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My6go+lqkZpEgjM0uAIZaSgajYlloN1gmeqlGkqGywh2AKsbb280Noc627pLC2bSrVKzQIC4Ze2UdpUOYQteJ5hWNOdvfii0FTwJpgOCHGZR5vYsk3PccDR1kAexv/4+38GQH/y8D5oS57F+FQQRTj1er1F9HdtW+NLw++bhNdYJaVltW5wn7uIT5QagCcCZzI4AkyDJDjiCjAESgtODX/FZsLkXQ449DSmkVg1TfBXlSE0wrYQzFrDdg6v3QDLw2spPGhg+kRtwe+A+57ngRKDPmCDkxQgk8DY4e+j2SwJtxUWrq006AtBKAKxAZfA0tuGuTMaIURs4jDQDRD5rEWEy3krhoP+eDJSlfby/BScO8wRxdKgN8S1Pb3/eQaujKs1jTBa0/2BbTIVxgdLKtJ2sVgN+nZLMYkEFqkLRU1zIgoQ5iBfgFlPq8Arkrysua/aPt6tJbFl2LYX1wBOwFWpqum1vbHZxKKKe0GPOQOut9XIh6P08VWUrcFXr3/9d777R39scPXX7/zy3V/9fLNZkrdCSyotovJqo3iOEcbbZbhlpofV1mHeBowMZFUnego9optuz1EHLl5HUZLkHfBAxQ0oFKW7DZKpE0QAQhAdQGpivchzaEFV6DphUK5FwNsAwlVZ1kkCYkbUOMtqrDmUU55E+ABKYehGmMSQbqPBACQORCZOY9u0sBrgnHixxg18do6twP/AlpMYfqGJukwj6NaXX7l37eAIbga+itgD0rVZQyRa4/FkuVpCm8N6XGh1XBiEl20medZKXl63wLS0JtiBrauW4+iO2xCjVy8X6/ly5VjWZr0istK0cNWsZtwJBIcKJJgggcV1xEuEelAtVcWVNqPxtEx1OCvunB9Md+HugFcd8b03/jvfu31w6yXH6yFefPt3vnvz1p0Xx08/fP/d5fycgwGDe8TJixfPe4OAp3nLoHJLUP68BuwpZKwCyo5huxCdTfpCIAPtd+AmwHCbsM5G3DYovWtgXSDfaOcpCON6G/lH3RBcSldCCZU2FFsL7AEHK9MkqcoanEdnTZFst5tlmoQN9LzrwHlIkdTVeDjIqwKeAf6dZxEoU1lViIiSf4LJ67P9PW/U28aAyRTmffulW0c7u46hd8wbFwwBuLO75/o9RHmExp3ZLkSoY2GpLd+1KyEulgtIzKyo03RtWw7uMwgCS35BqsIC1qvNdruFRW6iGA4EcC+LKgQj031dd0ioUK6pwcqQxvL9CFJfVXGdcLXBxHH8oGZ6Ak+bjKcqNKflvfbWN/dv3NZtj0Q8EU0+muwOJ7s3Xro729n/yd/89cXJC9PSVWEqSgGwHwR+AQauUR7MIhcB9JI30BqRFlQQhKI4bdslfiJIpcCOsWTgByTNydiYAmFv0X7RJmLnpDIgazEsWzol0UKd5CuwhDuWZps+LDVN9brKo+06jba4ySSO4SQg1gAx4VnjyRhXA/OAUdTkuMoG6mUblUmcIxKAYBi6Z/ayqoAVTPq92WBoEHODr6pY6529/RBv2CjL5aq6XATBALbhAfrxd5abpPnpxRyaqhBtmmZAc3gA8GI6mcDhwX6F0FzXW8yXAF2EBngSeEuRgqJCx0Gh9qu2Bb8El6T8S12S9dq22vRgfNDI2DasFuIxDInD4tz+0Hb8m/dem+1fbzX4lLBNlfioBiZNCSJNM155+SsgCP/X//G/N0ptwejhRIhGau33gk2UXV6Gm20E51Y4OCBcgogco8uicwbyANKcKmSKoFScIvMX8DQwGxKXURRvNiFFCUIxShnh3wrxDUpyY28QTl0KTCalmbBtmmHpxu5kqitSPJQggaDI4vBg9+BgfzgKsNJaQ9Yg9X4Bx54E9t6oBwjMMkBXXEchKI+QuR/f8VRarxx0zTDs0Wg4VCdplvv+xvcWJSWJFAkEHHxdUJDfchnkKiwBIzO1dIh1A2wQgXCzWlZabpjJdrXBle/MZmm6XSSri20EIDEdF5+C2wNsgg5DipRVgSiZ1xXUdCMYdgtfaVH5vSHAXMkF//b3/nEax36vr2gERlgCuE5DXBERmhumIzWw/pWvfUOo2ueffhKuF+HyLIoSzhaTseob1m7Pf/bF58fnl4swyyqFlJ3GPNsYDn14AyDN8wLHBW9yQEPx8TBDXXI4rDmpQ9oq7KEmOQMxB2wT1pSClEK7SVksSMW8STJ4yWpxeT7wvfallwaui+CPkDeeDkfDEeIEqBT2HACn0OZXkG7baJsAXuDLxC4VLGwAjeU4LDaxbwLf6zo8HlzZ4LQ+AuxTZz52YzDoQzzRUsrTP1wWE4Az4iF0hAVEaAkuFPpIRTEIglvhOrben8RJkRaZxGeshukPRlAdjapRxoA0AJF+RcYq13VFi4gmiAoiNBWQG6bQ8ImupgPMY96a3mw8g0yvsEi0KqAf5D24cKwVHE2uGtMN5403/9b1m3fiOHz26PNf/+w/nC8umWb4XmUb2o1rB1tE1aho6UxCuH1vMAh0piB0Z4gQ6yV4o98fgICAYp4mSeA7gE8XJrrdnl0uib9azn8WsAAXOm5dJ0In3RF+iUCqCAOEt1dMh4Gpq1UR42883/UDH9wgimCwXNSgDGK+XocbsO4cvwCAVJR6u0HAh4RgqygN/AiBZLy3q2E/0xRLCACkTKyqkRLiNWKGpaowLOxzkqWVqG3PpqMjpgHj4iQCLaVlgvvWJQiLYWqg27iLXNmwiqWFhK2qbMqGFBDFDpcOIDjiAgE7VhebCZSHG2qUF6ZMYCvTS73hUDOtCgBsaLrN+f/2L//lP/j+H9843C8oW5ICPTzKOHGVvphQOotWyfQ0fTga9QaDnd2do+vX/+Lf/qvLi+O8qn3PmUzGN29eX0efYpl29g+ms5mU5rRSoKElpbgRlypw7Zdu3lqtgIZLsPEkri4vL+bnmwo8GiYspTScRSfLIMtkBu/53qt3713bP6RLgbjlWt/zBj4+E3hN0MYqPacjxXQyHkUReD++LeMkB+oz3bZ9F6amlqUJM80k1VUgJ4ENLXBvPB72dmYWVE5GyWRW5nql4T90z+TWCmCnaMChxHK9BK5gaU8vz88uzhFLQeIA3bgeID32glZIFZfzi9P7T4BDruPCjTNKt0OxAqPpMEshMWsyRSPno5M7FUQGv4Pl1Qm8gZ90stMINS9EGiWW0vKTy/Df/Lsf/MPv/dFL1/csinJcamMit/I0RpPCRSHBQfZCGFQp5tGNe3/2T/+799752f2Pf3M5X03G45s3roNzpSAbhkNxiBaYspDwEhA+KGv4IWemIjSwX5U4BOJlwTXz1dfuwbre/c2HCE5MCqNa5hfpDVrR8w38DpMyHkuAWIYbBG0riziKI5ig1WpVKWY70zIvdSADfM60raoKt1tAje+CkemL5QLhyuSIPYVtG7hBmeRhK1C/JDw62BvvzfJ1VG4i4IUKTtjUBYKucUU8Ka/RZttttN6uHh8fI+oAoghRTK0XBLg36aAUUZM0fvb8xWzvaEBQMVxtYyBHnKSAM7hlXmLjNdwElpnJNAeR8rrehlG/509GQ7Dl5WJBZzTTqe17SrbiuCus71/88Ef/5E///s64TxKyrelISpCvtZVMWpJGJ+bb0rEAo6Mz0Yxn+1//9nf392+8/bMfbqOF71oHe7Mnzy/qqiZqxgkjEbbqtm7BmOGOhNNtVUCyCM/pwwY0DpXWIhStNhGCpaHwLg9G2dKmETAEzQALMuhIleMvNaU1mQA5p/IJKP2ilUwimkwmYBM6t6BCKJhjj9t2Ohlj7eCIVV2IGisIV3L29lysIz4Cyr+ifGkN+FzMF7rKe30/XK9x8TCySuB31LZWMmwYLJmJuC1enJ2twi0oOxhxWeWWaXM6SqTDVrCwLA37g17PtQPX253tgS5jO0E5oS5DYpeNoACLRW0Rm+EuiJFYI9dzAXm4x5qUKbg13MNGoHz09Pn+/mzseDxLY0XYl4vlX/7wR3/y/T/qew6hCLsSknCaqirblkIRSWKpQeh4RlGTrLCc4M5rbwyG/fuf/ub46X1WV/t74/k6zmBt8sQAWwLPpo0VVGqAYLSaz7G+CBcKVpuAGHSlAf/WTadqqRiBDrkUyhUwOtbTXGhgIAgwRCFNbpt6D8zC4BeX54Ao6EdcTJxAYQg/6GmUkqG8gue52Dhc7Xq7BR4EAxAh4gygcsS6OGAEoMdbeaIqKKOhQ1E0pjFfLV0LAhArBgXDi0qFpPvs8aO3P37PC/AJfbwLoBj/ti2sDNRyDdQlbV/kgEPY2P7uzo3r12DS0D1ABexKHA8fPnyIoEn4Q/dGyXYYR0t/FYHRkFoiKMXuKRXp07KN1NVy6ejQCoTJOdbpyfPjn/zi7b/9rW/2PBd0Rqbfadtxz5IxQOIa8uax3C3ZaVnQ5mv6aHb4t3rDo6NbDz579+zypAYkbbK6JiRkrKYYCKAlf4jX2wuIud29G5pEd8oI0S7BZozSUEDkQIOx4tJvKS0JPgO9jBWENALmcbV1sTc6v7g4D5MEiA8iCksSsSLTGvByHRSD3BfQESJim57nIdKo8uAemEmppqLUCZqUsozAQVyXO67X0Adq+zdfOj27TDbhSGVUsQGmXLXHJxd//ld/U+vqCBre8WHySRYC7YSv0TEjmaFCJVSmhQ3Azt+5c0fX6cT18HBfZQadGW43i8X84vIiJzpH3g9KRnQQKAQpWpby9IGy7VmWgG9i22zHwzusqpJTbrWuAa+44s/uPz48PHrlzksGJRQ62kaZd9w67kqVhSywNpgnVAWVcdAKYzGZ4fZv3H4djvz22/9RVc+x/aCfdVNUVSKaCqvT84MwKlyLCzMwue1aiJ3+aOTt7niWYYMHPXp+fLnerAFO2IdWp09X4DoBrbvG+3TQXmlKY2nqdrU6Pb+gHKRK+ThNoyxQkqQGNyxTSeqY1krnQa+XpiA7ued6OT5AESYZqUKcvSHXxvUDnfIix+rAAnKvABhCGv/VX/8ICg0wC6/FHVxeLqBQ4HnrJBq0NVlSU9uua1AOXPc9QmWXyrU8AAs8H/uMKLlabbAuUZKSMV2e/+RnPwEhdenUdEDCk460a/wEH7FeL6lQCW5I7k50DsImjbdQQsPhACGBSmTw29gguPb7H318/XBPZ45MkVGGpoINVRXdAKgnyXfaD7ggEKYqKsY7kSqw4eP9m3vXTh88uG/ryjabzy/nGiV4NNsx+73do4OdLM/CML158/Z0uofYmBVRlkctZVzsW7eO4EthnF7MF0+fn7w4vUyrBoFdUEmMhiAP7QUqKMpstVpHpOprRDfcHpxMMgK1rKBNC1wwHE+rNcd2pIsA1UqwQHgNlh7vZll4K8r4UdwCNEGBaG2cx0WR37p+HfQ5j5Ll6SpvKl1VB34AE3P6Qzh9pQho/RYyOC8NlzKEPd8G0nAmDxDoTA9yhhM/VhhcJAMoFSX+/ejhY9tybty47rjO5eUlFhP7B3/IKcVA6Cr5V0PKityJCD1kHOAX/JRTogV4pUmFVdePnjx++vzZ63fvytywUlOkVanCimIvLhg3jBtrsNCtsCi0Kjq2FhKY4ozBb9199cmDz97++Q9UUVw/2g+CMSXcLM22gNx96BjcCLx4sTyJ45jyF5TwoXWCRXueP51M+9f2X719E+rp2cnpZ49fbNICa4k4zMB423oTQV+FcBdIcLILQcfmiLuwoDiFUkYMkamzhlgD9iPw/DTP6CAOr68baWQZlgAyhU4kKqw1tBHvDfrz5RKWj1WnkiX4i65T8SgHtxbn0RIUpchKYuZZFoUJB1WhAzxBiEpZQnwu/bsgZaWCv0VxAruC03/y8Se4jO9//+8BuBJcIV1ALgONwHKCBVR1TmxfRtbxeIytgudGEHHbjXrBeEsRoovehBXY8cdPX9y9ddvQBKfwoRRlQakaSsMptPNgLXlGB6xlJkiX0ekT6Ic82cL/7N/5g39gud764hlirmnYlMBwALQmgg9MOE0SCbIwwYKKscjxVCA5Xpll5Xq96fV6sClcyau3Dl65c/3j+48YsyAKGny0qLdR2BDCcNEVmilUNYC9wbt0x76e6sJhNFlholGClSFcNRRESWrjrwxOB8TAFbhVIxQKoimVcMBULy7ORuPJ/it3z6HmmCaYllu2EoWzXhDlsSiV4XC4Ws5XaSi4uK4eADwhyVuLW3ZPU3WQD6HpYM8VfEJXXaf/xf0HwBDLNB49fBD0gvnlJTYuirfQePAnWOpw2INdwlLBFEAQOphllJfUqFCiVriMKAQgHU+DiV2cX8D2wP+pwkl+gRngBfghtqsoyGlxe517KZJByLMp+h38rSKae3fv3q9TbKRt2gZwiSkV9iSHyKsaOisRjk1fBZVqyNoFy4JrEphTuYwK3mzqJrwfRP7bX3mdcQtcG3ypaEQGQtw2mtweJrVrI0mKTNYBA52CzqHByWGCtaAyqbrfH5ByR9RkXFCplQTBvMAHgoZAI8Ehq5wOqAAOVSCgZSKX161m6XYCjmDZy8US1MY0jNOT+fUbhxeLxWazAfOiZLA83qHDQFWlfCs3Ww3KzMBHbzZ02DgYDcMofPLs+Wa9bprqrTe/hsuDg+7uzLATINphSOm4+Xwu8RmfxihNj2Bhg+O03JSSSiacVZlJwgtC3KQOAk4aiM4iW6qJokw0vDKOk+7khkQinSoiLFHaCp9UZXmZRdvV+fHTB5AaIKcOHdzxoswpheM6AFzDNMCswKmIUCXd/jJES+wNXZNJZw20sFz13ACLj3gDS9AN3MBis7gEW3J1w4VRk1ZuC1psqWAhyIGckghJpV84MAu1NU0Oj7URb5ia5YlM6dHNM0lHEaKruoTGpDNpVQXhXVGdRimibb7OwGC0ng9dY7s6a8E2tG+88cbBbEJ/mya/+9U3mjxbLM+Ah5CuohZ4PwB/wxTHNjeb1Xvvf0gFc47XHwxBHA0yQe3WS3f29/dxkZRFoVc0w8EAwJMmOVCSjloMYgy4IcDScDzg0gkoDSlrwuhO6fCrqcksJGdrpIQhcFRZUeX4Id4AoEF0sCjlt7YsewBHyy9OEXo+aMvCNuhghxhQVYGM6BZMtcZGYocQY6jIgXMsKHZdkR/ebQ/erVPgOTFJ3BR9OhYSfg9tz2GrRX5jMjOEiDarrCyTMge7ANnrMoOSf7ZUm1BTpKXsI0VtuD29G1AdGIJ3lklYkgplVXRJWJJfFWgOC9OUFJqKheVqnJOP9inhX2Xp0DZ9Vl/re3/0z/+Za8CGALbN84uT+08f2K5dEvkqwYax8zAZjdGd4paplF7j2IPSdQLX3dvbL/I0y7Kf//zntq2/+dabOVwszXd2q20Y4eMk8ILjeQB5vAGH/WlShbbyrIbJEnClC