refuerzo

1.Elabora un organizador gráfico de las clases de 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elT7tLlnyuwVY3zvgB6VPu0uWfK7BiR7EktqKhB3z0iZj5VfHjU6RS8qbF3BF+K4EkkUAigMi5Hz+3+q3HtbKtcPhZ/VHukV+Y14rIWMvaWyN8+y4o81tKpAJCiorZWkggaAt55jXomuc7O9JM26PpfA2U4LNtbqNPvIGtn3WE4nxiwKAgmMasME83Qc8ecZZVW5PadHb6NVUhhVV6tf6Ol7PuTiG9BSQgAFRmE4cckJEEjGJA6PMcZ7SI2+jqjuY4+mvVgTbGsHWgEuOBSQhCQBORSlKeIy0PjmrWcZRzZz0q3srV1hGjbb3mnFdDGYSmyq9ugAhRNmwAF9wSXb3JWRy6cq1WirokV0p90TnJVquY1Nm2u7abby5iAnIlXciNSAT44FY4KkUi0I3YpFmKsWKe0xk35Vv8AEK7WOcup9xDM+52ZcFx1bbqU7xsJjErmKbXKFIyIzQpYVlrGtd4W9ioRjKNaOvXVYp/fL7kNM7tdmPIfKt8S0VKVhK1FRlDaUhWJJkc1WQI4HpFRO3spWdLvtUSrv9Ak6lXtVegrIuU548MlRAxF4oEYeAUwJ4YCeJnrw+jYexs/Vf2/uRSW067V3mMkXIwEABJJUcjbSJCRBIRcjEPCgxllHD6NdScMf9+Md3OKMnstnXKWnQ5cY3VJSELiEpKWm0qOGMipwOKymMY6IrnaW1g5xcYUiq1X3dNyovsSkzUsGlpQkOKxKGp8/wDeBAnjFZrRxcm4qiJRm9jaCbJgCM2wOOh104xNd9M+In1kRyO2rF9KUJ3ohKQnjzglYg6ZKKBhJzzMjr43o7CSM2FzCvlgSUgA5iFQ2MQEZZh0/wDUKXobASGwfJVLogqSoCVZYVKJGmkEZdVL0dgJeSvYGxvOcDKzMz4jAkDPIjz5VFY1yJOL8fOrXxPfhRXaz9xafx/ZV5g7OWQtKlDC5ClEFWJKiCFBHVkiNONYbjxW053JYraTqZdO7lSQQBvImCqUExIzBAcEHvgeFWpLAtSWGJGu3fxkhacOJJiTOEKJI7nimBHnqGpVIcZ1zNCK6HURQCKAo7IHMX5Z72q6622a6l3EIvRXIk7igEUBkXI/1C3+q3PtbKtcPhZ/VHukV1mvFZCwigEUAigEUAigMe2H+oXH1W39reVrn8LD6pd0SvzGxFZCwigKe1Bk35Vv8QrrY5vqfcQzHc2hfBxYFslTYK8JA5xCRdYNXACTu7XonfHSDGtWOiuK9vHD/wCa6ueW7nK1lsO2toXZkFlqQEEpBJUkl1SF4hiz+SwuJjWCOiolY6Ovmevuqu3B7xVl7Yj1wsLN02hqMASkSTm02pZxYiCA4pxGg7ieNcdIhYxorJ1zx+7p2Uf3LKus04rMSIoD1IoDC2C0pVgwG1YVYEGcxICgVCRmJAIkaTWrS2uMTrtZWORK/s58zhfjMkaiMnY06MTWXHdzxNcVKOwk6csHzMPROONcsQMeOCR0QAOMml6OwHLmz7gpAD0d3nKiefvMH3cSM/5aXo7AE7MeknfHOB3SpwhbqoBM54VozjPBnkaOUdgJL8fOrXxPfhRXWz9zP+P7IeaNOKzFhFAIoBFAIoD2KAobHHMX5Z72q662ua6l