civJsK1R0Bt7AA7OoOu/K8+kTgflRWXN9o/F7HNB90x/gGoWhZVkvQIXneYqEnbt66hXTpzD9RkFml9EqD0sE9kQefaSmvJz1Qf3kMxtJfTsDTVes4MKi2IyrgZYAVtfAbXOCppSYsAsHYhI5wyfoKC/oe0VKNq0qHrKhkHWx3nu+w9MIfw44gQ4ocWqoxjV/RDQd2HUlSnpdv6Ifly40/N4meNz45To7cOXC7jBJAKT+yiVKCrCz7s2C/v/EnxxnYaSAWrl4IyMiFErFpr3VCWZRY+YvqX2DkdONfD/NBvg9w74N7ScrzQ1cOaQnGtW/HPnzz/TcI7htsV56nHJkSS8YvQc2aNbVEMpqunX/A0yNTMd/OS5N/WguceZkL6wYW1VKM6cSNKJT5bj0uDgZ87Rhd/1T5SuTorZx/Ex/0qSXTCxuXd7urqF4wOkl5Pna7A0IWvqZb1iBuPAH8Ol7GpSFAHjsmkrTl+fRZC/DVVzLNNBnN1atXkS9vfjTCCqSSadATEYaXUH7RUD/3IOR3rqWlGtPoqxWQNbosPoZSyNnhKKbhnMNi9PE7pqUY0z0cx+xLX6NxEvP8oxxfoKKHPZW+d9e8283hGpw1SXn+KMs23Llr/Mkd9bzxwHHFihVo0rEJYnrFAOW1xITsUw5uhAUzxs9ArfrGLnDE+dPn0aZxGwSkDgBk9MLrGtmlc6qz8gP7IgdmL5uNQkULxaYb2PpV69G+S3tYeyn/1JJRnj97+gyDew3G8rPL7crzlkVbYvSo0bwGyMAa16mK7KFbMcaeGYQVS44Afdc64OZYY+f5pG2h6LQwEC+Vf+eJ9brZSBCRO70Fu3sY+1KEjN1i0PwDJCnPW88Hwqca+7r9P08DtafEJCnPs/e2oEqdlpg7d66WQkaydu1a1K1bF62wJ9EeGBsJIrJZPkBFS38txZgWxHwGX1RHWfyopei7gs3KpzQY7RwOainGdARTcTJmTpLyfLGS584WNzSxrNRSjGlpTAMlVC6XpDw/4PgLwqNCtRRzeuO/XDI5zvRfp8Ppdyf11gsyNPFv5LmSLutHDBlhigBCSAA4aOQg+LzyAUYoCceV5aW6KpY8ljRlnWwj25ohaBSSh5KXyS3P5XrFDt07oFGhRonmeYv3WqBXz14MGg3OO0t2hEVoT+zwIkQJnjK5Ay6pDL0U9IkdhiYzadojLBIIDAPey+6o/Ao5G3qJsSrnk8Q8VyWwLyMt2dMpfxX25nmI8hkFhlmRN6+xe1qTs5w5Y+/JGQX7KsZRCFeH8KV1yqX8k7EYerEiBtHK2dgrAq8gTWIJ7ctIi7dz7P0Zk5LnkUqep3fwTXB/RlpcLJ5JzvM0aZXfRJN74z2ONrMWzMLwWcNx3eU6rGmVQ5DhTY+UA3pmQc6InOjQugOaNm8au7GJbPlzCxbOXIhdT3bBml47byHn/sSCj9N/jK/afYWqn1fVVpjHkkVLMHnuZNxyuZWs8vza5WtYumApVl9Zjbthd2HJGtvDYr1rRQ63HGiavylatWqFfPnyqelkXNOnT8fmOb2wpu0rLUVfy0Up4Vfmc/Rr+7GWYkzBYTFI9357bOpkxcd2/DM+fB2oMAY48edoFNK+D0bl+/lo+Ljfx3b7GqXRYAbw1510uL/d2Nc4SvCf7sNeWP9DlF15LrckKT/aAecv+iNPHnPMuJjchIWFIXWKtPg0ahyyIPGLmR/hHDY4tMcfIw8hhcXYMyi3GV0WMfczoCamain6tqEngtOdx6K+p7UUY4pAEGp3K4AamGR3nq9DWywYtQXeDsbu/Bi7qiPO/RWAGtYpWoq+7ZZeyPuZEzZv3qylmNNbCxzFmjVrcPXBVfRf0x+RDyPhlNEJPT/viVyZcqFa7WraVuZz8uhJnDtzDj/v+BnBZ4LVNM8inuj/SX8ULlIYxUslPGuVGWxetxnn7p3DuPXjYH1ohSWjBT/W+hGFsxQ2dZ4/efQEh/86jAmHJ+DqvavqjXPzZ82PfmX7oXy58vD2NvZtVyjWxYsX0bJRVXT78Haik8QsPab8MP2VFTPnLkCRQgW0VOPK6VccxdI/xNrvtQQddZS618nHGRFw5aSWYlzTZi3ALwN7Y2wj2JXn3VYAvX76BR2//VpLNa7SH32KzNbzduV5o9+ApykqYOeuPVoKGVHJ4qXw9JQnqiLxSdy2oBtSFXqFvdsOaynGNXfBb+jXezDKoivy4FMtNWHXlLDxEMZh4C998c3Xdnw53nE5/DIiTdB7Sp4nPrvjFuXzee51BgH+j7QU49q1ZztaNP8apaM725XnxxwnYvHamaafp8JxkEJ7/Mblz58fvsV8MdNjJpx8neBS0QWjmoxCkQJFtC3MKXPWzChaoigWpFqAoJxBsLxvQfrP0mNyw8nqOjPzzeeL9IXTY4HXAijfRFgqWDC00VCUKVRG28KcPDw94JffDwezHcS9rPfgUtgFZSqXQf+K/eHpad91A/TuS5MmDUIjrZgwfxvK+QIZX3Mr0jN3gC5LgRbf/Iia1T+Dg4Oxr3cTWbJkwZQFGyGDut7PCTjJLYjikV6qMduAxUccMHH8aBQuaPxe9vx58+Dg8fNYt++GXXle8P3K+Ll/L7i6umhrjCt79uxKnm9CdFTUa/NcZpIdsVmphN3KgNETpv9ruCMZU06fHFi0egaiIqOQHgXggH/Ofi7DFc9gEe6678LYUROQO5fyxTC4vHn8cPL8ERy/sRWZUQzuSHhm4Ge4gr8wGh9ULoqfeg2Ci4uxJ/8SmTJlwvItc5RHSl01kTy/atmIMaPG471Cxp7wTWTJkhWPX9zHjlPL7Mrzr76vi2+/aw8nJ2PfESAxbzVwFMExwZgRPQOOPo5wSOeAlulawsPB2NOz22tuxFy8yv5KvdWIVDjbpjf/jUPF06inmG+dD0tOC5AWap6nc0oe07NvCd2CAI8AOKZ2hF8KP9RLXU9bQ2YgAWC+/AUQihTYsOsEAiOdERYWAXclRghVgqazd5UK9HVPLDnhjor1u6Bd66/g6eGuvdrYJAjMlNEbc9cdx7nboXBVgojoGCCdF+D/EDgRAIzfCWy9lhYDBg5C8y8baa80NgkA8+TOjWv3ArH90GX12s0o5bzj5vmmc8DM/UDmIrXRq1snpSJt7GnqbXzz5EJmpVK5as9VHPN/Dpc4eX79SWyej94K/HkxFYaNnoxqNcxx/Xpy5uvri8xZMuPgpU24+fQsHOGsXv/nhlR4iQA8xSWcw+9Anmvo3acX6tQyx2+cBIB5cufBo8BbOHF5r3odn1z16AhXNWh6hqu4jQO4iNUoW9sX3Tr1QM4cubRXG5sEgd7eGfHngfl4FnXztXl+z30ffv5liFK2t9ReaWxOjk7Ily8/Ih1eYu+JTYiwSJ5H/T3PLX/hssNaNO36MTp36Zws5ql4q0NVxaOoRyhyvojyjzD2vx1+O5DeKXlMEFL2UlncjritPs7ukh0H8xt79i17+Yf5o7J/Ze0ZsNNvJ/zc7LnJo/F1ut0JewL3wEH5r2qqqpjvM19bQ2YSGBiI1SuX4fCu1Xh1dQesUUo0obA4uSJlrnIoU7466tWtjRQplBq2yaxYuRo/j5iA1JHXkNYjGplSAg9eAc9CHPHCOQ/69+qMhg3M12By7vwlrP1zPRbNngSfNJFIpw0kkNtQ3HzujOZtOqLO57VQuFDsZBNmsnnLNoydNAOOz07DTalcSZ4/DgLCLCnxyr0w2rf/Fs2a8xYcZrLhz00YO3YsAo6FIirIWe2NCVVCCEfPSGQr6obv23dG1U/Nd/nJhUvnsX79OsyYNA8ekZmVECJ2MpRwJYQKcb6P9h1boVat2iiY3xyTG8b1+9Il+HXkAEQ/SAsXa2p4KHkeouR5hOUFHDM9Q7+eQ/BlE/PNU/Hg4X2sWrUSC2cvQ8h9JzhbU6jpkZZAeGWLRpvOTfBF08bInNncIwZtGDi+RQwcYzFwJDOKjIzEkSNHcGdrH1y9INfyWeGbrxCyfdwPpd8vDmdn8w5nWb9pOx7cOI3o02Px+xHgy9KAY9GuyJSrKGpVr6JtZT7PX7zAitUbYDk1DDtOP1fTPimaBtZifdCwXk2kSW3sm6Dr2f/XEVz3P4vQoyOw/UIkqhRyhWe5X5Etd2FUqlRJ24rMZP/+/Th/8gpW/nQdt8IPI4dzGdTslRP53/NF2dIfaVuZz4sXz7F2wypsGvYAV57H3nPaL80HqNYnE+rUrI/UqdOoaWa05s8VCLj8GNvGPcQFrEBBNMSnP2ZEjnwZUPdzO+9JZEBhYaHYvG0jdsy4qc5loFThUPi9gqjRNTdq1aoFd3dzjByyBwPHt4iBYywGjmRqu1si8OpmJW6MQYpcSgX6w4naCpN76a9EkJWx7wpQXu7AUGsnkCp5fM+xtizO+8eW7YX8sgN1kkfZjrAnwIZPcOZ2NIrkcAYangHcOPGXmQU+isKQIufxKPIK0jvmRdcdfvBKb+5rvGyGl72Ea7cvqY99s+dHr4PmG02QkEf+YRhT2R+3cRDZURbddvrB28/Om7ka3B+dbuPkrhuQaQlKVc+D1vN9tDXJh/FnZCAieselcLOoS3KkBo3JUKEssUtyVCR78ggc6N8yOCXPL3pa5FaX5EiCxuTI0yG9uiRXDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0sXAkYiIiIiIiHQxcCQiIiIiIiJdDByJiIiIiIhIFwNHIiIiIiIi0vVWA8e7d+/i5NGTCNsbhpDlIQjfG45zx87hwb0H2hbmtXPLTgStDoJ1gVVd5LGkmd350+exa9UuWJcq5z1LWZS/8lzSze7yhct4fOgxwjaGIXRjKB4ceoDz581/3kRERERkfG8tcDx8+DAGDBqASQsnIfhAMELOhSDkQAjmLJ6DUUNG4cSRE9qW5jPq11EYN34cXu55CetZJXhSFnksabLOrNYsXYORQ0Zi4eKFsB5Tzvuysih/5bmky3qzWjhnISZNnoQLmy8g5HgIgo8H4/TG0xg+aThmzJqhbUVERERE9G56K4Hj0aNHMWDAACy4vQA78uxAVPkoxNSOUf/uy7sPy+4uw6jBo3Dq2CntFebxc++fMXXZVBwvfhxRn0cBXyiJyiKPJU3WyTZms27FOowfOh7bQrfheqXrQAMlsbmyKH/luaTLetnObCQ/Jy6ZiI2ZNuJxiceI/ixaXR6WeIiVGVZi6KKh6Nmzp7Y1EREREdG7540HjgEBAWrQuNVnK6JaRiGsUhjwgbKiqLIof8MrhSO6ZTT25NqDUYNG4e7tu+rrzGDq5KmYtmMawluGAw2VhPLKUlJb5LGSJutkG9nWLE4dPYXxv46Hf3l/4GsloaqyxMlz9bmSLutlO9neLNavW6/m590adxFWS/m3Hi/PQ2uFIqB6AEZtHYXla5fLS4iIiIiI3jmOgxTa4zdi+MjhmHdzHvCj8iRjbNo/pFOWQsDN7Tfhct8FFSpXiE03sB2bdmDI0CEI+04JHioqCQmF7JKWW1m8gbNTziJP9jzwzeerrjKy3l1647DTYbvy/MmRJ3h09BHqNa4Xm25gl85fwvDRw3GvyT278vzO0jsoWagkMmXKpK4iYwsNDcW2bduwf9sqbDh4B3svR+DaEwfcD8+EbFmzwNnZSdvSfJav+hMbN2/Fjn3HseEMcPA6cCTABfceB6JQgXzaVubz7PkLzJq3BDt37sSWM+HYeQk4fMOKU/c8kNc3F9zd3bQtzefUmfPYvXsvtm3fgdXHInDhXhRuR/ogJDwGWbNm1bYiM5HRY3v3HMCm9VtxJXwHnkZdh3O2Z4iKCUPmTFm0rczn+YtnWLBkjvI934Wb4X/hHo7hkfU8XnlcQZ5cvnB3c9e2NJ81f67A5q2b8Nfx3QjAfjzEWTxzuYhngQ+QP19BbSvzCQ0Lxa4927F94x6cvb8TdyKPI8jxHlyyvES2bNmU33NnbUvzs1gV2uM3Inuu7LjT5Q5QTkvQcxTIMDgDBu0fBJdULlqiMS34dgH2X98P63Tl43bUEl8nWsmYLha87/E+vvnjGy3RuL7P+T0ih0banedOXZww6tAoeGXz0hKN6a+5f+GP1X8gdHyoXXnu0dsDvT/ujf79+2uJZFQy8de0KRPx+PpRpAw8grDQYDXdTalQvPIqgQw5i+G79l8ja5bMarqZDB81HsuUwLFgittwtwTB0UH55x2j/PBavXAhMDsa1/8cvXt00bY2jxOnz2LOvEW4eHQrcrg/gotj7E9rRLQFAaHeKFDqM3zdqjlKFH1PTTeT3Xv2YfqseciGywh7fgNR0Va4u1jgki4f/EN90aBhIzT/qoW2NZnBwgWLsHz5CkRczYj7l4MQaQ2Ds8UNGfN4wcnnPup8Xh9fNGqmbW0eZ86exLxFc/HX1jOwPkoHB2tswBBjiYTF+yk+/KwIWjVvjSLvFVfTzWTM+BFYrQSOuJ0NUUFOsCgVG6tSeXHyilIq93dQ7/OG6Nall7a1edy7fxcz50zHlZP38OCkA0JDw9R0D083ZC0N5C+VFR06fZ9sGsjeaOD48OFDZM2eFdGrlFqyPfWlIOUA61hQcHxBeJTx0BKN6ULDCwjOq1Qe7Y0J5gIuS11QdK+M5zSuqOtROFn7JLBWeWJnnqMm4NvZF2map4lNM6jbQ27jQeiDJOV5+XPlsXf3Xi2BjOjly5fo1KkTwi4tRfOyDsieIhQptI6mQOX35nagGxYdtMLNtzYmjv4FqVKliF1pApMnT8HECePRrGQwqhUCUirn7ekKBIcDr5Rz33weWHzcE506d0GHDj9orzK+23fv47tOveD0YDtafADkTo+/5fn1J8CCQ0p5mKkKpk0cgexZzdNgME8JIHZvWY3CzkdRLncUvJTzlny35fm2S47YcS8vuvQahDr1m2ivIiNbsXQ1hg0aA6crRZAlugyc4aks7ohEqLIE457DYYTnPo2u3X9Endp1tFcZnwQQP/b6AZe3hyCvUlFJiSzquQs571e4hyvYgHxVPDBuxBRkyWyeQGLylMmYMH4icgZ/hmz48B95fgd/4ZbnVnTu0gkdfuigvcr4XgW+RM+ffsTJdY+Q11ITrmHp/5bnEe5P4B+zAWWaZMLEiROV3/NU6joze6OB48WLF1GwYEFgt/LEzs4kS30LUrRPAbea2q+wQT2p+wQxH8XEDte0xyZlGQp4H/SOfW5Q4fvC8bLjyyTlOaoD7pXckaKfsSvUL3u9RHh6pfaUhDzPMS8Hbl29pSWQ0URHR2Pi2BE4srwfulYBSvloK+I5ehMYux0oXbc3OnX8AY6OiXVJv/tWrdmAXr26oU/lV2hSSgkYExgkEhwBLD0KDNuZEiNGjEH9ujW1NcYVERmJ7j364PGpJXbleYZiTTF61DC4mGBo0979h9Cx84/oVe4OGhaPhksCo68lz5cfd8CCK0UxasJMlCwpF3iTUR0/fhw/tOsKj9MfI1dMFTgpwUN8UUowccNhOwIL7sTo0aNQrEgJbY1xRSrf8159emDPkqsogmbIINfWJOAxzuMMFqNiU1+MGDbKFEMY121YjR7deiH/qxbIg09fm+fXsA2XUi7AqDEjULum8S83kt/zyVMmYcHw7XblebtfP0P3Xl1M8Xuu540Gjs+ePUPGzBkRtTLK/t6n2kCZmWXgUczYPY6nvjyF5zmfA/20hMQsUCpeqzxRekdpLcGYou9EY+9newG504a9eV4DKDagGNLUM3aP440RN3DzuVJbTEKe17pZC3+u/VNLIKORa376dmqGCdWuoGAi/94v3Ad+3JQbA34di4/KGvt7Lj6oUBUlvM5ialMtQcf3S4BjgYVxZN9WLcW4lq5ch8G9O2HFNxF25XmjmS7oOXAkWjZrrKUaV/NW7eHxcCN+axatpbxep2XOeJW1MebNX6SlkBG1btUGJ5eEokxkNy3l9Q45jUaB2s6YMXm2lmJcq9YtR89O/fFxxHCkUScmeL3nuI5dLn3w88i++LLxV1qqcX1c9SOEn82JcuitpbzefgyHS+Eb2L31oJZiXCdPHUeXH3rC70ZHu/L8Wt4pmDj3V3z00Udaqjm98Wscc/nlws2vlcr0p1qCnj1AtgnZMPXgVDh7GbvVZnrn6Vh3fB2svykfd2KnEqlkTBcLPs3yKX6cZ2931burTpY6iPgpwu48d/7JGUvPLIW7t7EvMN+zZA8mzZ2E4AnBduW5Zx9P/FLnF3TpYr7rv5KLUSNH4q8VQ7C6bew1jYlptcgD6XzLY0xHmW7XuILDYpCu4iDs/DEGH+bREnWcvQu8P9Si9swWzWns0SS1u69E5MNT2NTJvp/SJjMtCIjxw8FZxq5QRkZZkb3GWKz8+jk+sjPPK01KhbPnLiBLFvNOnGJmERERyJI5G8o9G4GMKKKlvt4zXMW2FN9hRtfdSOGcQUs1pmErW+PWqUBUt07UUvTtsPSBp99zDPvK2LcYi4wJRcNBBVAzZrrdeb7a8hVm9tuGjG5+WqoxrTs6HTu37cfHISO1FH0HPYfg0/a+GDNmjJZiTm88cOzRqwdGbx+t1LCUJ3pDgV8qSw+g2yfdMHqksr3B7du3D9UaV0NI65DYexjqWQl4zPXAn4v/ROXKlbVE4/rk00+w89lOu/P847QfK19WZXuDu3r1Kuq1qIdzlc7ZleeFdxfG8jnLkT9/fi2RjEZ6kVLcW47JX2oJiZiyG5j1lxtODjf2NW/7LkWgwuC7eKB8xzOm1BJ1hEcC2XoD7aqkxdAmxr4mpHCPO6jkG5mkPO+31gEvZufUUozp5uNo5OoUgIdKHcnbjssQJM9zD3DFpJlLUL9+fS2VjOTGjRvInTs3vsJWuCOtlvp60YjAH5baqJ6xH/zcP9FSjWnmnXrIEFkC5WDf5C/nsQzHHaaha84DWoox3Yk4iQV3WyYpzxejBt5P2wgVUnXUUo1p/eOfEBXkmqQ8D3xvC06fMd896ONK6AYB/1NtWrdRCpHqyq+n8uR1t2iUdGW9bNf267axaQZXvnx5DP1pKDBfebJHWRIa2SNpsk7ZRrY1Q9Ao+vXph3zB+ezKc9nupz4/xaYZnK+vL/p16Wd3nsu2DBqNLTIiBK5JuMtGKncgRGrUUcGGXgKDlL8Ke8/d1Rnq9XCBwWEJ7s9IS0x0dJLzXGYdTWhfRlrCtZmCXey8nEfy3F35oAIDA7UUMprw8HD1ryPsm+VetpPr4WQWyojgGEMv0dExdp+3cIEXoq1KGJXAvoy0BAXHfl+TkueOSq6HhAUmuD9DLZERSc7z4KAQ7Zl5vfEeR3H48GHMnj0bC54sgFNJJwSnUX6Asikr7gCezz0RdTwKLdK3QJs2bVCmTJnYF5nEiBEjMGb7GDzxewJrLuWjt92y74GSGTcsSO+fHt2qdEOvXuaa0nj58uWYN28eNskMMCUAa2bl3LU8t9y3ACdkTpzqaNWqFRo1ahT7IpOQPF/pvxIX015EUMagv+W510MvFHhWAA38Gpguz5Ojgf374NaO4ZjXSktIRP91wG1LEczr8b6WYkz3nscgV8P5ODPAinyvu1drHA+VukiuPsDqUQ1RtbgdXZTvsE+770BWp1tJyvPVl7xxbk4tLcWYAkOtyNZgMY70irArz++/BPIPdsG+v46iSJHEh7zRu0eC/swZs6JW6DykQuI95qF4hmUODfDrl2uRwVX/GrF33egdzRF+KzUqwb5bnx/DNDzx3o+fa23RUowpKOYxOs3/EA2tf9id57/jc/RuOBt5U9pzD7Z317rz43H28NUk5Xmh5lFYsHCelmJObyVwFLdu3cLUGVPh/8wfpx+fxo2QG8jlkQtFMxSFX1o/fN/+e+TMaeyhPK8zc/5MzFsyD1dCruCp01M1LV1UOuT1yItWTVuhXct2aprZHDlyBJOnTsbhG4cREBWAsJRhcHvlhhxOOVAmVxl0+L4DSpc2/iQhCdm0fRNWrFuBs8/Pwv+lv5rml8oP76V5Dw1rN0T1KtXVNDK2pUuXYkjXptjYIQY502mJr3FL+erXn+GADj2HovWXxg4iRLrcZTGoaiA62jFQYtoeoPefKXDnwi6k8DT2NY4//jQWm1fNweZOsCvP604DSn3SFL+N7aulGleZT5uhue9pu/J84SFgzPEiOHT4MNzcjJ3nydn7JUvD9UQlFEbit1a5gJV4UWg91i/eB2cn19hEgxoytieWzvkTNTAZXv9q/U1YEB5gC7qiZtNyGNZXhloZW8GyWVAosK3deX46xRSc2HUNHm7Gvhf3+m0r0KfbQFSLmWhXnm9z6I4Rs3qidevWWqo5vbXAUTx+/Fi9DuzGzRsIuBWAHDlzIJdPLnWIX4YMxr6QOjHbtm3DzZs38fzlc/V5mlRp4OPjg08/tWcGGePy9/fHyZMnce/hPYSHhMPVwxVZMmZB8eLF4edn7AupE3PhwgW1wUT+vQv5ty6NI+otasgU5DvdrGlTlHQ/golN9Gea7LTUEcdDS2PR4sXIlSuXlmpcffv2xcaFw7C4DVBIZ+6T8/eAZrOBGl/1wdChQ7VU4zp06BDq1a2DBgUeJXqdY4ffgZUXvbFq9RqULVtWSzUuGUUyYUAbLPo6RjfPrzwC2i50RPuBC9BU+X6QcUme92gzHB/HDEEavH5WpOe4hl0OAzBqdm91JJHRyfe8bp26SP+oIj5CTy01YQcwEk+892D1mtWm+J5L2T5j2Ap8gl8SzfMd+Ant+zQ0Rdkuv+dNmzZD8JEc+CC6u5aasEOOo+FZOgCLFy8yxe+5nrcaOBIRmc2WLVswqE8HNMx7E42KRyFHvPkEAp4By086YcUVHwwaNhlVq1bV1hjbw4cP8d237WG5tRY/VgHK+Wor4th/FRi3HbDmrINp02cgY0Y7xjgawKxZs/BLv474vlwYviiFBPP8j6PA1P1u+OnXSWjb1hzX7gcFBaFXr554cHDaa/N89Ulg6TEga/ku+HXoMPY2Gpya5z17YdO0i3gPzZAJxbQ1//YAp3AWi1H9uwIYMXIEvLyM3fNkI9/znh0Hwi+sgRI+Vf1HL5T0Ol3DFvi7rcTISYNN8z2Xsv3b9t/i9NqXieZ50TqpMH3GdNOU7fJ73qPDT0hxszx8oj5JMM9vOu1AoM8+jJr8i2l+z/UwcCQi+i9buXwJtmxYi7DLy1AytxuypoxS0+++csLx62Fwy9cYVWvWQYNG5up9OXHiBBYtWoRb+2egcMYQZEkN5MkAXHsM3HsBnHvogZzl2qN58+YoUcL4NwWPa/qU8Vj2+0Jkiz6B97JalOAx9qc14JkFZ+9accexBBp/+RW+/cFct9u5c+cOZsyYgRdnlyKTwy1kTmVFzjSRuPPSBXdfWHD0oTfyfvgFunXrZprKZHJny/MDS28h9FZKeFjTwT0yE0KdHyDE8hTuOV7hoy9yon379siWTSYzMI9J46dhycI/8PRECqS15IGXNTaQCLI8wDPrNaQrEYimX32Bjl2+U9PNwla2b5xxFp4hueCJDEiJbHiFOwjGYwR73ECN9u+ZsmxfumQF1q/dhMPLHiKLW0G4RqVX08OdnuBe2AWUaZwRtepUR5OmDdV0s2PgSET0P3D69GksWbIEQc/uIuTxFTXNI0NeeKXNqg7XK1q0qJpmNk+ePFECqEXYsWM7nt69COfwe4h0zYJ0WQvgk0+qKMFTc6RPH/vDazbr169Xl2sXTyDi+XU1zSVNbuQpUAK1atVSFzMKCQnBxvXrcGD/PgQ/uY7wp/5InfU9uKbxQZFixVHr8zpInTq1tjWZgeT5+nUbsG/fATy4/gL3/AORxS8FMuVOjfLlP0Kt2jXh4eGhbW0utu/5uRP+eHg9SE3LmNsLhUv4mfp7LmX7kkVLsWP7dty8+BCB94AUWQCfAhnxSZUqaNq8iWnLdtvv+eO7L3H3ygs1LWve1MiQNZWpf88TwsCRiOh/5OXLlwgICFAXkSNHDnVJlcrY9y60x9GjR3HlyhV1mJP0NOXNmxelSpXS1pqX9MacOXPmb3kus4iareclIbZ/67LIXAVZs2ZVFzKvuHluK99kMbvk/D1PrmV7cv49j4uBIxEREREREely0P4SERERERERJYiBIxEREREREeli4EhERERERES6GDgSERERERGRLgaOREREREREpIuBIxEREREREeli4EhERERERES6GDgSERERERGRLgaOREREREREpIuBIxEREREREeli4EhERERERES6GDgSERERERGRLgaOREREREREpIuBIxEREREREeli4EhERERERES6GDgSERERERGRLgaOREREREREpIuBIxEREREREeli4EhERERERES6GDgSERERERGRLgaOREREREREpIuBIxEREREREeli4EhERERERES6GDgSERERERGRLgaOREREREREpIuBIxEREREREeli4EhERERERES6LFaF9vidtnfvXuzatUt79nfp06dHjhw5ULp0aWTMmFFLTZrbt29jzpw5+Prrr5E9e3YtNWFJ2TYpQkNDsWrVKnWfFSpU0FLfPWFhYVi/fj1CQkJQr149PHr0CMuXL0eNGjVQpEgRbav/n7Nnz+Kvv/5Cw4YNkS5dOi2ViIiIiIjeBsP0OO7ZsweDBg3Cxo0bsW/fvr8tEsSMHz8eI0eOxPnz57VXJE1AQIC6f/mbmKRsmxQSiC1cuFA913eZtDVIsDht2jRs2rQJS5YsUfMgIiJCXfffcObMGXX/T5480VKIiIiIiOhtMdxQVenlk6At7vLDDz/ggw8+UHvrli1bpvaI0f+Ou7s7GjVqhBIlSmDy5MnYv38/OnTooPY2WiwWbSsiIiIiIjILwwWOhQsXRrly5f621KpVC507d8b777+v9oDdu3dP25r+V2R48Lfffotq1arhyy+/VIepuri4aGuJiIiIiMhMDHON488//4wBAwaovVsfffSRlvpvMTExau+jDFndtm0bypQpo6aHh4fj5MmT6jVz9+/fVwOeokWLonjx4vDw8FC3EQcOHFCDUBkmmjZtWhw5cgR37txBtmzZ1GsnCxQoAEdHx79tG/9YZKipvNfp06fVIZbyWnkvWZycnLStYr169QqHDh3CpUuX1OdyvD4+PmjZsqW6z/79+6vpCZHrPXfv3q09+6eSJUuiatWq/3rPhw8f4vDhw7h8+bL6OeXKlUt9v5w5c6rrRVRUFLZs2aI+lp5D2f7atWtIkSKFevzSuyg9jcK2rayTa0rlWORzrlix4r96He15TyHr/P39cfToUdy4cQP58+dXr+/csWMHRo0ahaVLlyJfvnx/O7645yaePn2KlStXomzZsnjvvfe0VCIiIiIi+m9xVIKtQdrjd5ptchwZqioT4cQn19fJ9Y8SfLRq1UoNaIKDg9VJW37//Xf1esTnz5/j1q1bakATGBioBjO2YMg24Y1MTCOTskivpaQdP34cBw8eVNNtE+HEnRzHdiwSvCxatAgrVqxQA84XL17g+vXr6jWY8h65c+f+V+D57NkzzJ07Vx1aK68LCgpSt5VjOnHihBpAShD2OhJkSdAp52NbZD/bt2/H2rVr1SD3ww8/VN/v3LlzmDJlinoc8r6y3alTp9T3kSDONpmQBH4TJ05U9yGflQTAsv2VK1fUwFDaF/z8/ODs7PyvbSWAvnnzprq9LHKOssh1pva8p+xTPmsJECXAfPnypRpQy2P5K8cuQ2Il2Le9pwSZn376qXocNpIfvXr1gq+v739tch4iIiIiIvo3U9yOQwIvCW4kCJGewKxZs6pBiQSaU6dOVQOV9u3bqz2Sci2eBIwSuG3duhXR0dHaXmJJkCjBTdu2bdXtmzZtqgYw0qP1umsnZR+yr/nz5yNv3rzqe8hrZR+pU6fGhAkT1EBM2I5r8eLFKFasGLp06YIff/xRHWYr20gvX2IkqJT9x10kWE6ZMiWqVKmC6tWrqz1yErzKeUqgLENKJbjq27evGoxJgC2fjUxyE5cEyhIM1q9fX91WzkU+P+nJtZ2DjQSwnp6e+O6779RzkJ5JCfjsfU/bBDsPHjxAs2bN1PNo0qSJ2mMpeUlERETJjzQ4//bbbxgyZMg/lhEjRqgTCR47dgyRkZHaK5JGRjFt2LBBXeSxnqRsm1QyGk7OU873v0E6WaR+KbP0E/0vGC5wnDdvXoIFyfDhw9WA44svvlCDNQmaZJij9FZJ8CMBpfSGyXBGmUwnU6ZMau+g9IjFJcHPN998owZ10sMmt4P4+OOP1SGlEqAmRIalyr7y5MmDjh07qu8h71WpUiU1oLLdvkJ6RaVX8c8//1R7FeUaQRkyK6+TQE0m+JH1icmQIYMa/NoWGTIqwagUaPL+tuGiUiCtW7dOvQbxq6++QqFChf51TtJbKq+RQDEu6R2V4bI1a9ZUj6t8+fLqOUggKoWm9PzZyFDfxo0bq9edyucmAWZS3lN6IOWxBJ5ynaq8nwTQsh2vlyQiIkqepF4lDc2zZs1S6w0SENkWeS4N9YMHD1Yb9eUyoaSSgFPqYrIkFnwmZdukkhnk5Tz/WzPIy+VWElT/J58JkT0MFzjK9YPyxYi7XL16VR2eKb1bn3zyCRwcHNShpjKcs3Llyv+4ri5z5szqdXTSuxh/Ih0J5Ly8vLRnsYGUbC8B5usCR9mH9JDJMcjwWBkOa1skgJPgTgoHCQqld00CJhlKKkGtjRxzqVKl1OGWSSHvJwGyDDGVQE0CZNmXkM9K1kuQKtd32o5JhnZK8CnbSaAX9zJXCdzkWkTbPoQEdHLdpfQwxg20JTiW/cRl73tKkCs9mBL0ynvGfT/5XBK6jpWI/snWMi/Xgcdf5BZFMoReGmj+Py3zchmALIm1tidl26SSkR//zZZ5Inr3yZwN/fr1w8CBA/+19O7dWx0NJnWyoUOH4uLFi9rWRPS/ZrjAUXqj4g/TlEV6HevWrasOnRQyZDJusBKXPPf29lYDvvjBoKQnRLr94/a2xSX7kYBQhstKZS1+T6gESjJZjASOcj2iDAVN6LhkqGmaNGm0Z4mTiqBU0KRiKAGz9PLZgl6ptMl1h9LLmVAv7YwZM9QgUIK7uBVKCfgkmIvL1dVVvQm/VNjifl4yiVDcnsGkvKd8nvJXzlfOOy5b/hBR4mwt8zNnzsTOnTvVcsi2yCRT8l38/7bMyygCWRILPpOybVJJo9R/s2WeiN59MpJJGpJl9JNtkdFccnmOjFa6e/euOlFh/MuOiOh/w3CBo8yaGbcAkUWGZkovlfTu2Ugvmixx0+wRd6ZVe8nMoEKCQbm+Mu4iE+rUqVNH7Q20BXX/yXElRHouR48ejSxZsqBNmzZ/6/2T95DjsvWYxj8uGT4qQ3JlGK49xyL7k8l24ga7MkFN3Of/yXv+Nz4H+cH4b1dSiYzG1jIft0GtT58+asu8NFqxZZ6IzELqHnIpjFx2JKPO4o5wkAkKV69erdaPZNSFTJIoDfZSR0mIXNokl+LI9rLIY0lLjOxP9iv7l/eR18pw1vhzRwipG8klT9LQLx0M8hrpULCX1HOk/La9Xt5LGgNlRFdCZOSXNB5OmjRJPTbZVjo44pPjks9PJpGMew7xj006YmTEh3QOyOdj26dMaihke7kkS+atsOf4yLgMFzjaS3qxJGiTXq34LVHyZX/8+LEa3Nh6KP8/pEVMet9kts/4vWw//fSTOhRTZl+Vnjy5/tI2jDP+cUlvwOuGw8YnX0ZpfZcvvVyzKfuMS65JlALVzc0N7dq1+8dx2SYJkoAu7gyl0noX/6Jq6WmV3kY5z/i9kXEl5T0luJRtpbBJqIB+XaEtAaKcc1xScCWlACYyI7bME1FyIsGR1JmkvmdrxJYh7TJ5jlzCI6O9Lly4gGXLlqlpcrlN/PqDLSCSoEdmdJcyUoItGamhFzzKfuRyJ9mv7F/eRy5JWrBggToDfNyASeqcsq3UgyQok/eRW77JRIIS5CZGXm+bgV5Glcjs8rb3kvePP6mijMqQ6xwlOJXjkkmEZMSXTNQY9/IsOQfZr4yMk1Ei8c8hbkOjBIzy/nLN6ebNm9V10nkhAbscj6yT4FM+c5mNX843ofck4zNt4CjBiVyrJxdRx2/xkKBNbhUh66W37v9L9iGt/fJe8VuapIVp2LBh6q0r5MsvwZLcFzL+cckX2N5ZVaVQkNuByL67dev2t+sabaQnTyatkaBPzlWGj9rIF13uiShfdCk045Ivve3ekjZyTHK9qATAqVKl0lL/KSnvKb2X8plJwS8Xu8ftMZTzk0I1Ltlegk0JEOMG1/I6uX6L1z0RJSyxlvk1a9ZgzJgx6ndTKhpSLklZlRBby7xsL0tSWuZlv7J/eR95bWIt8zIz4C+//KJOPGZvw5CUAzJkV173usVW5kkZJRUd2bftnKTCKPcBlksd4pLXyH5tre1yDnI7JWm0sp2bPJfXy3vIX6mIxj0/qWRJJUp+f+KThszp06ers1Hb2I5LWvBln3J88h7xf8+Ikhtp/JLvgZQh8ljqJtIALt8jaVCX75pM8CfzXsioC5l8UII1CYbif/8kUJJy0LZ9z5491QbucePGqQHR68h+5Psst1Jr0KCB+j7yernPtARj0jNoq6vIccn3WAIoGQEio0FkYkEpO6RumBipJy1ZskR9vYxek9fLe0lnhdSfpCyLGxBLnU2CQGk8lJn75dhk8kU5JqnL2chM9xJ4yn5lRnvbOcjs/LLP+MGzlEkSmMuM+bbZ8mWUntxVQOq0csmUdBDIpRGyH5nLQ24RZ885knGY5j6O8cl1eXL9nQQrUpmQnkUpYKTwkMqCtDxJS7wEcVKxkopB/Hsz2sh7S+uK7Z6C8beVgEa+tNIKIxUJeS6VMymQpMVFhjLI7UBkqKYckyybNm1Sj0tayiT4kQqDtD7JdTwycc/r7uMovZJSgMyePVv9cssXWAI0eV/bIoWMnK9cPyi9DDJxjrynfCayXj7HyZMnq8cu5yDBoC2wk0JFCjt5rZyTBJLSwiTBXOfOndXX2LYV8v5xeyxlX/a+pyxS+EtFTT4H2VYKcGm9kwqT9GDaPnMJSqVwk3T5fGV7uV5SWt9kkQqaFNi8jyMlN1KOSHCVLVu2f3wfbaQMknJDJuCSoeK2e7xKxUcaaWQf8h2y3W9Vei9lRIZ872zfdyn3pOIg6+WvlIlSQZLyJn/+/OpIg4TKBilHpFyRCp2Uu3Kdt1S6pMFHKjgy+ZaMxBBSkZKWahnmJPuX77iUH1KBk+G2csy2MiEhUsmRcljOV87JtsjrJRCVilK9evXUYf3Sqi4VI9mvVGykciflkVSYZD9SXktZI+R9e/TooZ6flIlSTkk5KY2Pct9aCRQlXV4n5ZQE6NJzIQGoBO3y2UjDoEzsIc9lIrW45D3lp1j2J+vkeKW8lM9X9ilDzKSCKs/l3OSSDb3RH0RGZyvXpFySRb5PUheTRSZFlB4yeSzBSvPmzdVLgaQuIL2HErxIgCaNZVJWyHdK6iPSC5cvXz71O2grq6S+It9L2Y/M5SAj1aRuIvVEKS/lu5ZQuSZ1uD/++EMNNGXWeClTZG4GaTyXMkuO47PPPlPLUvl+S51RtpXyR97HdvmO7FfKOb1yTfYnDVdy3BI4yj7lvaTcldfIiDOpW0ldVj4TqU9KeWU7LinL5fdBGrPkdRJQSrksn6+kDRgwQA2c456DlDtyzFIflX1L+S+NWzLrfosWLdRt5fOVMluOTzoC5P2kI0Xqj3J+8jqZh0O2lf2QOZi2x1G+QDKjqlxTJ5UFCeBkmID8ldZs+Ydfo0YNNTj5/5JC5PPPP1fvRSitPPKDL+8lf6WCJQGXtLxIJUyOS75AtuOS+yPKMAFpiZcvl1Si9EgAJ9tKxUUqJ2PHjv3XUFDbIhUkCTClQLHd8sPWSi7rpdVJvtxymw0pTOKSAkOCTnkPOS4JGqVC1b17d7uCsqS8p21bKciXKcGibCefmVSa5PYeccnnJgW75KnsV7adMmWKWhGVzzaps9ESJQdxW+al8qPXMi8tyLaW+YR6xqQhTCoPsr3MaiivkZZ5KYOS0jIv7yOvT6xlXspTabmWlnB7W+alQibDcuV1tkUuF5AKoFRkvv/+e7UyYyNlqJQh0nIvxySt81IGylT/cn2QvK+NlOUSHErFUa4llYqefJZyHY8Ej3Itu5Rv8p6yH6kUShkl64SUn1K+SwU47kRr0vAnaXJ8kj/SkCgt+FIJljJPbrEk+7S14EsPMVvwKbmwTTwojc+2Rf79y/dEbr8mQaIEUlK+yXdZGlSkcUwCRRup58l3R8oHabCSbW2k7iDfVamf2UjwJEFRQtcECttIJwlWpV4j5aKUs7JIeSfBp7xWylIpg6WcleOS77fUZWykzmfPDPLSgCWz2EvAbBsZImWRkEBSOhqkMdBG3l8C3rjvJZdTyTlJHVKOX24TJ410EoxKb2TcbaWhS/Yp5ZSU+3HJZxW33iyfs5SJkhe2Bn45b8kz6RSQADRubygZn2F6HOUHXL4MUiBIa5A95B+0tDRJoCKP5R+1BClyz0BZbK3cNlIIJLR/23tL5cM2eU78bSXYkoqBbCdfQPliSWuQtMDIlyrutZS245KKguxb9ik9n1IRkUqN7Cf+NYs28oWXL6EUClJYSmEUf5F9SOVH3ke2kZYgWw+iHIfcZ1Ja6CTdVljYWtSkIJMgUQohSZPjlHOQQkT2ZyOfZd68edXPM26BJen2vqdtWzlf+Qzk/eS8JQiXFjFZF/czl89aCjnZr3xukq9S4ZOeV9lG9iMFI1Fywpb5f5NyV8p1KSNkkeOTwE1a62VIv1wPLunC1jIvgZnMSC3vL+9VsGBBtWIqDXtSxkul7XWt7XK+EvRKg5YE1HJeUkGTW0DJ+0gjnpR98tlIZUz2I5+9fDa23x+paEmDmVQgpTFTsAWfkjtbuSbfR6mTyO+8XLMti3zfpJ4gv/+2kRHSACMT4sgcDVKm2eoNNlIXkbJIvofyOiFlipRRMiN/3PqN7b0lqJS6T/xyTQIqafCSURHS2CVlru32cLLIKA5pKJPvsASLMsRcRmbEPy45bttIAnvKNRltIPuX8kkCR1mkTJTyQMp1IeWaBK3yXlIftJHPRY5DtpPyVgJHKeelHJP6sHwOcUm5JqM3pE4mn4GUXVI2S8Nc/PqpjKyQbaWcl78SNMqxyW+GdNTIZyD7IJNQKuBE1pCQEGv79u3VRR4TkTEoP8zWokWLWrNly2ZVfpytSrDzr0WpbFmVYNE6fPhwqxJAWZXKkzUyMtLav39/q/Jjbr127Zq2l39TKjJWJRC09urVS93WVjYoQY1VCUy1rWLZ3nvMmDHq8/jliFKZsypBoFWpQFmVypFVqfj8bVEqZ1ZPT0/rsmXLrErlzPrrr78meFzR0dHWsWPHqu8l72mvM2fOWJUKplWp7FlPnDihnr/NkCFD1POU843L9l5KpdF67tw5NU2pGErXo3XlypXq8/hkv0rF0KpUrtTX7NixQ/3MlUqZValgaltZrUqFyqoE5FalAqelWK1KIGhVKsdWpWKqpfybUtmzKoGles7y2hkzZljz5s2rHjuRmdnKFnvrJLLNt99+a1WCIqsSzGmp//bkyRNr1apV/7W/+GVVXLb3tn3P4m/74sULqxLoWfPnz2/t1q2btV+/fgkuO3fuVL/DHTp0eO1xSflgT7km5ZK/v7+6/U8//WRt0aKFWn4VK1bMOnr0aGtgYKC6nRyznKecb1zxz18Jjq3Vq1e3fvPNN/84fxH/M7CVgfI3Ljk/JaC0KgG9tX79+tauXbtaBw8ebJ03b551/fr11o8++ojllcn8u2+aiIgMS1p1lcrKv27FYVuUH2116KS03EsLt7Sey3Al6cWSa4XjkzTpNZMhRjLCwUZ6/2zX/MUnrekJkVZumVBGekJlaKxM0x53kR45Ia3ZclwyzCuh45JRCtKblxQybEyuPZTeA+mxUCpB6vnHJS3ncq5x2d5Ljin+JDnxtxUyhFUJfKEEveo5yTT1MqOjXK8ed4IwIXkgi/QKyGcj66W3QYawyogJG3lf6Sm27VMmsJBrMqWH9HWfNVFyJj1mUkbJ91F67OOTa5mlTJNRCHGHWv4npNdSejptl9/EnXxLFrk9mgzjl1EZclzSq/e645JjSoyUi/L9FzKEv3///mq5LiNAZN/SkyhlelJID6v0cErZnFCZImWQHHNCZV5ccmwyakR6N2VIvZy/HJ+MzpBRK9KzSebCwJGIyARkqKUMx5QhjLZFhj9KBUYmnrKxWv/ze9zGHZZuD3kfucZHhqvL8UklJ+4iQZQEtXJNtGwrknpcCZFKogzDkqCsbdu26tB32xD5uOS9Eno/ORap8MV/TfzhXFIRlAl2pOIkgapUSmVYrQxxleFvUpGNS4JiGWYnxyVDVKViJo9lGJdtmJpUtOS6SZnVUa6Zl2BdAlzJT7kGVfKTiP5OgkEZMi8BjwznjNvoJWWQTNAlQziLFSv2j+9xUsnrpaFHGsXkukrZv400CMk1iDK0XRqtpMyUIasSnMU/Lgn24s8gnxA5J5k8URqT5PUS9Mlw+OrVq6vnLA1QcY/BHlKuyLWNMvGXnIMM5bWRMkguG5DyL26DVkIk8JXgUbaT8lz2K2WqNATKZy7Da+WxrXwn42PgSCopdKUQkuX/2xpHRO8uqfSYtWVeSMVKrmWSVvjatWur1+/EvX4pLrkGJ/57SQVHrluSYC3+dfDxySQQMpmPXM8uPQByTtLrKxNFyDnJ9Udxyecpwb1UzKRHUiptUrmU6yBtnzVb8In+MxIIybWQ0pgj33/5fsoEWDKhlFyfJ0GjPZPRJEYCKmkckkBJJsCS/cv7XLp0Sb3mW0YcyLHIPBBCAkfbcdm2lUln5JgkaEuMlJ8SIMo1nLbXyzXYct2lTHAjoykS6xmMTwJaudZTruOUMkzKzLjnINd4ymRmcp27Hrm+UhrLZDSEBMYSKMr1jbIPmeRLrqmUwDduwEzGxsCRVFJpk1kBZfn/tsYR0btLAhQZ1vqmWuZlYhgZ9mlPy3yJEiXUSRkSapm3p4IlreZSkZLKnLSAt2vXTq3YvI5MTCG3IInb2i7nLpNPSEVNAlk9clzS0yjHLbMe2gLUkJAQdR9yXvGHq0qgLD2sMkmOVKxkQiIJPG30WvClcsYWfKKEyRBzmTlZAjbptZfb+sgi5YxMpte1a9d/zCT/n5KGJdmfjKSQQFGGk8siAauUndIoJiMMhIwmaN++vXpcsq0MP5cySoI0KR8TI8GXTGwmr5eATN7HNiReGqhat26daCNXQmSIvMzWLPuXywZkvzIDtkzAJb8Rcc/hdeT85RZrUrbLfTLl3GS0h0xKJo1kMtpDRldwiL15GGZWVSIi+icJTqR1WCpEtplMEyOVAQlAJHiRSoO8RgIWCdjkHrFSGZGKjvQ6SpASd0bBuPu3vbcEOAnNPiiBlFRoZOp6GZIp7yVpcl2NzL4nw6+kZV5mD5UASbaVQEzuA2u7t6v0CkrFT27DI8Gl3uyDUlmRiov0GMqtfqSlXnoU4y4ShElPqFxnKMcqAaycp+z7ypUrasVMWszl/KW1Xba3zSgY/z6/EiDu2LFDrTTJrKdy/hKMyu1P5HwlsJQKmPQo2sj5y3FIRU3uYym9k3KrANuQWdmXDBOT85bhaEJuvySfiQSaElRKkCpDXuWYicxKyhrprZOGFXv+rct3SAIZaXSRHntpEJJyRL5/Msuo9MzFHX4ujS/S45bQ/uW95btrGxoef1t5L/l+SiOQDOOX762UXzKkXII82c72nY57XFLOSaOYlCMyIkICKwl4ZWb9+DPB2theLzNRy+vlWKQsleOTax5lv7b3knOW8juhhj/ZRvYR9xzkOKTxyrZfORY5B5lpWgJL235lnRyf9LTGDVJlP7KdfBbyftIwKT2QMkO09LLK5y/7lAA57iUTZFwW5R8Dmy2JiAxKhmPJvQ4lAJPr4qQCkBgp9mWopEweI0NTbYGTBI9SOWjVqpXaWiyVLAmsZJipiL9/23vLkCYZTpnQtlKRkUBIbokhvW+2YFSCO6kMye0wbBPXxD0uCa7k2kgJ8qSiJS3W8n7Syi5DNhMiE/BIL4BUXKTHMP41ikKGfMq5SYApQaLcT1Km15f3l89ChoLKEC6pOEnlTEjvobxGpt2PO9RNekcXLFigBrYy/FfOR45Z9iXHKNPTS4VJ7okbtxIn5yEBsHwecj5y/jZyrtJbIsNV5bOSIWiybzkXCRjls5TXSU9tYr0BRERE/03scSQiMji2zMeSQE6Gl0rQJkGfBHHxFzkO2UZ6HGW4rlybKOkS9Mp7yXB9udZb0mzknBJqbZfeQwlS5bjkXGUbab2Xe1BKL6Icg+xTton7ucm+JRiUYF8C0rgt8bIdW/CJiOhdxB5HIiJKdqTHUXoSZcho/NlPiYiI6J84OQ4RERERERHpYuBIREREREREuhg4EhFRsiOT3DRu3NiuyYSIiIiI1zgSERERERFRItjjSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERLoYOBIREREREZEuBo5ERERERESki4EjERERERER6WLgSERERERERDqA/wNvEx7tTHQlsQAAAABJRU5ErkJggg==[/img]
[i]Zdroj zadání úlohy: [br][/i]HEJNÝ, Milan, Pavel ŠALOM, Darina JIROTKOVÁ, et al. [i]Matematika B učebnice pro 2.[br]stupeň ZŠ a víceletá gymnázia[/i]. Ilustroval Lukáš URBÁNEK. Praha: H-mat, 2015.[br]ISBN 978-80-905756-1-5.[br]

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