0jyZ3RW0wg6AeNsuw27w2g6ACaEEYY8xZIJOmV+cfLwi4/i7aWlmYBNhN+GMIECJ535kwwUMstpySqlCliERcGLASxk4LBfOnakPB8+FsjDKHywEj6ppsxjh3v7e5Px+dNHkEKv3DjC/azj5PHz56skyRGBSmIxmrz+DrGxM3meqkoDQ4FORggHsJuCIUbDg7vUUZqkVLdGSfIG8N3X7bZoXLhkmh+6gxZ0oNma+9YrX3/r97/59Wt7OzBMANdicb5erujMStf6DuhbkKlZTTETPlosNxE+N88KRGOIKkEpAirI6vd7jmvBt7BziEmb7erDjz5CGNnd3/ve976/WCzW6zWJebp8TSakGCepStsAg0OkbIi2S6BTZfqd6vRbSnGABYYlVTfaBBoqXAO/T6cAYEQNnVbF2/Xpi6cX5+cqAEMD7LRFTT0rQEkJcXSGQCffRP+oXgAMCWZSUsrdUKUHw2+0RpNGQiUC3UlpVuQOc1LsdNMSWBrm7tG1kydPXpx81rec0XTaqkfl06dVHJlGl6CgL67RiSJwQJF10lh63GIBQmxacAUgBsxrAwwvMiopzDKqNrFxiawH2pbWfzS6lvoFgoewuL8/+ZP/5r9yBwGWFXeNHcmzzPf8vdl+gz+DyJ5YtdG43MsrGKHZaHqYYKtUqK9wswEXgninO4JY327jKIE6BFCDZeCuoyQC63z+4vjf/Nt/+4d/+Ie7e3vr1SbEryXJyfl5GmXwgEZQIZGgwmj6ppUHYUweSDCSoLWsC2haeINFMtsDEFFTBoUTaAgGTQbsvjw/efbkcZJkiEFE56El/QCeRwjWAsqoDwi6EQsnEZTev0Ho0ykNDNeRRZDEUOTvd0WAVOjrOA5JRMFgcZoOuqvbrr974waM9OGTJ/ziwh/04RzYRdiUD11pWTIhDRmgGQRRHHJVVykLB/YAfs6aFmwVsQgyGxgOj4KjU0eYbrBGLB6dtKs0D4vRYOBqJhtYb/3x3zYtpiMKSnttNNUUVpVki8VlWBZJTjTUEJRt1kzAI+Kr8D2XZWR9tu+ATJsWVQVDb+3u7IKkwcTXm3Ay3R9PdsNtmFO9NeTg5oc/+ME3vvGNg6Mj0EigbpWn/V7AcYkQLfIMlfITWFlEb/xC21iNPOhvuzIpCg+814N20fFqYlmWBSzBhoE4ReE2S9Onz5/mVAcoy05NO81BtRQbPKkVXMN6gdFCaVQdd+REBVs6lpMFIuRbitJtEpm/FGv4XpFcU6Xzdj3LqCiXDwaGCwl8AMFfUckZHR4Dex3Twvb4nkPygHCrMai8hCIclXEDZh2Hqt6FKnO6sAoReDZkM6xm6PTyRfjww88/+ehT8C+bG5Wh3L330v7LR5arF3ms1pRBraBVZeqhoirNFFgNVQ/9qNOZHlP93jxMG9CqJG3KxjJMXHxE25EikCDuxnFq224YbhFUZMJF8wcjn875i36vh5+/+6t3nzx68vLLQO4bSZyE0Ekkn6k0qJKoRyfQ2DSEr6IEETKFZK7YOVwBuBA8BmtEdTVU+KeB/AH0YD+Qnh8dv4APwRawtWCDdBaZ5S2gEtIEUNWmeGezyumEm5ae8mOy6o3chf5D5VQmhR+EU4l1WD98g/3WW1lUJjEXUmPJVPilFwTT2d5muZDRS0wGAyouoGypQcSMK7J0AAxbkwVBgpojYP+EFNgZFeFwNBpj71rG46L+xTsf3H/vE7Vs11Gat8W1o539N68fvnbTtk3SGIqRQmyJlMgq8QhZuAhpUtW4Yd3yTGLSrWs6PT94dLFcx6lGZNNuqZ8AJD6HTR8dHRhkHSA3OXGgmggXxUr83zCs8bg/6CMeF0X54OEX49Hwpes3+n2bk9xTJbGmsAryok3xq32/pMZPWT5DRQF0dA9rRVSnI03IRCqbMtI4gdOQzBQV9oaq0usS8RD7QXXurZoXsMUaBAQXYYi2pK4EZlK6iioHpdgCapGBk1pWWqyXvJIu6VLJymEGeURncSQyqV6j3tRtBdsEXoJxaw6VLrc12QTZDF5CRAXXQY5IUk5GUgb3gavBIMALNXIpC0p6u9x88uuPnnzyQKmUQNO3In/9Gy9//Rtv3r59S7cU2CgCMoyLDoAVgv2apLhgRDIZJElStAnD53HXcmugK2h6Ux7MEA71+TaNNgllgVRLkSfunmftTCeSvqqvvnLbD3quXESZFZPcCjjVFG0B/6PEqK0Tg6KTVKIu8owF4QCxJfBcrA/uFfcDq4b+AhpS1QR8BPZp2ia16rWLxRzqDOxlMhmC8gZBoMnuGEHoQTkPaiDCtVBMw6sN6EqwZEtnhjRB6tKTBapMZv5hgPBiRSFBoCi4/7qT0FQyRkWNlSDTl2UPug4qStdC54tGm+cIaLpqUIG6EJoiKOhoMAaASrpYrGrKORFBpeYWHaLTD3y/iPL1YvPhL38dP79wN9lkd3b3a6/feOMld9YzDUsXWJZKMdRSzVoBZts2UHqg67gYqTxgxcF0Evi9rBLnxxfG0TWulEAph4oj9Nuzvd2snFw/PL88T5Moj5KvffWrd2/fBqGQJ+BU40ImKE8RSAkIedKVhevj82xxOtaVwWysmTw7WXLyfEVr6IRFwLSH/cC2jSLPgJKUpYDEBsOvCiCP3+tBNWG5w020mF/AUoajCZV5mFT0OhoG2EuuEwDqBEwQO8wy6ZQWqlqn0CKIwKhaq3QJCsqYwbfkYXEBE8rqBoGArlmyCVhAIZvtRMf5ayr4J53sWLBl0MJK+K7lwXoUKsag5aNOLfJUKkzsuT18KPZ2G5Zt1fpu37M9Og4yEOFN0LSnJw8XX7wYWu62qlbh2h543miAqARnrBmpS70BoTASrS0bOItCHWFgGa4/mI77Q8c0COZqgajjLVYn+0cDaoAxe1wLuuPmG/VeWV2HWpVtTMBtQ1JI2BiILZlqk4ENr+UpuJIl4Betq9QgXnGeJ9s1MbYw5V2dpjzlxzIqnutS2yuVNJaETFTjgshUWCaEWJ1U9Wq1BoUbj0eDYQ9Az1QdK7deLl48e662isVNvJ0uD+8QYkxoHkp4aKqswW4qudt1iwsEDGE7WzrSqls6HqbKXehuQ9co7yMrGtsGQpTJc5cSV1LIMCNSAXQq05K2zOAOXlcLKvOmLa3B53XaAhVkyXB8MJTxhGCB6KKQlJ5yidqz+w8//OXbTVms01Ijbqe3ac5LOgzG+wpdo9YpilcWhE6l5pbv9Wc7/mif0zkvQgi0dgb5V1cp6PFmGRFL1FntGogLOlX9FNRxXZe6yAzQGlYp1CZR1KJo6CzOKjNWF1m8OVGoAI4Yh4HQbmn0gQ4gSS/zfNNmHOvAyNkI7mU+W9CBrkY0A3cr0wUNnd/Z9Wa9vphfuK4zGI5AXR4+un+5WJydXM7PzyFFh33TIsLdGNT2qJuk2BVd0+lElBuwlaKuaNvAX4kHQAiRi1QkD2tIobqipiKqTGhZS/2nxBax2nSGIpSyzCvKK1FmCeEOriw6JYnd932sPdkj1WIQySG5g/c0LYXiGctjrKOwoNHpw62oTP/dv/n3T977yNdt3bLTOIbDtGX+61+/68+G46MpBQN5hN+oOh3qG+b41l5/jFBhloA3lncVUmXLIR/ef//zp88eO/ZuVUBCI9o/QvA7ONjb2fWYErIyglHVQEk9QHBQFc/WxvhQjQIvFU5cvPAff/heFSX5xZIy4FUCO7