3EIvRXIkkigEUB8/tfei+ttwGyrk1xO8UpIjeWfFKSZmP71usbnFp32/8o5dUtrRV1qW8V74O09M98KuVNG2y3LzE4kT93dIjGLJM5DE+6mTkMpb6SPtqHxZZyluXmLQhaT/AMVUkQ5eEAhFmQRIIeeIIPEfJ1NNG2y3LzFXeToz0rvfB2npnvh0po22W5eYe0MV74O09M98KlNH2y3LzEYjFe+DtPTPfCpTRtsty8xOJjtO3QvrglNqCLVgql50ICQ5dwZ3evdTOWQ82qa0fi0cZUvS1LZHnKVaZrNu3igClFmQRIIfeIIOYIIbzFZaaNypbl5iybeR1ivfB2npnvhUpo22W5eYnEqbSVeQ3Ldr+lREOva4hH+3pXWyWj1eMsnqXiQ6loLve8s/TPfDrld0fbLcvMMT3He+DtPTPfDpTR9sty8wxGK98Haeme+FSmjbZbl5hiMV74O09M98KlNG2y3LzDEYr3wdp6Z74VKaNtluXmJxPQq98Haeme+FSmjbZbl5hiZXYyu7FoxhRa4d2IKnXQY64bgVo0taPw86uWexeJWNaGk29eKzSizI6Q+8f/Zus93R9sty8S2J1ivfB2npnvhUpo22W5eYjEYr3wdp6Z74VKaNtluXmJxGK98Haeme+FSmj7Zbl5iMTNvVXnKbaUWsw7HyrsdyiZ+TyrRZrR+BnjL5dS5+ch1qX0v3ZiE2RmY+XdzwmDHyfA5Gs3/W5Uty8xNWe768icFnAmTv3oEa57vhnSmjcqW5eYVZyu6uhqLIZA5vujJRgH9HxOQp/wBblS3LzEOVNh7yi7gHDZQYAO/dgkmBB3ecnKn/AFuVLcvMTVjf3fe2eRw/p3tTAj9HrJGXXT/rcqW5eYVZ3ivfB2npnvhVNNH2y3LzDE77Hse6VvAkL3z0hJKkzvnNCQCfsqukXb3s5UWfUSjSiuBJJFAIoDGuR/qFv9Vufa2Vao/DT+qPdIr8xsxWUsU9q2G+bwYsPPbXMYv0TiHYiRrgAqs43lQ76PbcDO9SuDW9NfsqHYhLmMurI3hXHOGRSoJT3Uc0qkGP3Ug6A1Xg8a1O3G0oXVFZJdueWumPWyA9jhIAW8VcxCYKVYcTa94VYSs91kCOoRFV4Lay/HknWMNb3NUplq1Gjs2wLWOXFLxKnPh/fXpOXirpGNDNbWytKUVKIuxVjgYTaCdoXISQDyS3zIJ/3b3oIP8AcVqn8LD6pd0SjzZq7PtA00htJJCEhIJ1hIgVjjG6qEwjdikWIqxYpbUGTflm/wAQrrZZvqfcQyk7sILcWveq55QXEjIK3KypIyOXNOA9IAnSK6rSXGCjTKtPuv6+ZkXcT217HwhLiUuLhbamxwwYyolQAMTmOGoPSaT0pyabSwdesXSqnsYw6XDsB0OwTAOF1buAmckkKDf9CQK6ccr8iyp2Ur16+vEXSRHY1kgF53moQkjEVTu148zkTI5pOpgGqvS8W7qzfaqeq2C6byUQIGgyrHUsdAUBg9j9qHdntNqkBbOEkawQRlWrS3TSJvnKxyL19s0u6uKScKknDzRzklMxOomfMOis6lQsRjY+YO9cyIMDTLFl1d14uaKm/wAxBD2hOHDv3NFf9zYa6erF/UZqb/MCdnY4SoKxq1BI0mJgZHQSI8RHGoc6g4vx86tfE9+FFdbP3M/4/sPMsIsCIhYkF1QOHi8oqGU8J88cKyXStz99pyxs3AlSUrOEklIgZY0wQennYlZRmo0UKKhChRUqLjZpUIxxzUJ7k/7awuclDWI6qOFRKFTxrZhS2EbwmFheYEZO77x56SSTxMmZKGFKhWdFSoudl4wsFcBSisQnNKoAScz+6RPjjSKOFQ7OqoX0pyz145Rn4uFXOhR2MOYvyz3tl10tc11LuIRfiuZJ3FAIoDGuh/qNt9Vufa2Nao/DT+qPdIrrNmKylhFAIoBFAIoBFAYtsP8AUrj6pbe1va1S+Fh9Uu6JX5jaispYRQFLaoyb8s3+IV1ss31PuIZQT2OkE4H1ol9T5wggnEpai2o4s0SvSIkTGdduNJ5xT9lLdr68CLp5adjy0f8AMuGYJ7oYiFAqJhUyoCCZ6IgSCnpMZfIv79tQoRXXYwtxBQ5dOqCkLQQRIO8S4mYKuG8/7RVo6XGLTUFq7KeAuk3/AA+uQo3LuIBYkSDDg7nutAc//rWq8ZVKXVq7BdNDZlipoELdW7JGa9RCUpgeMgq8ZNcLS0U6UVCUi6BXMkyOxEfMrfyYrTpnv59bIjka0VmJEUAigEUBlbQHzu1/pe/CitFn7mf8f2Q8zVis5IigEUAigEUAigKGxRzF+We9suulpmupdxCL8VzJJKAUB89tVDh2hbbpSEq5Nc5rbU4I3tllAWnPTOa12d3i06r5o90usq8y/uLrw1t6q58euFbPY9/oTiQOOvpVhNzbYsjHJXTAUcKSYfyBMgTrBqL1lse/0Lqzm1eSwJtzdeHtvVnPj1NbPY9/oVxPAi5kjlFtIgkcmckAzEjf9R+yl6z2Pf6CjpUIRckSH7YjqtnDpl4el6z2Pf6BprM63F14a29Vc+PStnse/wBCMTGtmrnthcfLMYuS28nk7kRvbyABvsj3Wc5yMhGeqbs+Kwwf+UtfNHmI1mqxyhaUrRcWqkqAUlQtnCCDmCDv8xFZFKzeKT3+hKdVVEm4uvDW3qrnx6mtnse/0GJS2ozdQ3L1v+lRpbODPEPp662Ts6vB5PX6EOpZSLkqKRcWpUkAkcmckBUxI3+Uwfsrn7FK3Xv9CTpKLkzFxamDBi2cMGAYPy+Rgg+ejuL5Xv8AQHu5uvD23qznx6itnse/0GI3N14e29Wc+PStnse/0B7ubrw9t6s58elbPY9/oMRuLrw1t6s58elbPY9/oMTI7GE3AsmCHrdKd2mJt3Cc8gJDwkz1Vp0t2fDzweb1+hEa0NVCLoiQ/b+qujTLw9Zq2ex7/QnE63F14e29Vc+PStnse/0GI3F14e29Vc+PStnse/0GJ5urrTf23qznx6Vs9j3+gxMu/ZueVW0vW8w7B5O4AOaiZG+z+0Vos3Z8DPB/Lr6+Yh1qXVvPjW5tu6wZWrp5wTiIyf1wgnxVmv2Wx7/QXltDbz6jhTc2pP1ZyDzQuAd/BOEg5cDNL9lse/0CknhUlZTcrSFIuLZSSJBFs4QQeIO/qVKzep7/AEJTrijvcXXhrb1Vz49K2ex7/QYjcXXhrb1Vz49K2ex7/QYjcXXhrb1Zz49K2ex7/QYnPY6FBpWMpUrfPSUpKQflnNEkkj7TU21L2GxdwRqVyJFAKAxLr9o231W59rY1qh8NP6o90ius26ylimLAB1bqVEFaUpWIBB3eKCOg84g/+NardxqdnbN2ag1k219/9GPbdiKEBIDrkJOWSPBts55d62POTXNWKWv+5Guf/IylVuKx69re3a9xOOxdoFBSpScODIBICt0lxPOgZzvFHxgGp4JFOPTaaaWNftVp4btxNs/YKGVpUlSuanCBkBEq1gfzHLpANTGzSZztdLlaRaaWLr/dxr10Mp8+lkL2hdJMwbS2mCQf0t7xFaZquix+qXdEo1VtGtsyyDDLbSSSG0BAKsyQkRnWSMbqSJhFRiorUWqsWKO19G/LN/iFdbLN9TIZQvexpDi3FlagXUbtyAIWAvGiQeKOckdSjM5R1hpcoRUaLB1XNhR79fURdOrXsabbf3yCRBUoIASEArShGQAEQER4lHqhPSpSs7jWzHXhXxF3GpUb7DW0qWpLiwV7yeaj/eLyjwzzeOveJ6K6S06TSTisKbdSS/XaxdOmuxRAyxLhLbTYVikqFuveJK0wBxKDHdJUQeFVemSeNFm3vVHTv5mLpe2DsFu1C8BUoqwSpcFcNNNsgFUScmwrxqUeNc7fSJW1KpKlcudt/unVQlKhrVnJMHsatwuwt0kkcxCgR0oUFj+4FadKdLefWyI5Ghc7NDhxKUZgcBGWLh0HEcupPRnnUqEkXadMRiVEAQMsgkoy6DBkRoQKm8DlexEkRiIGegTqpIST9gpeB32oTIIUcjMQIIxOKj7XD9g868CLaP63a/0vfhRXaz9zP+P7IeZ6vYgJnGdQpQIkKXhWgqPWQvT+VPXOPg0c3ZIN7DAMhxfjyxH5JLOZHUkHhzs+qnBk8Gi9ZWoaBSkmCoqAP7uI4iJ4iST56ulQtGN3AsVJYUAoDP2J3C/LPe2crpaZrqXcQjQrmSKAUBiXX7Rtvqtz7WxrVD4af1R7pFdZt1lLCgFAKAUAoDDtf2lcfVLb2t7WqfwsPql3RK/MblZSwoCjtfRvyzf4hXWyzfUyGXq5EigFAKAUAoDH7EP1K38mK0aX7+fWyI5GxWckUAoBQGRtD9btP6XvworRZ+5n/H9kazXrOSKAUAoBQCgM/YncL8s97ZyulpmupdxCNCuZIoBQGJdftG2+q3PtbGtUPhp/VHukV1m0aylj5XYm1LzC2H2llSt3OJBSE4m8SySlORxAjCRzSBJhQrhCU6Yo9XSrDRbz4KSoq99Fm9mNdeyqZJY7Yujmu3WcTiYGEp3aSi2kaSqFLfOI67ojiImM561/cPUra6No/wAs1gt7rLdVKOHSrtORtm6Wlv5utskpKuYtWRDZKc05RjUJPemOML82shxbR4yftprGnbjnzLeRtbWu07xRadXCAUILZEqKWjEpSJOIuDzHoiovzVcCz0fRpXUpJY4uurHn6j6tCpAOkiu55bVHQxbX9pXH1S29re1qn8LD6pd0SnzG5WUsKAobX0b8s3+IV1ss31Mhmbd7WuEOvYWFLRuwpnmLzWheBxKyAYkKSpOWYSo13hY2UoRrKjrj1Uwa7a/YirJLPaNzygtONDBiV8oEOJSEpQ2RBggkqUrUgQCNRFVnZWXB3oyxosMM6sJupT/4gugXJs1kJ3mGEuSrAXgn93iGkGBrvUgac7pxaxwpabO2ld1WvsRV7Dvt7dbxSTaEgAc8BzDmbUE85IxAB54xkfkFDU5Rxexup38dn5eC/ImrNDYN+88FF9jcRgASSSolTTbis4AISta0SOKDXLSLOzs2lCV7PvaW9JP7kptmtWck+f7HlqGz7coBJwImBJCSoBRA4kJxHzaHStOle/n1srHI0HrpxJhKFLGuIgjusfQOEJERPOB4Z8EkWOOXux+hVMDgQCcJVGemYCZiBI6wFFtByvaLoH6JROeiV8EgjhrJ/tS6gdctdxAbvImO5XwU4JJjIEJRw/e1ilECPaP63a/0vfhRXaz9zP7fsh5lZW0LhUlLahKcgUKBSRvTiEpzJhoFP82XXivS2HG/N5I0LG8cWspW2U5E4oVBgpiCRxBmNRB81lJt4o6Rk26NGhVy4oBQCgM/YncL8s97ZyulpmupdxCNCuZIoBQGJdftG2+q3PtbGtUPhp/VHukV1m3WUsKAUAoBQCgMO1/aVx9Utva3tap/Cw+qXdEr8xuVlLCgKO19G/LN/iFdbLN9TIZerkSKAUAoBQCgMfsQ/UrfyYrRpfv59bIjkbFZyRQCgFAZG0f1u0/pe/CitFn7mf8AH9kazXrOSKAUAoBQCgM/YncL8s97ZyulpmupdxCNCuZIoBQGJdftG2+q3PtbGtUPhp/VHukV1m3WUscPOhCSpRASkEknQAZknzUboTGLk1FZsrs7QQoAmUhUYcYwYsekTx6tR0VVSReVlJNrOmdCMbYZxJSHUHElSgQoFMILYMqGQPyjeXHFS/Etxa1o3deDS311fZl5KgQCCCDmCMwQeirHFqh7QGHa/tK4+qW3tb2tU/hYfVLuiV+Y3KylhQFDa+jflm/xCutlm+pkMkO0mgtxBcSFNpSpckDClzEEkk5Z4TUcFOilTB1pz0zFULbajLhht1tRnDAUDJCQvLp5qgcumkrKcVVpiqCdpskkB5okTIDiCRgnFOeUQZ6IqHZTWaYqj1O0mSSA80SBJGNMgHDBOeQ5yfvDppwU9jFUdsXjayUocQpQgkJUlRAUJBIGkgg+eocJRVWiak9VBh9jD6UWNupRgbtOfjy+zr4Vp0tVt59bIjkbBeSNVJ1jUanhWYk8S+kjElQUJiQQRJgcPGKA5TdJM9AJBV+7KTBE+PLzGlAdJuUHRaeH7w46fbU0Bm7R/W7T+l78KK72fuZ/x/ZGs1A6mSARI1EiRPSOFZ6k1PW3AoSkgjpBBGWWooKnVAKAUAoDP2J3C/LPe2crpaZrqXcQjQrmSKAUBiXX7Rtvqtz7WxrVD4af1R7pFdZt1lLEb7KVpUhYBSoFKgdCCIIPmqGqqjLRk4yUo5opubHbUEBWJWCMMqMwI5p6RzU65mNai4jqtJmm2teZRs+xZpKEpWVKUEYCoKKMQhoaA5D5FvLqPSaorJJf3+6jRaf8haSk2qJVrTPb5mbNqwG0JQnuUJCRxySIGfiFdEqKhinNzk5PN4ktSVMO1/aVx9Utva3tap/Cw+qXdEr8xuVlLCgKG19G/LN/iFdbLN9TIZDc9j7LilKUFYlJKFEKjElSw5Co1ggR0CQNTN4aTaRSisk6/elP97RdRIjYrQe34Bxyo6kiVhAOR07gadfSaq9Im4XHlh2V8RTWU1diVscUhfOxzz1f7hdUojoMvOEdEjoFdeO22GOVNWyiXciLqOldi1uVlZSrEYPdQAUm3UCAMgQbZg6RzdMzMLTLVRu1w/35nvF1FzZGyGrVJQwkpScOUk/o222UxPQhtA81c7a3nbOs3t7W33tkpUL9cSTC7GLZLljbhYkbvQwQZBGfmJrTpbpbz62RHI0E7MRM84niSddDn0mUpz1yGdZ7zJJGLJKBCZjI696kIH9gPOKN1A5EmCM4KscTovFjxD/qzjT7aVBEnZbYiAcogTpASBHEZJFLzBVvx87tBrzXfworvD3M/t+yHmW0bLbCioJ6MuCYiMI4aTl0nprLcRXg41qTWdqlpOFExJOZkyoyf7k1MUkqImMVFURPUlhQCgFAZ+xO4X5Z72zldLTNdS7iEaFcyRQCgPmttOPC/teTttOK5NcyHHVMpw7yykhSW1kmYyjic8s91grN6PO+2vajkq6pc6KutcC3ym//AIWz9ee/xa5XNG5cvxXnGI5Tf/wtn689/i0uaNy5fivOMSPthe5/IWPNyPz93InQH5rlqKXdG5cvxXnLXZ7P7uJOU3/8LZ+vPf4tLmjcuX4rzlcRym//AIWz9ee/xaXNG5cvxXnGI5Tf/wALZ+vPf4tLmjcuX4rzjExmbq8F/cHk9pi5KxiBvHQkJDl5BxcmzM4pECIGZnLVOOj8Wj7cv8pfKtkemRV1Ndu9vlAFNvZEHQi+eIPiItay3dG5cvxXnJTbOuU3/wDC2frz3+LS5o3Ll+K84xKW07m+hE21oPlURF68c8Qj/lRl111soaNV+3LJ/KvOHUsJ2neE4QxYEyRA2g7Mp1Ecl1GU1R2VglW9P8V5xVkvKb/+Fs/Xnv8AFqtzRuXL8V5xicuXt8kEqtrIACSTfPAADMknkuQqVDR3gpy/FecVZz2wvYxcnscOk8vdiSY15L05VPB6PWl6X4rzirJOU3/8LZ+vPf4tVuaNy5fivOMRym//AIWz9ee/xaXNG5cvxXnGJldjFzeizYw29oUhsQVXjqTHSQLYgfaa0aXDR+Hl7cs38q85Ea0NRF5fESLayI6RfPH/AOLWe5o3Ll+K85OJ7ym//hbP157/ABaXNG5cvxXnGI5Tf/wtn689/i0uaNy5fivOMRym/wD4Wz9ee/xaXNG5cvxXnGJl31xe8qtptrTFDuEC8eIOSJk8my4cD5q0WcdH4Kfty1fKufpkY1NFm/vViUW9ioaSL90iejK1rOo6M/nl+K85KbeQ5dffw9lrH6+9qNR+q65Gl3RuXL8V5xVnI2je4SoMWOEaq5e7A8/JaXdGzvy/Feci88ztF5fESLayIOYIvniCOmeS0u6Ny5fivOTVnKtoXoElixAgGeXuxByB/VdDS7o3Ll+K84vM7Td35Ei2siDoRfPf4tLujcuX4rzirJuxpSyyS4lKV757ElKitIO+cyCilJI68IqluoqXsuqos8NXW+8lGrXEkUAoDEuv2jbfVbn2tjWqHw0/qj3SK6zbrKWFAYrux1lT5S6Eh5xDh5plO7Q0jCCFDXdzPXFc7jxxzNi0mNIJx/xTXXVt7OcMbGcStpXKFEIWtSwS4d5jxQnNcAAEZRwpceGIlpMHGSuZpJZYU15azaroYxQHzjlvvL67QdFWduk5qGRdvRqkgjzEVptFXRIrpS7olJK9VcxuWNvu20oxFWERJMmBpJ4+M51liqKhMVRUJ6ksUNr6N+Wb/EK62Wb6mQzFe7FXN4txu4wKVyjCQhRwm53UEc/93d5xBM8IrWtOjdUJRqvZ/wDWvNrr9ucrdIG+x19brhXcrDaXWyhJWtwKDfInOcMfN5zLwjX5Ykzobcas4wVIYtOrypW8tnOt1BdZMvsZuClYN6vnbyMnISHGkIEAuEylaSsGf3iNTNUWl2VV/wCPZ2Pq1p0yF17Tj/hpaoSLoFCRBbAVhKuUB7EQFwCMBRMTrVuORWNzF6/402c9RdJE9jr5QoJvnTKAlJknCpO4E91mAWnMpk75YJOtUelWdVWzWfj4rcqE3ec2W7NXKVO4l4C2lOAqJQVJKjjSmeaYUQcs4T0Vmc1wajRVq8dfV/ecmmJQ7HGMdhbgGDhQoHXNCguD1GIrppTpbz62I5GhcWS1GQ4UjLJMgTzp0PHEPu9dcEySPte5Eb5WgHGRCSmQZ1khWczHXSq2A5Xs1yIDyhrxWTzkhPfcIJ8f915bAd9rl4gd6dcxz80hTigJxcMY+79iqBFtH9btf6XvwortZ+5n/H9kaydNgoOJUFwkKUVJAIxSFAA5xkCjh+59mS66lbjrWp6LAyk4hzXVO6d+haY1/nmeqpui6RbK2WWUFOMKJSkAwYBbQETmSeAMaD+9RGF1EQhdVCe0slIWo45QUpSlGfNwCJzMZ9QFSotEqLTKx2ScCU4xzUNInCRJZUFTkcpjzVFzChXg8KdXYXdnWu6QEEzmozEd2pSo64mJOZiTmamKoqF4xuqhBsTuF+We9s5Xa0zXUu4lGhXMkUAoDEuv2jbfVbn2tjWqHw0/qj3SK6zbrKWFAKAUAoBQGHa/tK4+qW3tb2tU/hYfVLuiV+Y3KylhQFDa+jflm/xCutlm+pkMy3Nh3BUDypeTynNVgFBdS4lEAxAQC3nIIzjMiu60iySpcWSX3pRv7vEij2lSy7F7lBUeWKlQViUAqVOFlhlLqpOZBaWrDp8rH7ufW00yykkuDyy6qttdqxzw5yFF7S29sS5JJTdKQCyUYQpww4VNq3mJajphWIjRUVyWkWSWMK41+2OGH9wJoymOxa4BWpN1hWsBOOHJCUOXboHd/wDqEDOcm+sR145ZNJOGC1daitnR7d8XWWbbsdebPMuVJTvSvCMWHnOuOkjPWFhOHuThmM6pPSoSzhqp2Jfqu0m6zZ2ParaaSh1wuKBPOJJJBJIknUgQJy0rLazjOVYqhKKnYh+pW/kxXTS/fz62I5GxWckUAoBQGRtD9btP6XvworRZ+5n/AB/ZGs16zkigFAKAUAoDP2J3C/LPe2crpaZrqXcQjQrmSKAUBSvNmpccQ4StK0JUhKkqKea4UKUOgyW0fZXSFrKMXHU6PdWneyKHna36Z/7/AOVTwvRQoO1v0z/3/wAqcL0UKDtb9M/9/wDKnC9FCg7W/TP/AH/ypwvRQoO1v0z/AN/8qcL0UKDtb9M/9/8AKnC9FChCnYiQ4pwOPY1JShSt5mUtlakjTgVr+2rPSJOKjRUTby20r3IUJu1v0z/3/wAqrwvRQoO1v0z/AN/8qcL0UKEbuyAqMTr5ghQ+U4pzB0qVbNZJChJ2t+mf+/8AlUcL0UKDtb9M/wDf/KnC9FCg7W/TP/f/ACpwvRQoO1v0z/3/AMqcL0UKDtb9M/8Af/KnC9FCg7W/TP8A3/ypwvRQoRWuxUtoShtx5KUiEjeTAHjFWnbucnKSVXzChL2t+mf+/wDlVeF6KFB2t+mf+/8AlTheihQdrfpn/v8A5U4XooUHa36Z/wC/+VOF6KFCJexUlSVlx4qROE7zTFAPDqFWVu0nFJUfMKEva36Z/wC/+VV4XooUHa36Z/7/AOVOF6KFB2t+mf8Av/lTheihQdrfpn/v/lTheihQdrfpn/v/AJU4XooUHa36Z/7/AOVOF6KFCeytEtJwpKiJUolRkkrUVEk+MmqTk5OrJJ6qBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoD//2Q==

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