NhVbYHheCOpwSyMnmjcWpzUVxqs64ePny4t7eL1aP68boIo/D4+MXJyQm+XW9Xz54+Ozs73UbrPK8gkzzL+s7vvBUEgzyNEC1cy+45tmPwilL3GoIZ061tkjRJRblDOr+mY2wSwhUVslB7ra6BtMo2NRCBEv6GyAdvIEWstvIFMLyyS/rVZYG/sgydQja35bkcdHNL3R6Un1FqtUnrTGnLsmGAQ8q1CNFD2HI5titZxpePT0wEO82qslxTuef6YBwvHh//+b/419/5B394dOcmgl6lKXgZtL6hO6RmNJvad7K4ybcEpAiT5I5tnazqaL2MEqo5oLR+CXhOVk9Efms0dtWmBCLCFVrdbURQN3AwfDCTEgJQpEaVNji4BQcCwwJERZsFnW4aTpiX0HHYIC67hAn+cPMQhVWZtxSxtRfPn0/GYxC3y/nZX/7lXzx79myzCcu6pHogpYst6mA4+ObXv/VP//Gflcnq+dP78Sa0uD7x/b3BYOx5Blc3EERp2lCCzoK9g21LBUUolKcIbVTMwekAnkQfHV+AClO7JxmS3AyV8q3UFVipbQ3nkNySbMbUbeywBSZpARHUUqSEwyq5n8qp/XixCR8+O7W9Hh03qe2z+dnx+YVuOhxxyjZXlxdxnvQ8qA4ljSPouRLoXbWPPn0M/g8veHx+6d+4afSHm0fnefHheGd4eDjzXI1oAyPXddz+wd7h9PevHV1/9ut3frTdLGESpklFrePBeDC4Zlu9NN+2DTQYUJ1wRAERLNvtVmzX0dNnxx99+nmWJoNh4ICODSbj4c5s9xaRWLBKnVpmqAgHyN6VeFDnLU01qE8vXhwdXIMlrNaXURz98Id/+fDxI5gzOIztUuqXwycM+42vfe2//Kf/9cv3Xmai/vy9tz3bHfUDR1F3fQ9CLilStdeDC06FuFgti01UUF8TcVxBHtP1C3JmWFzmYnQNPMIMPB8rrpDFF9i8pqwhoVLoKtcwS5ocgvXXiWSrVDvONb/fZ9ygxiLTKeJtU+ZSHWiVUmsG298bl40CnMWvHfovjdbrJM14o7z+1lcgPEdgOkzvKDwu98N333344afPHzy5PFt6/aE+GY1NL8kBjUkYhucX8y8+e7IzHe7sTkdDbKsPyHp6llF5uH/wu7/3T8isqfCrAbe1HE9lRtIg4EDaU/qjTJq8SFar1fziYrFYhlECmIb2ChxfbXlbs+uHR5TWkvMLgMm4C4o5clKJ0iVAYRKnp6dKDVF2CAWL1QOg3b//OTCtPxyMRqMbN2/u7R9A9wBjv/mNb337d3/PdjwSBEUCFg9ROBlPWJppLQgu0EZZrraX22gwHvX9QVaDVlE/aiVbZxFspEwBqSGlRqcpYIaub8uEGN7TJY5DxdbAEdMxeiqUckGhp6EeUctzsNOgjoosF4EEpFNkpVFKDpYJKHAYm/rm0PFiLHBVB7o+6Q1u7B5Qst6QdEXtEllCviOMw/jqN9/YrNZn54vPHzwJZgfOZBq11GtF3dwQMjyDkANlOb9cnJ5ezHZ24HCel1O9AUXU7rRMyrioEdFWThFpZG1lA1MLY2pHkzVPreP34SvYV89zPc8nHs95DUM0QQIFqVAS5gSdQAPclSKLqluqT6zat99+58MP3seLZfF42esFr331K5AK+DaKotOT09l01zadW7duu9ibLqutapO9w+ViIem8BnPBVoerTZzS6IaiaoMhSKcKtaHlELt5Q61regAV4PcQrencg+rzgPJ0oVwjri/z21ToJLuAatpCV/YJwbSgRqGeuNbVzguabkFnUYbrCa5vFwso77ZIRsOh73r7uwej8dhC/KNYTDMAmKRvshFM1tgrAiCb13UUhXESa7518Nq9RNU3gPgGEkrrIUgjzJW0dq1sLsAL4QFwRNvZmlRlbHC9S4VoXb6fRKRMMct6/ror0TXlr8pkCJ3ruK4ne05cqhtl6nazzrLMaCjpwWT5lEaaT+Vdwpror6JA+cOUIOewDrPZ7ObNG3t7e3gF5Od8Pq9lh02cpFGUn18ub9y6KwOJohmm7Q12jm48DjcEzBoF9pm368bZ+WJuOAZVdeYlSEHfdWEkEFWgN5Qdsy2q5AZlsey66TKvolVrTY6mAI1oaY4JHMRgsuUMfxSaRpWWNI/EcAYTxXSyOK1od6kZNE+rdJPgNf3h6PbdVyFPunIw2SEhm7/whrJxi1Qq2IR0Yrx7xVQfWyioBB68pE5qHYyAyRN8kH9RUvkL8XldtifWMnXcyKo/uQTyUJw0WXNV8yzrxLAwmsnoQFKTA1ioJYZOhA35JzmxRLfh65TgkFVgcuYDgS2dutgmWBJXZbeU7FRuqHxe50d7+3fuvKTJRGSaFR43R6MZCMx8vqBMIy6laT/4+NO3vvFNU9dk7gTCRh9P9xajF/OTBC6MT/BtB1phZvCibakZhrQxtW9ZVOtOVmZ2aTtZDYf9AOLKut+WZi5Q1wKldsAGqKIdMIc/w6ZwQw5NAwIbz6sK76gbbmW02zhbLVfTybTIy8Bxvv3Wm/5wSJ4hdTCMuMwbWbAosyOUj5AHjwQldMZZw93qUnDVdKwWena0v/fKQc2sCuyM5siUOR26N5pg5CZgmd1oGrU7pGy7HK5QOlvt9qY71xBqV8Ssal1SsasQUuWtFXkK4oq3AsYAWj3LocFH1KdPtN03HeBpsk0oOwn5iVXCjV+7dvjVV++AQ5S1bF+h8SU65c3q1rTcyYQXZQasL6v8408+fvjo4Sv37mDPqfaFUtDG0fXb29UGQBHmVEOEMA4EKOva7UHem5REBHfHGhl0rCAH3lArVsuUrr8Q60TrJ7oUOSUyqdEwy2Aotu8LU43yAhHTrIlpAtbwl45hAdWTNJnsHr7y2r2B6yjJhlNlHdYcWraSkzqKDiK7tlYma1zxR5izaTlCbctMQVwb7cx64x58BGyFaRCbFaezWmGYje9CPumV0MuypnZJRbdNDxGPquA1ylJ2ZQ9KV1ku90bqyLbbI9m62Uli6v8m1pqlKkkxU54+17phOppZ5zkVkNNwPaUJi5LneqPwOEod1wp852B36nsmVAX81jSpIY8SlDL4yj4uyuUJYdIBlGiSZPPjH/+Hw4MDB8Gcm5QUVYQZDI9u3n78WVaSoCWsLilz60hMkA08lGiiw2ZFBj4sM6OiRoWymkxJ8yyJo6IqLQI9TiSNG37fIa6p66VQAsck7QqDoHlXZPbeeHJH5rJ6/V6h5FCXDWvzTVRSyzJVnCptt99Nt2qCJk618gCJSgYrx9IcQzXNo2tHzLYrkQqxVfIFtgYqSdV7jEMemPArgi+RM57zngbD2yTUue45TtdGRtyTWsqku9A9dl6kyU0TsnC/y/HWMbXHmoRrdKRC91jEJavkLJtC5TXTshYkCoQDIAPaxqEKDnZns+mYumGYCSJweHgwGo2p9CTLLi4uHzx4kCYgQODoMT6koGplavV4//33vvWtb9+7c0+Wc6gyO1ODwk73D06ePW6bAphl0dwDJo9bqaKRqnbJrMAnFEoCNODYDbgbgBmcjTSMbS0X8ziKQTGDoA+GRhMRVOrAWs8vnf6QRC6V6LcHs+mw34cMmc12aQhLXauyaAaBZrHZiDyhkKMQy6DTuaaUFeiEMIqk3kQTRAXWLPJmtDsushPwD9yEEBH5DdgpL+W8n1opbbwHHbey0qIqWbW1FJO1y81CZ0PAA1Wa0ZQZVUYWLLxG+SSZHJEFQooUEyKDMO968+EfnBdpJorG5rplemreqHluUkKRNF4tGjr4hYoyGH/5zm1cr+e6f/QP//TNN99yHaq/ks2LWhfi8jx99vTJX/3VX37wwftxklA5AMgtNy4Xl//xR39z7eBAVv7JdlLqS1P7oyko0HJ+QSwBEU82rgNaGll9odCRtkaT7ShWy5KDCpxN4zQoh9k6n45HijLS6HVXPSuUwlJqe+gCAphWe2rb1yG8TNuxwxa0OZH9QFgCRrkYbnHLAZOlN6dut7bWEL9qQRtC5xGKKKjdW6WADRizPFthGfCmlfPLNGpUk8tKxd4rRVsJyjHVRYk41/OcftvooMcCV1uJd372WZHmHKK6ra+qvGX3PtaQSugti/rINNkHqnOqeYbMo/oAfJBqKbqSVcBgpWxpTEDRUD6r7cgko5EABWJfw/f39r/z+7/32quvDvtDoilAW2oR1eRRP8Uyw3Jeun13f3/vz//1//3v/+LfF2UtD5trvMv7773/u7/ze3deeokmnlEhW07rrWqDyQ4wMFzPTRp7QgVm4JmAFHn2IgkaKQ+Z4aOaNBApXE83lEIFrtHEq5KOMFTqVIVPIdxUjz98vzfw9nb2wyQu45z6vAEVdVpEi/F0ZlkBTV/hOra7N5k8WVyUTQXM6/WclnhXBqMHI8Fy5MlKNKWu2yqEqyavg1uUr61peinlNxgdizZ0yIN9qOk8j8ErPMscC9arKuw2Ll0LzPbrX5vQsWlJQ6sq2dFICG/S+INuxgEgweAAAhqu4rgOLW/ZtGlpCE3kpQljKGtKOzPK1gmZygMaE5mAqdcNdWb88//xf0J8cyxbUjIqn1Sxw12KVJVdVxQjaIrYn/zJP1oslz/92U+w6apCtfNRHP30Jz+589ItQhKVjteoyoymUOjD6WyzAhuf94O+Y8HsKQR01VqKVBBCq6VzkHDSujJiBCwhYxK5VEMnxBAkTQZ6mSTx/Pnp/JSt5pud/T3XdVd53Dzb+oHdppvFsycg9of3Xq9g1lQkp6Stsgjzky9ORhCQe7uQvAZrdQ1MGlsAV6PzK7K/VoCt61SFRwffTDdrVsmKReyTC6lLIy8Y6Iie12x+3iTxKRg1xIoX9Fyf2maZMqIchtblw2l15by4bLvdNnLiUl2nWaYGjsuSCm8If64SqrTVafhSSuoOC8II/GVdJZEIOC+V2Uh1wWXrBGURYAAQAbJv4+qkqDvEo+M1Tacdsp3vfOc7n33+yeXlZXPFJ9sPP3r/7OJ8Np2qxOJNaNRuyYHQ+4c3nhQwrUI3DWrb5jIz3hFPtYuajTwjJFHBqNFRjinR6dQI/B+3tdks0ziqsxJmUUvff/ri9Gy9QZyiAwvq/8Ora8P2Xh/vhPG2kF7cFvlgPE0r1bDzi/l6GaW9QQCJagD3aOKRKyeuyN4iRgfbuiKJZM3DjCtyoI4qDEp9UCQgApIWYV5RYTBFDV2Xo8rA7GutFRZUEpXx0eGIbMglCMDNHewdCKorJjqQrEM1KZWkarOY0lSaXlFLGC1wKYdsEHltO2GGTVJKmIBGx/AN6BtV9CMWyD5FYjaS3xD8Kf8/Wq+ScDVu3rz1lde/8td//QOp9ah+MEnDt9/+xZ/8wz+VB+dUGSKH6SqlZPmz3aPNer6JksAygbvdpRNqEsYrHfEs8zQN0zQtIW4t12mpBJzm2cTr7fLiPN2GNJqz35vOZkmanjy+H51f7O7v9xzLVGsoG1jy4a2Xl5t8nr7wg4ADnuvC9jw3KPvD2m1VKWyqTbWm/jjDltU7MuEnW3Dx54ZThSIMhKiLImvOaXwd1GiBlQHhgRHbBs2LofwR7pHqxmkyNNyqgSgoc1Z1lK0rye+YNXMcJ4mTbBkW69jVAHhmS3XvPC1y2WsOGK0A61iBvG0oc8gdwAeZTUP+0YhKl9xOuaoDobChdtXSVw1wTOtqMKjPlT4WFNQIfF9WosHrySPBfd99993v/P53QfbkOUtLPiJL499+51fr1XIyGiKK//Q379++cW1/OrK5kDlQOvPDO+IGtufzIkxbZmojO8elISKADJiq7lSz3YPBbd/vBXbgC12HPw1nOx98/pnbG04noypbYxlmhze0YCwU0/V7jmOFmyV1RDPh9kczjaqF8NUQ12uIvMveBRAFqp5U6Wy76/yWGK7SbCoadMrIQhCLFEoDcwF2l9VcSwDHjY6X51hztkKElykmTsePBgfeUpMbQrVuUNVjVUebLZhcz3cYtsagGWKC05iGKtpcPn8Gn4QBKEQN0mR70SjavTe+Y3nTqlKhDhr4ZtrEeX41IzBLU9gRorAms2iVbDDDxlEprE5XgBWn2sbLs6LIZHGMRsfusjvr4uL8408++YPv/gFTTTlVQYVUfP/D93/2i5/fu3PH8f3HTx7/7De/Ge/t7pp63eRt1zokj0zSuLD9PrZinUJVsOGwv0m3iOC9vvfyK3d3puPN2dnFk+fReg0LB0gHXvD73/mDSmXQHK5n17IIWGiGDe1mOaC/lt1HeEYExE96uu1SkyBNgQTdpZc4NMrbtqniXvoQIVyHuLA1Xc66kAeAUi1l2+yL3yRPf9nka354h9/9dm6Om1Jp1BpKjc6kJGDQFtEkb5kCUa8CEIlv/D0dLnI5Ipr8EqL+cn4Rnj1Xy63GSmJKImvyS1FusPYfv/cXOzdfnx7cSvJwevOaau+1VAdIqS1K20no5DLbRVy2rlt5jN1SHZBOCmu1WmA7bNuV9dR1lyACzcZN/eKdt998661hv8cEn8/P33nnl/jlvb0d3dCquvzVr97J4ni7Wkfb4SLZ9gMXNG+1Xj988DhP82v7h/h0Z9D3BsHdN17/4IPfROHKdCezg10Tepk1T5+/0LnlB30K+qKtTFaX5TzebrKcKgwJpRo9b0IRysZKjbpGdAMY4EmC2+8HYFO6TI130rGbuHRVUKp8ORpANmJJrVM1mjDi8OSv/092/I5nls7OPd3yqu2l8cpLFXdrlUZcE8+gc0zwGkMe/6pXhJbRfGGZipPSF/BF6eTt+vJ8sbjIw41IQ9ZGDCyqItCiUg3bjeKsqLPFk4/ik0er5eVy5/rd3/17zHV4lyqi1ixZCd5RNjg79r7t+ndFC0GqSGGFexyNBmAQSVpIzaXKzKD68OGD9z94/4//7h+enpw9ePDFNQjbYQ8k1rGtnZ3pvXt3nj57Aaq92MbhevP49Pznv/hFGIXXr7/06quv11yFVQOtuOd+cv+zvM6Prh/euX3H8kiBmpZz+42vPj0+YeOdgeMClgvwLlBeyrrjek2l1UEkKVjTlAMgRs65MfL7s9nMo655Tap3lV2p+abLgpGByQYjSiZRehggrTd10chp0iDyp+/9eP3gl4N2JVSv2Wzy802iGaPZdTa9rhG/ZF8mIxqZhEKkNaAGqEG+rtQuI6eojx88+uBnP44uTsEuqyKmyYaMOUz4jjYY2iArwIOc6QhE3IMEcOsyC8NTUL/15uTRp28z0+Ld0FMyOSnupCUxufM0rBpcQqYuaUKq4/pZFrmuj/sHAjM6WJMl80pVpPGPfviDuy/deP706fzi0jYOdnf3IjpsSbEcw8EImAvzdz1/cXk2nI7+/j/5E7zqYGccBAM/8E3TsQyQb17mheeYrudQ0/V61SCMVIVm6J5vAZA8f4DASUOTlRjQg883qMzNpWyjCuFZUpNAKYhk8T4ztJOTZ0MPPjmC/qwpmdSEy8twdaECLcoi2ix93zYMvgm3hhxXI4cY0uCBtoyr+tJ5/XWR13G0jdN5kawUd7qL7+uS0cFnU6gy10ndYzRXo6xyitMEOdSrqzNKKMOPjh89TNeXTKGkriYzPbWh0VFjUXFDzcuiUvXRbA8MNI3WFVRZXpvBrLdzhGjUJjFNcYJRkYQGO5THFfLfcoyHrOoqC6p8p3Mkx4F8luJfkcqJaHFDooomDD169OinP/v566+9enF+8eTZsW7Z48l0s1m31GjptJzHbaW59uRwdzIZer4TeMzRCp3QNGHgSHVCcyW5avbAV/OLi2fQeTR9Lan8YDSZ7nier9HE/Fa6gdZQVqZsy4XQFnTAwAhx0m15crZabcAFQKDVs+f3l6fHfb832T98481v9Lz+i4cPy+gcygfQBvmoSRI/Hvaj7TlEdBIVO3svKdzchin10VLimBneyOS39JZO+Z4vTlmS2G5g9abM6tMMJ5n6rq/qkIGpxmKxII5gWfDXwWh088aN+9slhK4k0qS/0xx/pgHE3PRst2/wNpo/22w2jTANdzjcv2sPhnKqdKZUEZcTEVqZp+MSyoScVE5HSbL4SUWcAO2lUk1J61arVZZlHbB2Yw67bKyMMe/euvESNPwH73+gqI/GE+JyeA+4ceANXZi/XewNPVOXCe6GUwuxqgJ+OHXyAFpLKlHDOrdACWE7DPi0XtXHz+cHe4cW2KvIOkhpW5hL2ECCU9s4N/Weqg8N3gtXT//jX/84y0Kdmkw1S9f2B16ehqtnX/zV8y+ws4ENoxnjNoG69JlxWHNWZIlFDMwHhKyWKyBQUdMsxtnhHg0oLoqL02PPcwywnipSW9nPIjQ70GshCnqsBdNkLpEaOmRj1yYMV+sNQoBlGG985w9G14626+Vqfh4uV1WWIZhHdZGt68v1KWQTgGE0G/d2bpveWNVthNXt6RmrM12UcRZRo2XXpURSTfaWdmeuQjYSdOPzfN9XIqpvRvi8//A+Na8qsltRcpxuWg+M+vnJycPHj/Z393q9PnavKOsXL07393Zg7L/z3e999w9/d9yrzHZBdap0VE2HyIru0XkwVJgG90/bJm7apGkyQZlLvS7KwLKnfX17/mxgHTASoTRDGDbDqIIHzBJuZOStXtXEo7zh9PadeyfPHxZJNhz1t9vlYruySJnXQjeH4x2Qp8v5MnA9pRBGrblDxdLhR0VetZrn9izXtgDhwWqzDSN41FkBHaC2q+X56XG+Ox0VycVk0nd7dVm4SuWrplPLWMBlAXSWFwgBZNxNm6bxyen25PgsjuP+oH/t+t3bX/uW59icBpfW4MlkZ00pgEYyaEK859Re3YB7W9S4Zph9f+K49NwDoFbXElXQWGwaL3HF4mT5TvfV6/XgRpvt6v79L6gNqCuAa+QAd7VLLmBrk08//dRzXeWquJvHcbTZUEm/G0CWGoodmIgxTdTWoSiyKktUXaUkVEr1fHUZNVWiUDmOblmBafV8c2Y7vZ2eiWAi5KRDpWFyUBfxNdWIVTgcz1pZLMe0wrL1r33jq0fXJ8l2keSZE1l5lBrMaAVNQd8/vDUIhqJOqnR7+eIsLkq/1fICyhqvpbxGbzDx+n7TbF2/DcNM48Nok56eHTPBEPa2CfBwaoz27dGAWSOhuzR/RVAnHjC46krVEQNpcEwNJhbGKQVwri2Wy7lEPCy749gO5ebpFIZzOK2Pt2BeY3iKTgNuELyatK62VZGt0uTZCzpyMAzqRAD3MWiCpN5JAaVjn0SPuBz62QzHo9+8/6vTk1PZUEKDkGTtZ9eZSsWkcKmnT5+8dPNWkqR6UViOBYOAIQa+96u3f4lg//e+/71a90gwaB6NAKme1eUJhf+sgtirMjgl97zpaHLkuWPT9Kjsg+oiwRgiyisg7tcNo5E8Xm8yqLi/ic8MW5P1DTBbwB0d1u/s9ZSjseX6eQXSoiGIZ2n181++86tPfxQEwWQyO9w/2HvlWwENi6Di4n5J4+/zLKuKfJtCYw6ZPzy4dwMuN9CNyd03NG4algUA00wbG0A1/3EZp2dxkuDeTcN0HI/4NBWY6TSOwB9Mpru44ATsKIvhK3FM/ej0EKWipDZStumOUKltQrJIRY7wpWYQ5apsGYzLli07vmzubaHXOi1NkV902eovz/6648umee8372WZpNTynInSQZRplf2OMrMAd1ks5rt7+5988okX+NhvUu0m38xf/PD/PU0X2zff+sq9V28NBlPDUIOhtV7c53qqU5bDJoUS7Ohmr1F1RW4/5BYkMHwLjCzJIIoXsK793V14Aj3LKM/01tFlu1grKm4y0DmoB10zTH0oBI0kSurs0ZOnjx4+ybN8MpkiRM8X87PTc8rNgLG4MGZoI9eRI05lqxbXW13tRmdjsRIqLSrrlEpY8BY08AaahzLYsk2Xei3wra2q2D9KTRoWR9CTHYCQBIPBmI7TqU+ymxeTEQJQqxD9i3oOup5R2SLaJc/o94WQ5zna3t4u79rpaWYnzYrumpyvOmnlqDBBS5PE2+3q008++vjjjyQpUOVsuI77q91UPtaVMYhqsVzcffnlOE0u5nNqToeQAQNLUpNbRbJ+fP+TJLrw/N6wP6ESK/8eV3O1zjWf2dwWgkM21C0NZEG8peFrUPu9MSzFR8g2vWS7dfxgk8Y0o7JKOCI3KAyIhAaGDIU3sRS3Ka0oLJar5QIBeb0B7Az6Az7iXT5Z9mWKrjZAkQnZKI3TLGMU7bQuY/aftWzIE3itGzWg2lT9RAduNDnPpNGAtKu2EwR9TuV22tWUKDoLZd3qqTJjwYWwXEdR+jKx/Z/WVunmFHd1CrKntAv50imIffKuFQ1BvmtAZ/JRN50y7TrWGB0reG1TIOpQ66ylE8golHSjgEitIG13iNO55cnJMe1Hmj56+ODmzRuMKG/7yqtfefNrb96983K8XRdZWGzXj89OnzMxmY1uHt3c39mnM62WJjxRZRhYYNPmKfEhakqRg2rwJ9+2PB2iIY23idXr6QHVQyP8lQ2rS7FO6zTNovgkTXOacyaHOg6pLUtW9xlUhKLrlhw01EowaSpqSKoSBGp5ZihDKeuUuCpTh7Lbg6oSaMnlGahOJTY6NcZajiE71DWZqrtqNtbkgELZz0pv0uUwu3nQckSA0nUk0//b39b0dFUJXXJA2jpdGpYiq0s55Va2rnfnBzTag9IB7GpMMc0uQ+Tkk53d//l/+V//2//+fzg9P3348MFnn3364P6DS6ququUVUGoF9FnQUWoLtbKzM8WFmrp+6+7dm9dvHBwdOa4HlRNt5x/++hdqlfVcc2cy9bwOWilBShUAtaTNFdhjUbfNVRNyK9vfGQkMsgXwAd2IQihGWrymg4uypAcFatSpAqRiditLRwFddq/nuQ71i5mmi+ihyKy51tXTyAhL51NdKYfsWumKRuTkWbnUXepEZog7xkNTRaUXSOtXrkpvZCTW5FRbKrJqaOydIlN4lJuXWcar+Rzd9snsktw40dErpQN0GdfxBmVVxmFIvWQ0g5ryTUyCJv2iLM8kSt02LTdokhsur5tFjaD3+mtv/Bf/SITb7YP793/4N3/z4MHD11597W998xu3796W96nSUS4UQ12bNBaL0/PUmMyrqsJzvdHfGUTzY17npCTpHDeXxdZUFV5TUWWF/aEzB0ZdR2SHBMyE4PIMnAluRvIJHLKdq2vjpumfJnEaOlvt9YJBv9/r903blcCA12ZKW3EqrVHrqxxPF1qlZiPvFFpTFRfH8fLM9gPL7VENjmGrlltpOhVHEJJ3I9PVqzKi7ohGDubvakBka1UrxyLI83qpWdurI5q2s3wpEruKIVmeS9zrCu5kX1cjXYpjXYiicZW3cvpg16Egy8BovkVNGVImMwLUG99lDWUcExLuOC7RMJw7d1+9+/Lr+DhE185NKWvHupyQpsuBy/JkQj4IpisBQZyzYcxuOl9rTU4tIkIS40aWU0qN3NBsf7ryLhS2khTCzensQ6jrTbzMCyPoUZcoPe/DpCGwikAU2N/fm05mcBQ5vJFO9wRhLyWs6iqmtiLoQMraUCZZsIYQpqEHLIgi2nzxfvzgA9M12O5BNVfay2MhYm2861x/Q5ncLORkNgl2MjbI8zPKCFP6s9VkwPlPQEUA1B1RqI0iR3crXVwnkSh35+p3u0PJqyoieX4jU9JSpMsDQ2qIBbAAHcA+sH/0ABSqpKSTm46StRJDJcP4rRsqch6aWVPJVg5IxrLS7K4OWyUQdJUx3fPpyIRoY2QLMP2Qc8eLQbrTiKpA5QxHWUlCVZbyA+m5GfQXFKoBeDBSnjfkR2XdYqXsYU/HHtPtcBkY1KDnHR7s45KkPbKGll+Wnan0ILWmzOVDD/MkC+lnND2BDopbcBDIWph7ui6jY9M3ivWquXxkpitGk8QTxbVW9z+49r1/pk9u0jn3FWeVAkcutE6ZSfk53XCVbqHlHXWr1B0CdIHny3ZMRXwJajI7Jje9K5KTMKlSzwlMyuGaSY876WY5yUWkt8zpBIEwqaHBcK2sDO5GbSi/dcOO/Nly9GArzZ8K7Kn1j+JEK2fa4UpqWWAmY1vbGUYjt4JQVFNrGqVed0VhTXdpuAx6cpTWMnnuQqgoB83TbAoimzSRsSucB4nVO/6JT1Vsmglh4lsJ3wT+bRHW6TKNVk2ZANnqJAIHpf4/3aNJVC0NP1A5TSwBr6B+rl7fHI+Eo9cXWRgq0XzNs9zj62q5vfj4h+NvBYo9EF3UkV6gdIWG0s8JYqixhndnE+RJ7dU5RXtFzZQv5fvVSb7GWBfbro5Zu42XXX5yPo4mKZzg1JUhyw06/5C3q3WtZ90m00OK+FXr+m/JxpUJUJxmsg6/IgVNly1pV0PPJuo4Yoem4ur5FjScnoCYnlCkl2SAQH5TaKbhedQ2pkE9QIlrNc1ElAFY1khQkkC22xNPkofQMkoTDMgJGQ32m+KWUkt2wMVmkVzeb5IXRbKphNEynfq8GgQz+GVBLcOuG9iBaXmiSJdnn9cKOHqvZUHujFdupV8fj+98Y/Hw0fn8QrGgjnY2aWZbg1Z247dfEl9BIb/rV5KzBUxNVtWr7ZeVGB1f6JSnfKmcvnylRgT7Lbsnuk9crBtqQsvIrp7bQtsDdKI6NGp1yGUXRHcOr3153iO6vI74z766QWJN90gpOY2FJh+X7XazSdJYMkxtMBjgzgzj6ghZyA+oZQBr4XRgV/aYhs4bjspNoENJnJJm/8rnf8lcMMnprjmMUEw+MolaIQ3dpOemKjToni6cpgEWvmfLPJNCZFMtGuoML6jjqW5LKq8Di2SiLJiW2AyGQA8ajfNtE4cpDbfQrDZnUQa+AwRaRMqzdHVw466+d311sfns0bNrdr9ZrHb29pluQYi0X+oXuRhUU6nIk1dcnugGs3eeIjoLr69QUYbe7hdURf1S4Mh9EtRfhjDDNSopp2cgKOAkDB6cA71rwjGilUxqsC/HV1991XJmSIewsghEzmWU720YNCuileq1KnM5eliXEw6bxXLeq+i5M9QCQk89oqeryVoUmrqQ1SqzAqr+SwshskwOM2WETs1VAUo3s5/msEkAYyZTTCrO6SzsSwsGq47jMAo34/FwNOxTq4+iGZaj9CZZnbcKF2nW0kOFFTo1srS8zdb4izrV02qznmdhLFS90dQUf9OUJ6enRV5fO7xtBHac5nkSM5vqacPNvDe1WFuCTNFwPxqnIQuEr1RlS49nIWZeQZ92xkqtn/JMtgst0lOaDnno8T7diZ0in4DDKlFumnhNT54ybYNSmpTPzOOEhq3pBacj3Kru5FXX0t7Kx+YoylVWVEjCSJVa0rGUL4m86IZydo9RkgMnNRkM5WkQ/U6SpK3sCJBWQ90XVVmsVovNZkWxxJDNS5re79ldB5PWQZi8DyafuKd1AyrYVaSRR9KSKrGrs0R8HK7g88/vQ+Ds7u4MhwNTdxRz35n0TX/Nw8tkO8+ymB58IWD4bm88SsN0NT9r6zAuwjRm600y251kWTIeTiG6l4sTAInr2FQSYhi90dgfztzB5HK5Ho50Tbc65JAT7VQ5mUvpHnLqUF+7uGJlUh/Jx9zIpllJKDrDElIyyY2jGVNqVYeXJ2qdOJoVz0/beqt7kASeBeMqaHh6Dhpd5lcznuVDJYhIVfXVLDvW8W7ZsPBbuJMVI9QFQOfBDT3CkPaGgcI2XR4B+41blVmlJorWSZJQslVOUjItc/fgUJa5WtRxLM8WZV8GeZYkqay7/C4Iq18qeElgmXymT6ebyZJMy8ZHl2WxDaPLy0sI++FwOptNBoFvB37gzrxxWuZRkUVVkVOhaJyO+4Oeq243oimyi83K5l6TUZH4+eXpdDrrGX5bW/JRUKw/mrZgUYOR3RsJy6sph6DLqh45a7XBDoebbYybdB16DIR8wId8HJEsqpLB/srhVSGvnI5FOnJMEyfbOm+W23qxtAIuyjh+9qnaXGaBawa7St5wegpwUwMe8GGWadCsFqoVk2P+qSeIW44thy531UaULKIxFKB3WVaWmURFKiUD+CVhRCPOO4pJQ2HLSD5sFS8BODmO42OtXNek5CPFEE0+VVaOJFCu9ua3GSj1CpfV3wqKL/XBVQb26reo+k9lnccr3WT0osifPX94/8HHcDYo1MloMuyPBsGOPTrw8IFNTmM6q9rSdozxzeG1Mjg8wx7HaTxFfFPkwyqIlAvP96j+Ujf84dTs0fN0TUYtG1VDM/voQGi7ybIcSs+hx/u4chqAdjUahXizrMcSXWUuUSRBD8elIYVpFBqcpWG8idaBq6+fPW3z0IgMTzcoWQINXYRintZxzhEwqHdQtPKxt7K9tquxMC1HPmKSUrAy0lArHg1rxfUn+C8Nl6LZoKU8f6IJoUm0we/QM+0kqYeLDAbDg/1dP/At06FgTjKLOJecNPlldJHNfldSjQaYqp3U7qoppLldtTF1Wanf5tG7LaEyT9OSeTDiY2EYAjb1VKtKF7w9jsr55YOi+gCvNnTdpoNbt+d7QS9wLN+2RoZtjO4cIaTudKqQNICkXsTHKP1XVOU6r85eXNAQ8CTB3stuxKZ7yBdNSqBpdTRpyDBt6vihCUF0OkXDMKlosO060bviLNbWi+OnZ08f8rbJo7Cs89AlqZxkqZppZ0UlDbIPpmRxZvcNDq5iGmYH+TRvnc4LPRseQw+SJF/J0oTO/FMaRZYmcSkntspwJ2mlVKZ5kdE4EXoWBz3Cj9FYFLtHNR40gDeJcVeNITOKmpRUXUmYctUHc9XpeZVUp6lPXcHQFS8SV4nF7ttu82RlWjc2kFyHWjJoCohDMx6Hw2GcRFs5wyzPErfgbe3JJynTMm1Xm+ViJZNrVJOp0LFFN8VEo5nYMiHXysY6mbihKE0OSpdA105Dkyh9ZMtiJkrqARKCXh84rcnp6xSGCzqdoUfN0ZFxQTeJXd2GebQ+ffZge3kmqsQxeZFtV2G43IJ8BJbN2zKDvgPT2oTbTaMG/R78lf/yFz997dXXLMPIsXqTWcv5enF5ltP89DRNaxlaus1QZNUQzYShI5j02YvnT588S9N42BuORuPZbNbr9/1eIGdFWaA7Kj0/ixpgM0Uee18pZxnIuBweJZtmu7PZbhIv6/bpSvr9Nn5K8ddlh5h0I6V73BHlmequc0iyGo26h3XDdvr94c6MHo9Jo+xg9DRULe6eN9014sqC7m40TGdnVz2GXaD97dcVhMrNIRyVLBJ2Bi+Up5+2SQc8BuuedQQiD3YaJr7vwGCZVsg70gUl1auTR5+fP/lca1Ku0qMcar2nW75TNLZLD5cHLOHdsPdREsHEQXfhCaEi/j+Ft+Qqn+FE0wAAAABJRU5ErkJggg==)
Энергияның түрлеріне қарай суреттерді топтастырады
Тапсырмалардағы берілген өлшем бірліктер мен формуладағы белгісіз шаманы анықтайды.
![](data:image/png;base64,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)
m=?
3. Есеп
1. Автокөліктің жылдамдығын екі есе арттырса оның кинетикалық энергиясы қалай өзгернді?
2.Винтовка ұңғысынан 800 м/с жылдамдықпен шыққан оқтың кинетикалық энергиясы 5760Дж болғандағы оқтың массасы қандай?
3. Жалпы массасы 50т реактивті ұшақты ұшқыш Жермен салыстырғанда 1080 км/сағ жылдамдылықпен басқарылып келеді. Ұшақтың кинетикалық энергиясы қандай?
Оқушылар жұмыс дәптерлеріне берілген уақыт ішінде орындап болуы керек. Бағалау критерийі арқылы тапсырма жұбымен тексеріледі.
ҚБ жұпта өзара мадақтау арқылы бағалау.
Бағалау критерийі: суреттерді топтастырады, белгісіз шамаларды анықтайды,кинетикалық энергия формуласын пайдаланып есептер шығарады
Дескриптор:
- есептің шартын жазады
ХБЖ не келтіреді
Формуланы қолданады
Шешімін негіздейді.
Сабақты бекіту үшін графикалық органайзер оқу құралының ішінен Венн диаграммасы беріледі.
Энергияның түрлеріне байланысты топтаса отырып Венн диаграммасын құрады.
Интербелсенді тақта
Суретті карточкалар
Арбашалар, серіппе, әртүрлі денелер
https://www.twig-bilim.kz/
Интербелсенді тақта
Слайд
Венн диаграммасы
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Сабақтың соңы
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Кері байланыс
Арнайы плакатқаэнергия түрлерін білемін, кинетикалық энергия мен потенциялдық энергияны ажырата аламын, кинетикалық энергияға байланысты есептер шығараға дағдыландым, өмірде кездесетін энергияның түрлерін талдаймын деген сөздер жазылады. Оқушылар жаңа сабақты қалай меңгеруіне байланысты қағазға өз аттарын жазып іледі.
Үйге тапсырма:
Кинетиклық энергия және потенциалдық энергия
Есептер шығыру
«Баламалы энергия көзі» шығармашылық іздену
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Плакат
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Қосымша ақпарат
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Саралау
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Бағалау
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Денсаулық және қауіпсіздік техникасын сақтау
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Жіктеу. Жіктеутәсілі арқылы талаптары әртүрлі және кәсіби дағдыларына қарай бөлу ұсынылады.
Тапсырма.Оқушылардың қажеттілігіне және күрделілігіне қарай алға ілгерілеп отыратын тапсырмалар карточкалар арқылы беріледі.
Топтық , жұптық, жеке жұмыс барысында қолдау және көмек көрсетіледі
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Жеке оқушыны бағалау
Топты бағалау
Жұпты бағалау
Бағалау критерийі
Смайлик
Мадақтау
Кері байланыс
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қауіпсіздік техникасын сақтау
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Рефлексия
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Қорытынды бағамдау
Қандай екі нәрсе табысты болды( оқуды да, оқды да ескеріңіз)?
1)
2)
Қандай екі нәрсе сабақты жақсарта алды(оқуды да, оқытуды да)?
1)
2)
Сабақ барысында мен сынып немесе жекелеген оқушылар туралы менің келесі сабағымды жетілдіруге көмектесетін не білдім?
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