30 вариантов ЕГЭ Мирошин Тренировочные задания Вариант 23 Задача 13
№ задачи в базе 1478
a) Решите уравнение б) Найдите решения уравнения, принадлежащие промежутку
Ключевые слова:
Задания ЕГЭ части 2 Задачи 13 с уравнениями ЕГЭ 2019 ЕГЭ 2018 30 новых вариантов ЕГЭ 2018 Математика Мирошин В.В. Тренировочные задания Алгебра Уравнение Тригонометрия Задачники Пособия Ошибки в ответах пособий
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
ФИПИ 2025 🔥
Тренажёр ЕГЭ первой части
Примечание:
30 вариантов ЕГЭ Мирошин Тренировочные задания Вариант 23 Задача 13 # Ошибка в ответе пособия
![a) Решите уравнение `sin^2(2x)-2sin(2x)*cos(4x)+1=0` б) Найдите решения уравнения, принадлежащие промежутку `[2016pi; 2017pi].` 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Jw0whfs2ZGmMXXd93GhJrCbHXCiO81m4cOm00MKK/bkmuABocgAA7GJrgETQAPsWSkVDVxnOaNsUjlUq0CHJQFcoeuc587+7GswAAMvSMCJvLIR6IBlylSmVNYfhc4mYwARRyUyENXIQbHrn/4fHzphPcz/H9rJZHh4jqrLA09JiKKD8B0jLXTvz1aJyAUdsprRZz7zeV1nQAd5OVQ8OHOd4T6QX46j8ds5/bs6ITzwE/JNMmW6MZGpkLSEA6Ewug5qaZStl058p1k5RXc5tNct44xqp7kchBm9c/sMr/3M/oM3pgucMaUn3C1wluZ4KdozQyJZUIA5C6Mv2fJZYQ/eTsZCtXrnv8AcvEulKZA6YB9yTrhPcxpY94STC6cO04Y8QbQ3yqAKrrP7msq65RV2+55CxQdFMOFhlNPhD311f8A/D2uguDqf/4S9dMFdz+W+Ks6IYF7DUdAymbOofOoGuN83VrDQzhJMya8lA1dseJ3YQUyMiURNk+oynGBrJDIXwm6D5p2Ttmwqzh5SeqM94vxM7oQyF5J6dEfWUDV2xulPtVDU981uVOuPUG2VTZwFPJJIiuQmTgSOUbIzUi6p685kDWTgiCfYi6DkFvvFy6RCpcoilMTz8UpTijAorygIXTicuJ1ems+eWhChMpNKYnwldzZchsc53RhMh83lZeQdA6pZXdNtITPgLZMYKb5RYzEdzzQC66UnaOXkWcIAdXmhApJOcMPQzd5eR4iuKi4Ignr3WlRhxNixUOl5roLnDQHWx3ctRuhE805xgaycheMyLFPPatlpUbbuaEI+wZSgTvcpNIHu+TilQgbyyESECJnEzYwA3llNRUehdPw4Llc+uBLzcVNnMgZA0gHoqBq/XBITtsDGdt3dNYmVWFkdTnO+EFMOKioInO2BZDpyuqNRlHdnP3eXSdXV88umTnGsfhL7OiH7uUV+HD93lZMrirnDDZa2OXylGpY5RUQP3cp/HfOfwP5OK/aZ5oWlRM3lrlNaazn3m5VbJnKE/LxLOc0NgymZKocnczeinInTEM4q7Q6DK4HgTm5R2pj68uq+7NBvhA2gc7v0pYWlXDRzhdJ6zd/KoCuaynxMVyffi4eaSRirsZw46M3eWWi1yDKaZdvE2Njy1/jvlP5HY5B4nEr8oc/8gbSB5uIOucIZGJCIHlUBXOGh12StfSuW6fhmxvkPFmdMFIHzx4b3scolLRhPeP1icuiC5TWNGkvnkIEDSJlp4Uyw59EV1YmuSgSRTZ1OSkRXDiz2ctuGvSHdllcCECPLirGABlfCjV33yibKHfc+Avt6DtvnDatIuKArkButZuxtytujXl0Vgzt/wDDKYdFQYoGrk752z6K84T9JPgb+065eRnEdFBxvVY0iuVQYcT+PupyIBJkHd8qDjwsFyEIwNInKzhp2XLlwlMa/fAAA2ObdAmQ9QhCsZBlAo2O8ud90QTKKRCc8hAgaRy+bXDqMHUHJTjAOpDlxUzUg5Qara5R+Oc7MnZGCC6LystlOfRTkRIgury4legibyyJoBylbCLoyyUiMWTsGBdaMyXTlE2dYuXzYVum7lUSusMndAFJCmcPDpryqUvGnBy+apXDeWV0Qh5J3Qg6Slnj1e+eNBv617Bn+RV75CZOOpzUBXLptkFO0Moj0VHknfMmwhDPDunvZ054EvndLKq/DN15TkRirsGcMPQzd58lAVyg3mmjJ+sXpZMqPfvl82uAQymzrh+5vnFbRh7uHlmawTKJhT3+WAk/GAIa4ImpySEpGoKcqf1rfWEdkcttIdjvPGrpqnOfeaZw/wChHOIV0rju5CJCIGOVUpNnZ3cv/HdCHK+DOvQyuoogucL2q9VQFcZTu1SXRDOEVHVU5cVtH+zyTqhNGRgEDQAMss1vgwNcW876GVWFkdTlaDXLOE/RyU4wNZIYOvlP9l6/KHJnI4gi7OX2+HDKKXXrn5LbirP8v2rzx7flTlM7JqThp5Oo101NcvWSVHz3wAAOVhdObE7Qy+EKqEN3INzAIAGUWMx13HOL/Sycyqs1wjK68HlOmFiLl7pAgbyyESEAPkZxRrS5ZYlUSPeUgymsrgHOzvxNZy4m5gaG+QrlIZ65dbBqRcgzugQOwGjkIEIkTLai0BceFE7zVxoiWwhgaZdLwryeUQe9k95eVqgqsRc6IexlEIrOSbuEIm0TnbaV4Qnc627e2cV2qD9zA0A9HilKsgdMA5K3z6D8hvgafWIVEZs91y2ssDJ0z1JwQlldKT67HV87w0Wa4xGPT8spLRIu0eU9arybtLLLYwjrnDwSCu8uWp6aaiZWXQGAZXUQ7veTu5f+jPITK+GiuUQVbZ7vkqFvnN5M5VXayVhLLrCzSut1XIxIxA2PVvdZxry24IMK84WOlPLid4Hu+Wb4k/D+W7kdJcT22gcqP1LeV700ycglVAuXE56Td5OgYGgHNQNVy6fRWyyiDCs93lxPZhP2cgePY2Oxt5WJLcHADysm1YwdIm7l9NdcNRRzhTU8R3ec5kIq4Rbbzqy+fRXlEOivOKn/ALYmEEG67OFNIMvnLFA1xbJjMl0RyjW18WfK4GqWcLBfxvkmkeJF2TJ3whkKm+bN2ydEOshHIUwhtHEK74ptPyUfjtnZiga5ZNtsi6fgHzuznC9qfIg8uK3ge75LS5kEEDOi7T9XPCsfz24AAHPiu9ON0CAssWd/YOmGQgQiB9jzgTikshw0IPNqj4hP1rBlXIymiSjZsbHnnAmaSMhXCH5QOVk2EFDIvVEfTnTCxGRjVFrYAA5CqegTTQ5P4+KPaJ5Wq3xVggSyqsrjpk5EIMnOFPwMvflxikDK4NyTnsbGWd+KgeSzS67odo5SDcQXWIqZO0ghuvLjJiEMp/Sj6XETYwA3ljOFEAyNbPWdm6ZRMKMHU5cVNbgMpr6Ifu5Cuc7Bs2jy8OHX16d84gWpDImkQziHSGnzlknxUqhsb5w6Q64ezytW2ZVHOG7DD2fJKEZmkgcaYAkQFMg2kCBBHKq+gVdZPIfFv9yHNNRMrgVw6TLVsn4J/wCuXQArA2kedNRMqh0QI+a3WV8D0kE0cKKj5YAGgfeigK5QKSm7y88gkImo4AAHJB3B5QhNuZz8k6bG6XtLHh4oAsUyukgqqy93J3xBDvLYMhT2WfeUs4dQYO8fSuqLQyugg6qryroSesth59EerqQ1899TaBlVZXADGiDZ15YTT8CGVVlZ7rnQE+vz2wZwQc6b5mihlcCuOh5dDfEH+DuIV0rN5ZEIgGx8GQiSZAavJhFmS+f8cKArlAzm2v8AJ16ulZvLIRIxA/k6FRGTLdfoE5kDWTjxMPkLjxKIeH/JsokjSQJhENgMtNb6v5Pn34uH9P8AAs5xh+Z9K+1qDQzS99o54dzvbiXVGupMymwtjr9cf+VH+BbaiyOcPLWr0eK/IPs4OoPOMSBofXJ9uKh/T/Akp62xhF/d5V/g4mcfc19HiDWmWVusIv0OE5tkhPw+ay6FaEshMnHWPr3WupXDdyyrwwk2ywb4e0zKvFVlPse3Of8AyofwCoGq48TXnXdb2gdB7uVVFfJ7cVB9z0ZmsEzh3Wk+HnOMDWSBhxNeEhNRExQwugyIj6snSK+xlR496ucOaTsPkPoNsCZB3eV0/DguE2NPXPKZWSv5+EF3XnFd2EMDQDC4bujnPvxUP2H+AboeJBjkLCntOGjldsbNudn/ACa/S4btCR7L5pzIQZOF1yMwNMhInEkc5SIiroGHEwXB15ykRNZIGCJqInOyyNZrLIcQTQ0TJyIRVyuDc+JPGEE0YmPDQ/cz/Fj81chCMDSIHrBGuKgBnDD0MneXKcyEdXC+yxSuGV2q9MzplzXQVysbLx5Xa3TYQ2jl1spwIImU1FZ5N+L/AKMnLpgucNDSHV85c/8A+3/Uf4Bun0Qyujds7ycr1rn4fy3Oc+/Fw/YfS4faX/8AJ83GihlcGvhXKDSiPJQFcWfEWZ4cGHSmUKMq3ePPinWcYZwolXKcyEVchU2PXbhUE+rOKJSh2yIEQNgy2ZXBlkJdUR98haTnKPt607IQ/Mhl89YEIbzyIAHtytW68MhCMDSIGcSaBM3jg6g8uJl00ucLX0Qx2dMorYDruuWGvEwPLT3tsnnFfpB7uBoBzP8Aly/r+Abe/E1nJSy86doc49+Lk+x6XC/pefie8CPzlgaAcuKdKsor6B5V9+KnzsGzidMADQ5P+y8PlDy3nXZCGKQgvyDOGNK9fnL0SwbWHknIjFfYyFYwbLc4MFlzIEOJrOV/dhXh2MnMhBlk+u1ivYXQMMnfCCi5/k1YXR8dQXtkXUHROc3SC5wvanLXrvhDybcX/Z/AN1clJw3MY3WdlImQgQNI8pyIQVzhopBm7y9F2c4X9Hzn+29flDnxW0OU5EIq5ww6M3eXK23o7BrNzhRWcnkuguVTmsiBrJc0vh3ZDlcycCRzh34icvYziVKXIGkA9Gg1snPycUpA9lxW90O0DA8LivYTnf8AgshZk74RMprdWye7zn34mByYRe7Ezoh7GcOCzn7vkmdUUyuHRAjlMZtspz8m/F/0fwLZrbMgbG+Bp6M+0HOH7Ux8i6C4VyuGbNF2xumDUn48rgQgHPiYrVkLYMCWoZ3vn7VmBpyKiDKaq5wv6XK+fRSucMBSZbMhBcoh0VHJdBc4bvBl7q5f3nCHu+jdPorXKodFYeRBNHAA0ADJwjMCRgAackJCO2RphB1I+QrS9nzmLFB0cqh0QI+dlEdFMEdk5VOt9j/AiajkYkDQ9K90pk5UaVxPImomQbazoIa48OorJZ5XcbWdpHk8CvfpwANA53ulMsqAricr4M2EMquKhhPeORjK2ZOexsc7nSqTlIFMTGC3kvkejM67ow+Ue78VOmE3VMeGrx4Y+U5ZTSVCH8H8T+lgaAeecIT/ADA+ggmieRB8iCaOAB6UYEVff+LL+9lcf5PHr4p9on8n1XRgzXdcOKryFkJ/lf5N6Y+xjEdwwiR2A/nOd8DDioLoiYImo/XlD+DbLCswhO3vPse2RhGBpEDJwjM0kCZ3on71v166crZr8hyJpEH12+T+lBcpu61E0keSd8IYIgn3tZMhHK63Xrn3l5LY9daZRPrqPrE7Iw7ycOLgoeTtO8DaHO6wqhrkJdUB9z073SpwY005SM5tzztJyOmGNUWZVA/eUsADQySRFdjKrCyOpikRXbK5lhrH7y/PxX7ROVVnidWXqMAUV5SQFc4USr6ZJIxV2M4ac5sl9K2zoADWTldBvZ3llwt6B+xkDpgHK0WqQZws4Qgig43i6VjJyHV0nXvkzxrw+UMUhBXsGUysst69oelxVhoQMnCadc3WXyMgrAZGjzvn0QymvohmpnFdqcqgQrDOKVSoyqsrhoYSJGoifeNr4dxP5OXWBDSKLLIxaqdImqZO4boqJ0548n8lTjCc+9qB7GAAB6qgaqByUDVyFkZ69L8ZxKzSoyuBXAic5XQioyx4mrP8qGCIJznIhBk5TBVtnu8lDu5C6E1IuWXxrQwdTJUwk6scIkTQAMtn0QXKYdEMufEtKsADQ5SkRFXQMpv8Wac6bfEZ+w85jKCDopk6SqEX56mEh7CcrJyb4wg/u8rktmQMarXe3Kqiv5qucTBnVkLYSgK5w6TunPkTKLpmBdOyM37wmwRJpldMId48qO852YoCuQrb9ZzUMo7M47g5daVQ1yiyc1JmWzK4MsrmTgSMvu8MANZOUzZwFy67oQDWTniXQRmGmTkQgyzhyaMpu+cRPoqzhVacvWdnQbRysSuI5xSoQN5ZTX4ccusTSEO83IRlC4GbJTv8TO1msKv/AGWcLDefkaISmycIRjtEMlAkAnkn/ttIfI7vJQFcnZ4zqv7BlU66T3nlNfjTZvkvqnNimTrthBm25woozd5cuGX8cVVHJjfb0bQjkKoV/lOU+JiamUXV1wyF8JoHO5bmPsuNZC+BDJJGKuxnDmo2O8svv3K84erw4fu+TigAAOuWUwK4Byms7ye8BD7wtZTuKx0Ew4avA8G0iKxll89oR3lkIkIAZxKlWdToV1ZCBCIGWyJXntHK4dIru5ek7CDtE1cpixrM72XyT+jIhGIGxkLIeNOc3DqvRTSGcR3Iw93FjA7oGTTibgNjO0IewGcNDVZuKBq5B8XiWXyjyhNnbNDVyECH7ru/EXFk3oOxlgVUkIZCJCBE8kr+maMHDia8hNmL0pzXQzhu5Kfu4pE1UDL7WYQgb5bw0IVZVCJA0Ayh8Ocq3y8UqEDeWQiQgROTNrvmArLKYFcA58RGJXJyFcCAaGEQ2A5cSpS6ZRUh4k84YZs7XLxaUjhXZMBeiGMBuhXHaPlHr4tflE5XzQIG8ssrIUaHyyDrEfu++ChM3jlNxMydsR7BKeA1DZM1ln+TF2Fy7xEGYBrtkQiaBoGTuDsfilnDAznN3yUiJquhlMPFtlY5ZMgZwgEOv5uIIjkOimaTMLmaEIZOHjX7oRw4eBnU1XzehfbLIza2dv8A5EyuyFVILgSsOqZobkcouhCCqquf7LveEMrfAWM8OJi7C5Bkmso6fEP4+JPaHm0PKVWwUgmmFBvNZuXVsgYbxcK5zRtxQy6cJ9gZSyokQCbq+RhJvJOwclAVytZ8STfJdBnWhhseRBEcAiAbcyASZB3fKAcoVpNnN1ckCI7OQGMA+BQft+XDwXXIVwh+U5AGTgTijnhTTRtyFcYdomNdkJrWmksKFRtkuELoKQDRyunpeqT1SyMSJoHJB5ESKpu85RJxR7jkKYQ2ORCI6kT4t2zhyYzZ/P150E3VXIQjA0iee2DZoa6GTrVgw0GP/wDrQKArhxUGYfDKBq4Tiugn8PWcTGEw+DttKzBvn7QM67YTiT0R8kglFHZyEIzsCH5Ic5zIIPzeVsyuC5Q2OrP177msA3chQzNblx4WGUykLXPc8ygav8ITuhB0w4g+cU819Y2gbywNAOS6CuU2+KL68DrvlJ2jk5kDB0tjK3d2PJcSakhvkC0gRIEch1dJ178pjPiw+UeUzxL4w+UfLKRA1kgYJIE28k74QUc/yo/IchbZNNK9I+QC29l8oc4d75y+Qaea6PXWmVCVg/eU+JhDK7Y2CnlXQym3xR5V3k7WPwd1iJCHebkK41jJdXdcnOE6FyAkAfJayILA1cpWFz4u7k7YQ5cRLSvQ3coqaoZxM1SqGQGMAfVhbInOMDVXIVA9Unqlk4RnpqbPJsCwh8081X69uSSIrlAozd5c10FzhZJSrnRPiFm9o/LKYMKyPkYQXVBc7eSb0wXOGNKTlZYr0V75XAhAD7Ivt8M/dyBOFsCUl6j4xSIrtk+JlvCPbIusR85dBmRH0lbpsIdoG7lc4FjXAyOjfJNjy8TPpqyiHRWGcRJAgbyyqmNfp3XFWCIJs+aciEVcoFW13lnFKUOcPBQXY5qBrjxXf8BkJE4iZOEZmkjIVQhsHKH+29nvGOKArnDGq2u7zlIiKugY8UqIdvLCcpXzPkeRNTKIkLbDJ2whu5CROInKg65ysycyBq5Rc2r7eSVUmxnCfTlh3jVqqurgac5fkf6cq1sI1Gx3lgAAeScScGOHCQz/ABqshTCDqc7I9cEyE7CBHws6LrPzpEyEIwNInmEfsOdJOZJdsPx3r8oeTU2+CssjWDLDioL5bvxzjXgFsgO1cchOMzWL5uJt6DQ3cKWDDXdeahuhyjOM1Iop5L5oETeWAU0/0ZQuqQFm5CBCIHl/V4n9ocj/AGcQvyhzutKjKZs4EvQYF3Eo7RwANDzXazmVYZprllkazWWUWtoqcuJsCtByFc5wI6EIYAAHO+fRD93KYkKwM4heggbyyESEQ5TX/Ljn68+/5I5OvqIh2B5qG7pkpEYr7ZQEYdSgywROckiKugZWStnOUVjFy2EY6Vh3lkYkYgbGcRNIETeWEisKzvLLdYobzllUCuBE8tH45zs8l9hXDODNKvXPJNYwUNUMoeqofrUpEYq4eNb3HojiW0nX19RgiCbPm4m9hPQymJGo0xQ5X2lUM4ZW8+BUDVzV4m89s4kCoMOweSel1+g4BEA7BkIEBI4oIL5Y1Leznn5+JfaBz4v9LLpymlUM4apgK+SH+y9n8o9jEERyFca9uVk+iDLKLZtuk+VkuiC5Td0QQgycnxFkezEMoh0VGXi1rFRMhYNJNyutvWyzAAA80+pj+BBzovd5hlNUrOp60zwJ/wD7OVVygus2Xlp72znzv1uu0hgXQTQI64VSfz2Lk6YeGgZTPrrHyWUFktVwrnS619zILbey+UedvVPiWMchAhEieS2otActoIACq4cPWYAHOy1us0MqgQgBkIPjynLldCyd505XArMr/HfKfyPKmojkIEDSJzssKwXCDcs57bRM4b9E9c8l6Rpk5THppifWuKdKsDQDLoM9Imzvls2sGMdcPLOqE9VMJ2UnQwZZCE5T67P/AA5XxbbyOVQDiUNonl1NdNfU4nVqQzh6vDh+7ln47oQ5qBquMm9SHaHvhEjxIBtHJXQhvLIyJmsXH8fFn7GTmQirlE52LJ25k4oojpnDijN3lz4x0gZTDoh5L5dFS5TDorDlO+dk9DKpprCzL7ScEhlEACe68kE0TADYwrZ8T+PkmomQWQUfu4AGh6EvyucL2p8y6C5wv6OSkRNVxZWnzjDOFArXIviW9R+WPOlPGsDy3T8Otcoh01HK2ZXBXOEFsnN80oDKL7eRyumFap5UERyECBpE9GUIy/MDmhplUWCx+XwaePM/+I/W+K705F1iPNdByicpwVxQNXIpI1HUfN2M4fuzn7vK+coAxMikgTZy+3w4Zw9ctWc/VXQyk6mVnvzurbAB0MAhDQ7BgN96xUiYVQgdgzhdpPyXKU1na5drOGr83SJkIkIETlfJIaG7lsCE4xi6dRo4AAGxznJuvj7eXiN4Hu8rLSBlNDYdZPI1E7kVmGdJ06Zw+zD2eckjFXYzhh6GbvLlZMhBk5wnec19KqDCKeZNTIQtgMY6aZGkHqms3E1HIUz7wUIYBEA2y2cz8kNc/wB8/aGVwK46HlYkjRBMDTkQlbczmJE2MqEtsPpq6GJK3cYwwAND63fOBBiuVWzYBCtcLpiFsNB5XvTTJyk6aomX2s0hDZyESECJ5WcR0UHL5dNb7uVQ6Kw5SiSijs5Q6QYv/Rys8WbY7HaPlmSYPQ6ODxOdV5vAcFQU0fLdawQgaycbmcOgEm5CJGIHk4yaBDOGh0VZxEmNTkIdNGh7ZRTLeeW976znxEGYJuOFDMZTdJ5CE9RnLXldGcwIYwIWVHlvgoMN4uddswIw6chSRVVlJwrthrGCdOVwKoZ1w/8AoyhGdic+IJSr0jkDpgGOEJ3I2GkTIRS+b8n+Cr5sK1N8jUQgr3lnC/omcV/0h7vK9GcIYybljDtA3cAeKIm0DyroK5CouGbvLKtW8hN1IYoGqgc7R8dgbTyIRAPVnMOLF2DCE7FtHR+WeLds15XWj1zVlznXGaMjlprzYRlIU1T0LIEz0bKmyZq6Qx4arIQIGkT+EeIiteN/iQ6ICycrj0QI4DPiVdocrqGyYjkIkIgZUf77Hy2/pSwt0oiQ7zc/xjoPlPCmc3W2evKcyEGThFGFst19adMZzJOAB/F5ENgPTTXIUwgqeS2os01cYiaJ2+6U1MPGpUBlDIXQn/BZOC6Ehfq6kRXbKZsxU9FQNV0MjIkaiJynTCe5ngzh+SzI8RMn0TB/gji16CHvhSQurDfd+EssjWauTtuDr0ImHcOfjDcQPjnW+eh+QwANDbmoY2wN5mPE1e+f5I7Qk541rtTmvEPsY0M/1JrldZWaHOycrFrq/wDXKqo1/wAESQNXYykVbXd9WfEQhkOJhNDzFS3M5/8AmfrWn/xDnbPoguUVaHW7uLpkOI67ukO3rykQFXQMJ2XfkSMcYWU/jJsshInEkejObasIbfNyECEQOd0LpT7S0jhwsf8AurhRWbQwhA2ieRnA3kGRkTNYvK6bqVw3crgVxA+xj7AnYQTXlOZCKuFrfMhsYAAGKRNV9PiJJXlVRWZxGkkgd5YeW6apXDdyECEAOc/9l5H5R5cTLsQN5ZXAhEDyCenPXiZ6DpAymrwjE1Mo7M4ez510xk3rGHaHvkIkAA8sr647yw4gfyQk513O1WacQ/OJng2u92f4w7zk4cPV7ZGJEANA5U1os57v2MoZr9T1PPbZ4cNcHUHyziTijlEuzB3jl9U7ZntjR4ZFr3jhbN2qcjWqSsfTv3h/eTu79FZ1SyqBB7ozfMxshayjElrh477RyBINJOrjnDdyU/d5Vf7LpWfI7HOm1sHL7vDP3zhYzFZeSd0xSNa4N77QxpnLe1yitrEXXnxEkCBvLKoFcA51d7bHz3QbIaDpkI3wACGf7/aGf7/eGLeezht3xNRw4WA4AGgAfZ/Zw9a2wrNXLG6aOwvbIDGALqh9BnKV1jCDoGf40MqZQm1ydfmPm4ruQMDQDLpLfCJ5V6OJPaR6N05txCvIKwGRo+SdkIbuXTndDUNIZVCMIHTjWMyfzPRTUwm0axYKZbxKmhBNcornA7vOqRW2vs5TWr4s9309+L/o52z6D3XKodEPuyUiMVcqg2viz8qgaueLOxSoxqt38bKZsxHcfPOZCKuePPdhpD4K2fRBcqCqpXKbGwVMh+O1mbBp5j/Zevyhi6GUHUyt5qBqoGDqZxOxL2cHUHzqArnDbM/nLJXQjvLITJmsXm8PBmycvAolhMhVFljbY/kryi1nqSARyE5N8z5HJQNXBJGo6j5oHjXs3aPkrgW3yd4+WyfRBdNcJ3z2COeFY724UP8A+s8gMYgq85vh3k3aRjOIaqGNzPtVFchVo9U3ql923rOcasAADy3qsaz55GJEAyciEFzhhK9ffz2zJ2Kv4IYynKiTL3NMj+U+Bv7zhDOJFpcj1WBAGMMAiAbcrbivITJxE5Xz6IZTDohlyFUnKjooMquLclIjFXGNl+stj5GVjGAOXmtMsrdYR/o809WKR3y4uhDRmI5DhlAnNwprNo4AGgaHk4iwf9UMrqI6Mu8sun4cMph4dWcLtKfu5KREVdAy9nMHYXQMqh0Vh5bpdFa5RHpqOd89q47yzhTRmepOBM0kYcPWYAGgfd1B1znb5ru1tc+V0GcEzh1a+55pqQUyilsdXbLzVhWeSUiIq6BlNzavq78V/RznxEYT6cEkCZdIL4ppJyiDCHK2ts00dEc/x9e85ssnALiuK8phXfGRtLJvjWdH/SO+Bpyv7Uyyr9OPnvNbKvNxF3RoG7nDQFZ8iLbeshCOXy6aXIpVSa5GLak57GxgeNevyh5uJiygBkPynJSIrlAq2u7kfwcTI+Uj77vl01OVR6Kw810OutMhxECsVyF8Joc6JsyS++W3xr7buDqDz7GU62Wys58RFYaijHJzb2EDIQIRA81txVhfZP8AJVjO/wD+DKp2SXrgHkp73WvK6fRUuVUNh1qmU0k4Oq6ZZVGNSwATIS64D5N+M/o5cWnQGUAUic+J/IHuhgaB57YMw0dEyHV0/j38tlBZaK4AGhtz4kUigujkK5Teu3LpMa1Mph0Vh6NsGcGI5E6YhltbPRHSRkBIhJ1fvq/vOuHmUDVzWV2z0wzhYGknOJ2h7ryvl01OCwgVQ7zyysGEPmurzWV69Kxhi2C0ZCJCBE52SIwVzgg0Xz6Hn4f/AL//AMnJ2RgauXs5wF7Qxn4gQqyESEQMnoQc4b9E8hWFjP55OZCKuUwZrbPdyn8DKvnP8fEB8ofw3L/lw83EfoywnK2BXWJlcCECJg+LxK/KHLioTmBDKa/DPdzfiz2icuIn0UuMymkMa2vS533cbutI1c5/77iH/SOUgXWR9ZqmWMq5AOQpIvUrKWIJompgAaABl05xDoh1Y+Nd2TpMiEQDy2UliLgaYwGZP5nKciEVc4YdGbvP+G7u11c/OAGhyhXGAkTyaHK+HiVplVKPXN1liCaO2QhGBpEDlM6opqmV1lcdDCJ1svjFA1UDFeInofkMDT6OoGN85TfDiIZVMsjr8QyiboYImo8y2LZ0H2tfDrrTKZk4fUZwjM0kYAGgAfSOKUgBu5XAhADNPhp3Ri6HeWdN1m70GNFUBlLICHXTt84uHFG0xHNbLthhDIVxgaR+150pNnU6OVkzVm/bNve+s89E5T6ur5OKBquh69k2c/ChldUaztytG6ZWbHdyEY1w0OwZXd4lqaCGzznbNvIw5NkB0ZA/xdb2vrfNN6YLnDGlJl+tkyoymLCAPkEfSK512Modx5SSMVc4cehm7yziV0IG8sqgVwDlZLoguUBCvrd3Fnf2hrGGW0wh0Buv3C3SmsaTK20u0Zahv9KlOMPzIZCyE+0UfoPFdoEvZwdQfLxCoQN5YBGOnyDKO7Ozk5Ra2DqAjl9vhw/dzhq2Izd3yLoLn+XD2c8eTtTLNb3aMY5WTB60fJxD+Aj85OAABgdfEr8onPiXaGA3I7VmABoGfn4n9ofcHEqV5CBCAGAGqfPu/SbZsAImsnIUm8+8sspN6+0jKZ9cPoFxrVIyh1pj5Yf7L2Xyjl700ycpj01ROfDGjZkDxrWx2NvNoex538fEntEyciMFzh4pDV3ec9buJ0wANDJyIQXKEiGr+Of3BxJrVkXWI+m2slKo654s4IWR9GM4z105W2FcdXKp9cCXwPEMp2FcchWRWSq86+18z6Amo5wvaCez5LZ9EFymPRAHfL+84Q8kpMW2JuoGVwIQI+brumoQDPBnL89rn+LH5rldZWIPko7s5+7l/djX74GgHK6fRWucJDQZ8roeJDTXTK641nb7gmEopnDOtent6V7pS5VEjADF8W0DaPKEyYp5nOFDSUuSeLf+0cADQOTOIgui8r7egA3cKbTSfVrPDXTmpEV2x4qvP8n2hLPGtdqsqZoswPJV3vsl5Ke85z+g09rrfJxMltIRw4X5s3qyjVvRWWnkgDxkvVuemqTnDCUmVPiXSn7c5wJgOABobfclHadh+/pXmtLjY2BCv/1yECEQOUKyCp83z8P2Zwyb0wXOFPwL83nxEOuGpuZCY1ksrPFsbHY28s4E46ORhGOwHnp7W2HOc2x8OH/rkYkIgfQa+3E2eQriTZh3ckkYq7GcKaQZ+/OyfRBcqiwuGW8j1ZRJmjgaYAGh90U/rW+jJ0iuLO8QGJnC9quTdWbzMETUeVE2fUvvyhYTUPlzspJuosZZfBId5snK49EA5pqYMlaT3wAAPLbPw4LhC63vObHP8b2scKbDa7IFh+dHyWkoTLYZ/kxdhXNLbd3ojkIEDSJ8UoGq+hD/AJU/6PLxTpTkAIAc7BstIfIziBYCbxyKSiJs/e1P61vp9TC9id+rPCZ97JL+2FUA0ImUdmcDYck6RXOF7U5dYokP/XOFh01eS3vfWeS2ZCC5AlC4lPefmQfR0PjEERyqHRDp88P+TPy8UMmEMDQPIgiOVwYag9vp1NkvElXP7Ip/Xt9KyfRBlhHpvh7oryXQXOG2lP3cmawTKmU4FcP/AFy4IUJHIAQDySrW2M/bm66ZCubMla7ZZDrjkdek6t/qVf69nxs5xgaycrsLBT4u/QlCfs+m2QjvIMjOM/yo/XKf1rfS4kWvtlMJas58rYs4IZXHogR5AG2TgTjo4GgH1yHfibPjLbSH7ycKGfe5VyECBpE+ClIiaqBgiCdznqa6eW81pllb1Qi+hKRCKuTvlY+0MKKw2yygDrq7JlcuuBL63RvN937GUPQr/Xt+LnIhFXKYKts93b1l0FwhZcdfXplMmUUlueS6MU1nsZwolPK+0qhhF1rmqsny2Gtcs4Z1pPIoboY31m88L4SSJy4v9LIVRKyKcnOG/Sy60qMikoifWF0M4X9L7GuNapGUvVVF807YQ3c4ZJM33fi7Nbbis2O76d3EK6VZDxIThqqT5yNYpkLSFBnDIwX5u/kvrnYgbZClEZyXlZQWTFc06uJPaBniHidHzxQFcqZ3W9apE5S/I/05wv6BzmdUUFMOGhuq4VQNoGAGxy4jvOs93nbLSCG7kI9EAy867qzAA0PrFzpVJyk0qifY1qRrk5QaUx81tFjcoCOTpIVkobxyuXXAl8TORCDJzh46Q6neXktsK46uRSURNny8Uy0IGUU9Bq749+JD2Oc7e7CB1SzhYAK4Acq7Gds//g8tlhAVcoikNXeWcSbWe2Xz1IwN55CJCIHK90pk5UdNUTm8TUZ/kDtCThZa7VZDq0/Hvyv0LKn9+U7CH7rsZCCvXPfLlhOEzbZziZpdBMorlAWaq/WOJ/IHuhgaB9jX/jY14Gh55msJf05w36JztmVwZYyugE3B1DzXXyJpDKplkCXq8Qqwh7uHY0PJxas4wMhHpgHmUBXKBWVnvyv8RSMBDCMaanKbYwgG8sruJrHREy6fRWuUQ6KjLrCuGVEiB178rZsQI95OWn49DVR0VwywGCOcIaqrqnO/uwh7vNNRHCis7kfLdWWQ0wjdszDIVEFd33c0uHskjLk8FJ7ucMM79XyTthDdzxrJoQgh9Us73wPb7Hqi6s5bvoWOlcnOHNKY8+J3rPdy+WqVmVTLIanlk6RXK6J2OcIaEznqa6YoGrnjznYFZ6G/Fn7HknMhFZZR/tulY4pEVz/JX8kFwun1g1JzbHVIRZJk7JT/ANSdK4AAHKUiIq6BlkpWzjDYcjGMI6AAZT+O6dmX95whkpEIq9gzRt4k52TfHkArsZOqUK4ETVHVwy6Fk3QQhnQ1WjEWLzh+O+T8o+qUg9SsnIQbLpzFj5Ok110NfqtX4rpz+kTmQNZOHEe0HTBEE80ZEjUfj+I7Uyys0rjz4p06HKoaayl3m4BE0ADLrGth7L5ZJGK5wxpXr7859uKg5Yts/DNjfIQIGkTHCq/5240Td7pZE6Ygq+SHfi5/sHOyfRHXRc0kjbd/4ZRHppMkEhHAIgBoHO+fRD93GRTAhHvPJ1MAtVZmEx0901MlIjFXPFJ901f+scpgmsp95uWtk1rBD5uQiQiBls+jiRwGZ12H7kcoN5u8ufRHq6tDXzWS6ILnDx0qPd+xuKtlAAyuu4gMHKrCw9n6OHizZv5I5GUZx1O5lH5PLN0gucKaVcmyc7whsfG8V3gHu4Ghz4pAhjfYnWV/gyL1RHL+9tRigauV3xsmhyUDVQMvmIQgiyyIEQNg58WowTKoFcPRr/5Vnk4naMPnJwNA8ttZYaZVSV+6u7kglFMppK+66uSiSijkKYV7HkYiigvp3vWxqMAAD7Guq8XTA0AMsPDujM2XR+jXy6a33csGMIVG7iFNRGOQj0QDy8Q6VJ75CPRAMtl01rlECNfrTuhB03cOJPnBMETU9W/vZUfvzUDXF8e89jOIQollJpVExR4o9omd732ryAf5b+xytSy5iukIZWNcyzTSDznMhFXJxksbJ/N9KHbi5nuHknWyshL5R+KjWE2e6/ZPEGtLlb1VxfRstIfuuxi37kTK5k4D6MpEYq5O2c5sjIPVAfXl+PiA+UTL0hbCWVDZPxJf+eaz8d0Ye2KGcRtGPu4Ghk5kI6uCIJl9vQaG7nCDorzbqzeZjxNXvjxDvCC5TNsjqmnOxnbYkNjK6yBkgkImo5w69DH2fVn34mHPi5JVnCQQZucSMggYGgGTpnO9+UcAADKO9tryroZ2rLJwJwYuVlokXTQ+eOujphVKSNucV+Q/s9K38F8J+/b7nTUTOF/TT2U9CcuiC5TWB1veTls+iC5VDogHo8VNnMqM8IroTKf0Y+Uui29HoroZQasp++SiS3BzsGCJqOTemC5RbNt784+K2yQ01+ef40UVVcp1ncDtDlbHrgmUSPBMpPFm2vkOGgKuFcDaJiCI4AGhtyun0VrlEOivkugrnD7Sl7vq78X/AEc5RJGiCYGnlhAgOnnQfSuh4kEym7/pMSf3Pw/adh7PoX/oSwkFY7GQGb1y/wDDOIJ9pQ9GFOlrNy90pllZpCJzvGE42GXTSBGO8sqqKzmoGrjxFZjxHtXJyCsRTR53PTVJyk0qicuKsWfQOVMIVgTMnbFGMBkucLDdfI7OcJHQk81SUqg3ciEYgejxO0T3cOxytV0rju5EIgHqx/5U/wCj+AqP1bfQs08N6so1uDXaPknMgC8lDzX9+mHu+S41qkZwwzet8k4k4o5XVGB5eJ70uQ/IZbcQ7BrLKKyYzmCuVUwYCmESJoAGHbiH2keS10rXKDSk5KArlD13yn5L5zjA6MKrfnbhC42mOGuhrvzv/PXysmQjlUE1nP8AM+tN6Lx+Uv4C4fezz23FaCZCDN67P/I5X2vnHJ2whu5C+M59OiPK/vbWZsZbNttiG3lSdqpLQjlC2WMpbx8nESQIG8s4UYk4elIJRRwhdp0agYVRhBDIWdNGh+bK49EA5b8U/seTil8LQN8gJAHlerpWbuAQvA2T0uIEIz9nJ3xAIfiXK63Xrs7y9eyBZBHAvj2EciIAur/AHDf9/wC/Og4oGSk2XnhumQphD93L/wBWrkd+KX5RMVtemPaHzcQOJgex5JukFyE9KAN5KGFTRpOHf3zx68gqappygeJcz+Uc/Jf+0z1SqBLqDvklIqYcSMNlnlMGIst3zOunbKq5E2djq5KBJFNnU9JBNEyMIR2iH2jKZA1khkpxgayQx4qvIyJmsX66ugucL+mvuvoWrOZUf25UErpSNomhyOqfED0oHJqsbZm0HIxIgGdC39fkQRHKuHIT1XkQiOpE15XEpVpHKYdEAyUSW/rkQdQB+x9Q+EJxZMRFPSYS4ma7BtkKABm9TjETRDTKjovnD67c6UycpNKo+hMsL5IbmVwIQA+5rpsAImsnLKQgznNygSk1819xUZRbOc2Mz07rSuGcLBBm7y52XkJ9KYXTltU5pdPdIHkm6QX9s4Y0pOU5kIrLKBlNtfrvE7Rh7uBoB9uzudWNZ1JlVkpLGYCfAqPE/tAwG+ZLasyq3rlINjyySMVdjKoN9zNyHfiZvpXWFcFwgzugz3e/k6I9XVoa+aRrFMqujXAhPsmeNKfaqC/u5GlXqtep+vT78TA+2Z2xgg7uQvGZFixXyVhTWs8oFGbvLn4sOvo17+rKREVdAyB490lUjgAAZGJE0ADlVNmz9h5oJo46QiuwZwwozd5PJuY3EE7OSkQirlM7LJstocrfE0PDzqv/APiOVtiLYHKyssDId+Jm+wHN10dN88O53s0wpn87pZCHQbr+6+XQ+wId+Jm/bC6C5Qa62O7k0ndGJtHu+S6Z4wT7QMhZCf5HlxN3hQymM289CcumC+xlU/EgS8llcbN84YAm+643m0BnlVhbHXLpdFS5TDorDL7k0hDdw10NeV98XWswAAOV/e2rLv8AbYVYAAHno72W/ZfDf933ftFQNXP8uHX5pflchckCuG+FOlLH5uVxYQI5ZMrjrg6mIOAGwHKcIL1yNsoN7PnLndYw0Id5uQrl44sld18l36Us4U0oMUMjOM1IuqcpIRVykbj2hlqU1aRyiHRWGX951wydqPRX3nlNet6vfp5cVZ0QyFC0M8hMaiWCSBO45fPovg+w5RBIMneX2k7OcL+l9o8ZNAMKDwGblTrVHzURjFn7jjf8q4sspsbB1NEctOu6EMlIhFXKJtgrzvVCs3lgAAZYMoIZTMaRcoGa2vz28l85xYkN3LS/aa5TTZOA9aGHDR+auQhGBpE5cVYqVmQiQgGPfigdjldXKbFigmQrKxDKIMIPVuvK2ktRcADQwogOKRivyMJl3EwU+1OF2nD2ftGdMbEXL0KnIGkA8tlhWauUVMxnPZdQy6ZVXlEGFffdwkF85u0TLWVtbLY+WUx6aonK25VjBAN3KZsJ63e3ZcEQTkC2zpigLgAAeRjrMV7GWGtcjKf0Y+SujSxm+mgmAfaltciZZXhxBtMYOE4u0j7G1NvS/Vu/aHmGV9jkQiAZOpnbGS9jk0QZs3m7ZXwujrPGJLcHlYyIfgNXIVNNg769n7sYktwcaKvbAAA+xFIiroYSJcUvyiZXdGxQ891ky0hDPHk/600nlcCEQMnOMDWSGRlOxEOmPkAP4GndCG7njr+Stc8S52qzW99jNOJ945VO3rYTPqSoKGuTbpwRrAyBNkwia5USbdSMQDz3UM5k4OHDQ0zwbDa7IUg6yWUv4Kv6/DejKaYgL3cvnISMN3DXQ1+rXE56Rjs75CtqSfu4AGh9c17/AG0GvFr7GTdIrnCKwV+rIO/13rZ8X9tUd2c8v7Uyyk0qieRdBc4exsFfsS63wg7arnjT+dLkLoT/AGfo9kyEFXOEr3sftm+XTU5THorDOKdKsgaRDyTdILnCGlOWXwhg6h9hcTvD++VlUZ5QTNSbqeqoGq4ImoifDzkQirkyV0JWS2DsZQaUw+2b4kg1kGN9Z88suLGOgoON1vypyptVZ8+KdKXIsphXXsGjLL64wrA3XA0PsK/ev+/NKRA1k5CZM1i+jxLrPo2A1c4RSemxL4JnCO8gzx6v/sx4mo+eQmTiJytrLDRziO1DlPaqH9H1tZXTYQdImRqapjFU2fi10FMG+79jDh47zWWEIG0TkTjJQdU8nE62WlZkIEIAZd3urjyETURPp7xFY4ImvwN36lX9+biDWdY7LkQhxKGyZGRM1iiehYNvEsTLAhbT6U764Z4859qoZ4V0/wA9mVUlapJfJOLOCDouQ4SG888Gv/4MKoG0DA0OcokjRMADQ+tSdIrnCGla+soGrtgiCOp59TJWQjvIMeKryE4zNYvlumwqXKps4C5dPogucNWxGbu85yIQZOcLFVseU7CF6uaW3bvQZCBCIH0+dddcJZSJVEfgbvz1/wB+biR6CRvHIQO8t2WVVFa6KjylIiar5qaknKcst731nO6xrR01jgiCZdYVxyiExZz8jRXqyTBvdoRDAv8AeGELB1bPsZNRM4X9P1J2Rgg/PlxKqVGQiQgRPO8LFmq5GiswA2DIwIqnzdXy8T36Ye7jZCs0UMnMusgHknEnFi5EIgHLpNdUNfhNTXT5/GT1YpF0cOFm95zyiajGe8fgbvz1/wB+a41plldgUxZuQuhN0HlxW0D3eVtxCZHdeagarkLIT/KjkPx3zl7GnNCQjlCwZVOQ/wBt7LeMfs+h0nZD1LayyGVWhBJ7xygVbZbvoWeP1/g2whe72YQu/wD1w1A1fLOE7r1FAyFEI5SH+TP4sgE2fzfjC6C6dWMgFXsZRrOc7PKoboZLiazKbm1fwaHpX71/35r7SAm65RTHoFy8IsEPnyn+PiYnyjllnRoBrJwhpxUR/t53us4V5fWQCcO0s4WYHRtPFA1chInEkcuLESZlUCEAPs+X4OKi/KR6t6NqhqR3yKMRNk+C4V1un9V649fTqa8p0wnuYcKfNUzWMTcAxurN5meOP5ISlnVc7QDPCnL89mFEM6I7dJgAaB6V/wCev+/NOE53yMAADLe91cOUycL1hHXqMqr6BV1k41rcTHne9FsJ5AbZ+I7H5TLaY2fs54Nr2nPWGRCIBigaqBlg3qm0cpl11j9n8UdiZvHBEE9O6aaQh+dyFRGvoymTCbTL4Kmrw1ff6rdWWXhhTPbxnCl+ds8/xz5znhw9eFcDaJ5Z2whu5XdGxQ9K/wDUq9Ar0uZr50E0QTyyCQiajkYkDQyMCOunzfs+Z1QTOFdavSmsYLE1cprRZz7zeVtfWCOkjDXQ1+EUN0xtgbzMb6z/ALmQthNSL9K1NvLHvfL9gOdkyEGTlcycCR5b7GuGUUahNcmDfANz0r/1Kvuav8HETj9Atnc29EMap72XYcNXhTSONNabGQhGBpE8qgarniQ/+jG6s3mY8RV75C2E1IuTkQiycjIlET4uciEFymzxYa8l0FyiCrYvNQNVAz5ZT365e7z4h1sB2jlEemo5XzYVqZTNnWPKyPVBMhc9BANZ5XDo1XvJ9K/9Sr6XfNhWpnCzWDr9as7cTB+g8UqEfdwNAMpOq6c/LZMrjq5F6ojl1fixDDhasqpjZbJ2gZPohMhCArkYRiqALnFbRh7uRCMQNjJzjA1ch1zeqXY+R8TxcwCBu5XEhAMlIgK43Vp+cym8hDTRcLbXarDOK/RyP4KD9jKDSmPJQMriW3znyXQXLrixAMG+ftDKoThqzmyyU2xYVv8AbhEpvPaXp371/wB/S+KTxI5RDpq+tX9rKvV1PhJ/j4mJ8o5Y9MFzhjSo8vE7wj7udg5LoLnCfp5Udd858p9+Kiexk7oQyEGb12f+HxNs+iDLIx1sgy3lyQRHCis+WUAEv7efFfkMvdKXIGkA5cV4j2jtnCGlPPQeKP2OdEiGsZoSy2ZOcIQ7o+nxX5B/cw+lIX8V7gfW7/1avSutnGwhDNb3/oYV2v57MOHhkQiAfB0d5znlzKb4ZHAA8lkpn5Ia5Y3TtgIDhTJ/UmuRiRADQMn2hL+nKO1GcKfgX35TsKr5ucLWI2PKVkIuimvoWTK4MsHUH0lA1cnxMD3ljfaA9Ghg6g8kE0dsIROJA9vJGJE0OfFfpZe60mHKZ1QTKYMIEeehrrpznCE/zA5CEYGkQPT4r9HIusR+kLoZrO/3jDKIhfP629+KD2PSu7X1vwShjdDbq5ythHeRhfA7Vi513T2gRxrvXRnkTQDVfJvxZ+xzujOcNIZKCUsIZVFhWHJphKfW4QtqUr0Y50WT/PPT9o5CuENjnbDrNNdMAADycSa0uVusI+lOicre6schXGBpEyUSW/kROIENROU2RB6DVwhc72aYUy+dsshDo+a8rY9daZBbmEPlH4a/vTLKu9cfpCCaOAABm3FvtI+t0d2c/d9LidoPs+eE4zUi+jbcVobudV09ghjwzPexyFEIc2itWSZXKEo6wySRFdjK5lkNTyxE4iSnwXEulLkDSAfEEQ2PTUMldCO8seK+UILlTNhrMB9C79KWU/ox+lXfrVP1q4uVIImUWAFadL6XFfo4bHO2TGCxNXK5k4CZfNiAbyyqBXAOd0pxDojrnjXf/jlcpSNZx6fJoa66eabpBc4aOlRnFOlLlMeioPh7fx3Qh7d343UxnE3kY31nzzx/aubnXc7VhjG9/wC4Y02fO5w4WPzVyNFcdo4Aejd+jLKf0o+eciAsnQz/ACXfw3pyMiQI6j6WofC2TK46uPGHyg4t1kyZXj/k4agav1niYaw6zeOVy64EvR4n9FyP5TyCVXp8pGuU62TbX4Di1IBg3MO0SBgzmwhP4dQFcoF1sd5fDqGN1ZvMx4mGwLni2u1WaXvzI54Ene2Wf40MKKj5YQibRPgL/wBGWU/pR84eNar+SOaG2VHRbOHy3PRUBXO/E2vsZw0lr+EQTuamAGwZdd0dg1m4N0LIdaJL60mojnDOnXD2fR4r9HI/lPJxSMz9t8iBEDyeDaqtuRqmItq+mg4uhlB1zlb6TZA3mY31m8zHiYZGRKInpXKpWbuABofAsg3Qxvgbayc67XavOm93mGNM3e5zwH52zw4aHzVwprNoGAHInFkxE1PhLTWqWUOtMfNN0g5wvag5QmPFy9HiV8PQFXKK/DhnDb2/35W8LiHwE5kIMnOG67LmeWd+Ige31uHbipHuejxP6DkO8DnbNPwQ7zcKgpYfNyhWHS7x+B4iWkOk3lkAhAMbqzeePEx+Qyxvnv4SGUWtoqaeWdM5zeqfbCFPiMOjGNUDYMANsJrcwNgyc41mss8a250hh54w0mzfXsuIdgZSzXiH5BhVa/ntw4eGAGwHmJCoJqcr59FblNAAu/wiamcL+RPZ8yaiZwzoMHePJ4eCienw3/f++bOMUF7uTkQgyc4enayfnnfCH7ueNdL8lWQZMdZgPnuBrSToZTbDoQEI5QKytfnzEfrE3Ti4ejea0yyl1qjyTUyEIw2+CtbAPDBwosmjOeFNSorJwhVF0AHADJ0k3WSp7YAGgaHOEyYsedBrdZLLvx2whk5EILlSVU9c8IT4mfU9o5CBA0ifQaO91k+V3e2EPhqe11h57KnXrrdJ5VcSWKdM8neDpAZuQun4pCcQ15Uzk2zi8rbSsPLOXTBc4eOlRzvr64fuZ1t3RD9/xYGh5rqbJ2bvRkKoQ2PRseu4r+R3cQeJYDpGWAABkpkDWTkZyt2GMcAiAbfWHvxcfRs/JL+nKO9MfhpvTBc4eOkOt3cpOu6c/LJ0gv7OcL2oOT2HOF/IvuuQ78VN9jOK/RycZzh1ogbGQsgwNJGSvgfu5XOU11gxPj7JdEFyqyFVRq5/lQyCT4hkfI+GO3Fv7nocRInM0P21yECAAY9+Liexyr7cXPFAVycmy+CiR8iSvd0hkxhMqZrBTAA0OagK5Spd1oEZvnsvIPTorhZbPaAYbd/Qsqm29UHfHh49AGBxHuZCj5zWb9af+Z6MvyucL+ifDcS/gI/OWTSqnKIdFZ5FA1XLeIGCAuVNxWBDI66Gug47JlAxqBymEoM1+bmmuIJpjRV7ZGEYflA+gWQLIMXIUwhsZIGKSNTOFAgvwy6cXH9zz3qUyTKINjFTSMOUagsZ7rytqWZOCEjCmc0bXLoL0MN4vO5SqSZC6MKYh3lngdUFk/jcJ3aEOjv74CALq8r5OhA3lnhRayDkDpiGq+bQ3+x9+L9F2c4X9H0bLY1+o2QjvIMncN4gyAy3xrdAhphTcnezKaWCsnV5zgTAkZxAEA90MDQ+lW6+HLTKjprifDT/AOVD0A09FBMjVCDqRPKQCbL5v2fV34ix9F2c4X9HzQkyHU0Ry/xBGGeNHwevKqtfx2bvmYWq6z0M8CXzulkIsTRky521lgCpkeHrMgwdSHyy2wrhq5C+c7jyzgT01Nn7Cf8AlR/r7mo7zsf39F2c4X9HzqArkenxx2gvntLFGtM0vd0MhCR3lNl5F0FzhTtOXu5dT4qZTCLcptH7Hf8AlR/r7m4XaT6LnC/kT2fPcqlUMaotXRlM3vCe56l701LlQQqMnfOc9IZwzoME0lk7OlIhrJ+xp/8AJh9zcL/3PZ9KjtZYfv5nXR0ymDHWU93loa66epxP/Q93Jx6q2OUUFWXVMknB0kZVV0aq6yfsa3tfX9zH4OKfafpQ7cVI9z4XQ9fUN8boG8zIWwmpF+s3d7q8UMboR3mY8UfKC5Ta2/L7i4iChKO8cqsLID6M+3Fw+hvDKqzw4aBurhTA2gYRiOoGuKBq4Ign1e6lnMSWmHDR3krhRWf9MYDFjgEQDb7jlQj11Ojhroa+hf2vqxQNV0xvrN55CyNgsX4Od8I5403apzrvdqzK7ZNjCZ6S6GUTlMkuTsk3kIcuKXoIm8nIhCIGxjZKx6av/ZZXBgIyX7JZRN0Mb6/f7bvqlYjFBMOG+dk2WFNZtAyECAkfKoGrtlVniCh6l3emWcNSATecIENU5XWTEIQwL3dDPCsd7nIVEXXVXk2BaQ53OlUnKTopM4fv1z93lbML467Rxsb5kdoYBEA7B9jSNYphRb8rcthOqGviuQoZgznLDhq8KAt6vX1MZwN5GN9R88ruhYocpzIR1lgiCfZ3ES0qT3yqHRWHqIIjgzo7IyhkJk46x8sVeLlls2GgAq8pWwi6MsLhvUGWRbZOqEDlf3YQ93L5dFLlUemsOU6Izn1uWnhWlgdsLoKA6/ZHFGvQe7nEulOhlJIgE/XnHrgmHCHzm4UUDphXTFADXI1xjNkbvLi/0sgaQDJSIiroGdds0YAHu/ZVzMg9G+QulFIXY/7OJI/KHlUBXHia8jf1oEJeZQO+TshAVcpuhAVd8/yoezzUBXOGNRn7uQ/23svlHlOmsWaZwsNIa/OXNiMiSdzJwJgPkQTRMIhsB9kT78TDOI3rPd8+pt5lAVx4mfiibYOoc6tZ8VKeVnicRKftzt/HfCGWWxrDXIwbUnZt8o/Zl8SVb1ZwiJL38s4xlFJbYXUGxhcydIQfJOZCDJwttt/IAY0TmaTsw4Q3VcK4R2iGE65z6d058Q9iBvLLEppymHRWHKceqKZGJGIGx9ow78VNyffioHseeGs+Lk+bjFIBjSwqJO6hhym9MFyk6KGecNHSrnCZ12WuUhdazn9m3PXONRlh4U4zNtnyoJo4RibAeVBNEwANDJzjWayyqU7p9e0M4mbCvK4yixnsa82AyJO5k4E9Nfk/T2cR0UHOo9zB1+iVV9GrurlMJE5Tn5rb2CkYLlDcj0ZX4w6T0TyoOW97oQ58S9iHzll/ahMgaQDlN0gv7OcNWz7uxlsEmWQwv6toS8iaiYVTjMSxY/Y05EIq5RHeyW8skEhHKycOz3iendYwADVcYM7SM1ZbuRCIAaBk4Rlp1A5doyhD6mwLeKkOf41ef40TZTOi42sHCy4QnAT6TPvCX9OcL+geWUiEVc8eQjOCQynWc5WYocj8fFPtAziU/Ae7zTXAA0D7NSd09JmkI+vT3tnPldpO1iukYmUTCes39o43avTV3ciIAur9Rq/5NnxQj5FA1dseJqP++f5dePF+0HIPVEUTkoY2wN5mPEx2gMsbL3avKS5dZ+auvw9e6i+W91nCHvl6ulUd3BnwzojKGQJWJOfYNjlXDo6v3clAkimqfcFMGA8p0RnPqcYRQEEMIkTQAPqR24uX7npTmQNZOV3Qs29S6ycNoa4T4mfyI54E5952OV1lYh5EERw4eswhE2iGaHO2hsnqzQw4aswiROwHq3VM0R0kZXUQV3k7vrstHB1Pswfr8+3FQfc9Ljd4mRg1tT5p3hMh6Gp6ikRXbG+arCGscrmTgS+MlHXA0Pt8nHYT6Zf2YS9n0p1xmi/LLjWdf983XR0yixnF13Mun0Qyqjac+8vNbKUA6DVwrtn3smmQqjD1LoeJBjhEqoTOGNKT764pnqBhRKfe2eSriXwjD6ZxJrS5B6oD6Uu/EwPY8h+Dif2nj+O8PlD4WV0IOi5e6hA3ngAAffV/e2s5Vd+Im/TJBKKPzzhv09Pb0FIiu2QthP8AK5T+Oc5+TiYrAmbxzhjWDP5y+Ek6RXIMPAWfzytaUnOCmPE69q4LlZPeb98n4+JX5RMXQXOFPwL7vNdDKbfFF+k1dr7D0LXquhDOJgAJ2m5w8zTo2kZKREVdAwRBOXEv4CPzllGtc2t+FKIE9cQcAPvmciMVcpnCAskFy3iIMEMotj2gDzm6QXKJEKNXLWxCap7GH0fbi/Qsn0cULtplY2PiTP6MspJojpIzwZzTxZ6mBocpDPiI+0clCMkU7n0pQ3fsdQ3c64f/AEYImp8ZNSChq4USn3tcKKzaOdEfYzrgTI6mvO3tXLOGGxB2jl/e2uGKBrkJ9Ypt9Ge3FR9BhGWig/EqBqoGPEVe+f5MM/yoZ/kx9p540/lTLGd3sQyhmms/SUDVcETUcu6+h8PfIQvmKzY5U3TULMSYg3b54HvbPDhq8naQnGAc9fsFsnapX2Ddwo95yc/xq8eFryECESJ8GoGrgiank1PcyV9ZkLpTQ6EOc3SCmcPOc4LLF0FzhoarY873SmWcNHppMtQ4mK4re+1eABofRp/8uH0G6otMrqjAydkIIPz5cROR0kN3DXQ1xBNEH07rJWbOkc4RehH5PKbpBc4WAV6++fn4v9ocpSIxV2Mogq3T3eTOVilfY+cshVGDqbv2A7OcL+l6N02IRj3k5CFpvP07oLpKCkjKricFeyb5o8QqqQyuBCBHyT4aMpsshVCGx5JGsUzhU8LL7gGJlR01hzTU5ShGf5gcADQPo9nbiofQ7zqvrOQE72Xyj6lwtUgyilh+OecN+nr7vK90ollZ01hnD7Sn7vK/WXTX752iewGd7n2hgAaG32Fwu0v2k+jWdd85+3Y9XiAbHo/uWVsWAx28igauf5FXvkZxmaxR8rQKosVycIxYQPm/Tr+1tX0Oo67ZzxdBc4f8jL5yV81ql9Yee90qfdyB0wDlxHfoh7uT/TllHamPImeLOcto9stlOfSzErw0Q0+w+H3n/wDyfR4b8j+6+pZMhBXKIJBZbywGi3T/AKS8k4E46OFUA0ImRhGCsQF82/EvtE+ncRvX/f0K6XRWuVR6Kwy+SR0BVyB0wDyKBq549X/2Y3Qbx3Azx1/JVJyDauswDnKZA1k5CyE/yuT/AB3xj8o93nMk8TBDsGcRPpqys0hE5V8MlizxBEcOuj5MoYXMvyVyyJYus0D2PsGjtO0/f0aO3XH2fUmSnaRT8BysgTgmQ16Dq39MiCod36dxX5DD6DxEJTgEcJxgBKYpjxEPkMs67p7QI50XKaz5oJo4cPWfLKYDfOXt5QLrZLtHL64wPEh2coshos0J5Gwm6RFPfmg7g/ZEO3Ez9GHbiZnuD9kcV3pcg6wH9j02cRBQX1mRE7oY8RDPGk7VS8l02EFDIN9ntHChfz2LhRWfLO0fY89B+f8A/k+WqwqZxnkYSsmTnsbGNcF1Yi4AGh9l7cX/AHH0Z9uJg+4n2Rf3ollPeqPpTmqwr398tpCtkqyyLrEfNCyM1I+a6psDR0w4aBvrLCMY7AeVNcADQ5WTK4q5ONtozci6xHzEQVPm+XQ11+zre19b6PE7EvZw+x7TWuWcM60no3SYwdN3KoEIBnEfpJ74GgHMnFkxE1OXETQIR3llNfhw8053daQhgXu8gwpN1Zeh+tcu8I51R101NftriP8ApL2fRuOqqRlLrVF+x01HOE7QkeixJaanKzvbCPs6+S2PRMtM1OnXKjrWx/o+Aun0VrkOpj4cH+5Z/iwyibIR3i/bN5rTLK3qhF9GjaUfZ+yOH7Ts9LUyk6pSs8kgkI4Skng4AGh8BxO0T3coNIJ+7ls+g0O8nKodEPtm/tTLKjSqP9How7cTM+ItulCehBc8ez5UuePP/wDFzxrXanKbJzmkj6ZR+rb6M5s5+HD/ANcugw7VqrvlKSqNOQi6cpSIxVzSYl+CJqfAXQZw7bmE5vYrRyFZF6nvL4RQNXPHq98Lq3/uY3Vn/czx47QGWQViKaPkJCoIv12/9GWVfpR/o9E/5b/XxRYNjDJ29E4wDfADmoCuPFnyguePY7UudV89gjkK7iYynyrtJsj25M4xQUF+g0/r2+hbPorZZTMhVrvOeVwYiveTkq5wWdWBbPdIGRiRNA5T/wBthD5R7uaCaZCHRqD2+iW2FQLg6gmIJo54FUBWOUldsNWsxhVAViGGmnbk26XleLplk2wdHpgbucNX3Z7H127vVLKO9MfRP+VL4qHfi549+LP2PImphEDQAMZS/wAoiYugucNKcxZcuF3m5bb0aRiazchT85vVL6DR+tb6Eok4o5VTGvypqJkIEDQ+GbIG8gx4iGeNN2plkLpM+hh6i6GTZcTP2jHKFaYryvdKZOUHTTHOJdKU98gdMAxQFcoOucrXLrNVjtE3chW2AppA2j9es/TllH6EfRh34mfxVPe2yWQ78VPnfNhDUyDrEXlA14qT7GXOlMsoNKY5Y6QXIWFNB7uUw0OuXeT9Co7zs+icSzbeiGVUQjA1BcANjHIQIeddBcqsLY6+TiZqlRu4hTRlUeisOXFfph7uBoGXd7qzlxK6EDeWTfDgQhvsZCGthB2hv9fn+R/rOH/Qj6C6GcPtKfu+iyBBQXnxE1SuG7lYxgC6oeeUiAq6BhdW7TMLq1Amc10FykZ0zyiEoiz3eT2MuuZwToQwttAPCyKsRTRyjvbZnFdqcgaQDOKdKHCMyMbHuDkJEwRyc4wNVyLqCifQOF2n9EgBxUvd8kpETuhjxNeHE1Z49fvkJkzUE8nCmkF91fJ0nV1ad8t/HdCH/rzv3rPd5Q/HxM325XzIXxfYymCvizyjQ6h31fKoGrtkJkzWL9ZkaxTOF/RPOoGrtl3ECMTK9Og6dvRvr64dtzKbOuH7mKArlAyZWvksstJoQ1M8W92qyrxe/iacpBIRNRz/ABqvbCmAiR5pqJkIEDQ8nFd4B7ph2DlRqXTEzito4ZKJM0c6Tp00NMeGBWE2OQojF1Vk/QeF2n9EtgyCR2kZXYT/AGkc7KSdhKWcN3ZvyxmFxDpwjE2Dm8VWZPioMHKb4QrDIT6zUE5TmQNXC+OyMcoF1sd5c7u99WKGcNtOXu8muDLqQXlOmE9zCiPvLIxImhzQTR2yMSJoAH1l7mcL2gnsvnsgTgxyvh4wyla7Gp9Kw8GwsNns5fLUIG88iEYgbHklZCHaUgzxq/8A7MEQTyyUioZ4t7tDOi93mGFNxtb5LxSH9nksrJ6a/J+jcNvM9n6HOZA1ceJPlCWHXO0mQY87npqk5RDoqMr73zl7ducjUT3yFEIZxPcjD3cAADnWeLNsdtjLzxkgZRPrh7JzYDMm7mWQ64JlUCuBH7Ep7W2no39rYT9KcScEc4XvNV1Y+WVMJOqYVwNoHn4uaAZB1gPK+5hpCG7kBIHU6v0yjtbb6qgK4zsn+mAe7lU5KwnufB6mM4G8gxvq98eJj8hcbbnarKWcoazy/uwh7uSemC5w5pV5ZwZWwl8jnapVJMruCiId55VDoj+7u5PWq3rBR3yE2b2Ej9kHbipfuejxBrS5U9VcX0blUqhu5OHgJOG2zgiCepxVZKC/MymRKqLl1xVnDwZrbP6bR2vt9VfGu6PlHk/8mP8AT6d02ERDXC235U5rc7RiZAnvOQ+S2DOGgphwobzXDh6vbCuBtAwA5mrxL7BnEy0gQ+csiaRD2PRhTCCofZb24uL7no2fpyzhu9EfRhCMNsQTRyIRADQPUTXPBsFK56GWVB0w3lJwAAPptXbibPUdnTKavDPdeW/Ev7HknIhBc4bqRk+Zzrun+QImFdnztw2805kI6uTsumKDGOUkio6vIxFFBT7Vv7W1ejY6Vyzh+1MfiWvW0n9Oh/yp+vT3ZT9+UxYpF0cpmzEdzLTxJleAAB605kIq5Ctm9dmTiTjph9s8T/0faXo39qZZT2qj9jw78TP1rlIkTeWRCMQNjnYlVxP3ygdGbvL1/wBW/T5QzU21NftvivyR/s9Hif0XI/kP6Pser9ez1JzIRVwtsgjYBByGtk2x22j5OMdo5D8h68JMYWT+a5/joa9b15TPrrH7a4r9HB1B9Div0cj3ifY9Pe6x9S1674Qy1bXwjKp+H/rsyNhOSR5LoZCPiE5vzylWsH14R1nOD7jl1vSdMe83KYdEA+2uI70yyt1rj6F5rTLKHqpi/Y/D72f36llU/H64ZXArMlCM/wAwOABoAHK2M5aEUDAIgGACvv686YzR2TIVQh9t2mtUso70x9BNTK3wbmt2e58czibyMLq3/ufSOGfx2ff0/wAkv6c4fvRH0b6+uH7mVXD2n2mfFWly6wQMmXkGTZlVUrjqnNzwaBy2iABCGRNIh9HpQvs+/pflc4XvT6U6oT3MKpwdYT7ez8VxTpS5SdNMTKYFls5v0mygm9Qo5/ir/wB3PAmbXORquEWz784baZ7PpqBquN1fv8TxJqQh7uTemt/YzhzSk8tFk5znjIEFBf4iq7X2Hp39+iHu5GEY7AfEzOriYHsZf+jLKf0o+S6XTVJyC00gGs5Y1pZWqsl/iLbi39z059+Jh60kiKugZCZM1i+VQyV1cd3ITLDWPPqPczqhG2U2Zk74zEgMshC5A7QMOxz4tCAZQdWs3+jN+KPaJy1Nv4gn24qHp78X/UfUZxJ9Hz5Xa2zKjIxIgHkupbNpJhwp/wB1cjTCO0cAOVsPEgxw4OGQoqwCJ2ADK7Z2TdInR5OJ1neQyIABlXe+zJ3d+is6pZXV0vVJ1l/EF/ayr059uJg+/qcRHRLT5ZK0KuvKYdJq7vltulCfSQZYWXf/AJZBn36wPJb+nLOE/Ry+Wlb7uVQ6IB5Ck8Zm8pUazUmg5CEYGkT+IeJ3g+z6fEi16m8chLrgPpoIjlINxBdYi6eomuFdtakEY4wfHgKr/FPFfp4OoPpIIjnDKdcPZ9O2avhw3cnSEDo3jlUyZ6sB/wAmSn8U8V+i5H8p6Z24uR7npWk0OiWjlcCB7vzeTA6+rZ/jbif0XI/lPTt7Xwn8Tqe5mobpjdWbzMeJqx4k+UJZCZOBI9BQNVAyMyYsX+HOJ/Rcj+U9PijWlyDrAfh7IdcGOHCe7n+NWYU1m0DISG5jGABiCI7OARANvLPq6Ho3zp4n3yBdPa7DhzeaywANAAziVWEDFA1cruLJoH8M3mtMspdaovp2mtcso70x+J4pdIhi9FT+xnDR0r1+cvLdORZAPm85ukFyl8OiU8oZygM+QjfObtDNXiH2hkIRgaROagK5Xc2TQO38KzNYpnDd6fTn+SX9OcP2pj8TLvxUT2M4r9LImkQ8jIN0MmjxUOfEqUuWn4K68DQDJvTBcZrUxB91yu6srMhPrFBDyAH8LcP2Zx9n073SpyB0wD4JSIrtjxMdgZZ4trtVlU5yUnDTyVI3zy8ZThAPLbTG3GnoviCmuQpRFsXld+O2EMn34qHKyPXBjlNJXHTPBr36D+G4duKme56V18hYwMW4Cc9jBJAmz6kLSaxBExQFcBvepUhhzQTRwA2AxnE3QwRNRE5TnGBrJx4s2hBcIXM2ZAFzw73ezPBt7f7XDseSyCzhM+XPpOrq0750nV1fP+H3txcP3PTnElFHOFXoYfOPqXDXYWmXPWxrHfAAA8s6Gc1ZuHDVmABoAHKcCw0lkK4wNDldaVGU3s5gn8UW9r6/Ur7cVM9SYMEds4ROt9OcuiC5wg9CuXrK9M6CudJ/FF+9b7PqbcZ6lyySo+e+Tq2YbxyEyZ6XFdqsgEYAYkCfy6s/PxR7RMUiK9gwdQf4m4r8g+yYen//AG/TXQUymD3nPd9S/vOuPK3Trn1a9Xyyiwr1LOzhrdPVEgfxPxJrS5B1gPpv/LP6+IaxtJ8mIooLkoRluDgafxPaa1yModaI+m/8s/r+Q01EzhX8Cez6d3a6uX8iU9rrT07oeJBMLZw7WQci6g6J8TKyEEFBcb6z/vn+TVgiCfxMduLke59EW+SgBngTfz2uSpG8gYxqphqxMGN0EgaZCJCJE/iafbioP0ajvZOeXniXQhgAAfxPxP8A0l7PqTkQirhO97gBlcycCR8PN6YLnDmlJlX475z8pYvEvfSJjxQoQF/iLijWnIusR9Ow8S8h8jlGJE0D4fif0tPfPyV/0ZwxpV5L7yr93KKfFWc8gEuJk/KP8RcR+hLKu9UfTp73WPq32dEMq6vDOrfyy4ggowcL1/JU5re/KMcgJE6kXFAyV9cd3J2StnFhBQy6dyaIA5VG2AdSAZXdGxSPO2mMCdmUHTQZwveDL3cnPv0Q7y/iG01rlnD96Y+nDtxMz0riTB6FHKZ9cB5Ot3EftDzSSJq5CTKOqJzupLchRCGE5vFMTlxc0CBlVZXAOd9U5po5p+DTKi4GAZXAgfxDI1imVXeGdDBzx5f/AIyzx5//AIuHEx+YxwRNTbzy7cVF9z0z/Tf+08tn0Qcph0Q806LJurZhVM3tlkYEfmr5HSriep2lk7ox/ddgykbr2b/FOnOUSQiCZw35Hz8SIRn7OCJqelbAnDKVumM9oerKBM0kYwhVCTEDOHh01fxaAGh57Ik4Mc4aS1+lZJk+HDf54w8FJw22TBE1PVsj1wY5A6YB/GtXa+w9GyDJEdEyECByjAiqL/Ie3F/2fyfvxJ+x8ScWqnRgXz+ZDPBsD9ZyiTKHf+M6+85z+JqCm5i/PZ5SOqKYBEA29K27w0Olc8a52qzp4h3mGRhcItmpyEf4jnZGOoJ1ZA6Yh8TbAnDKJs4d9zySmQNZOFkJbSH0C6Law+ZkkiK7GU3Rt5cJ/wB+TNssCp23f4gnLpguI6Fu6Oq4Ig+txM2EAN3KtfDOrf0WbWvXqxx4mBnDxSCu8vJOEZmkjK6Izun8gy2DTDUsnnDow2eXFKMEw10NedJrxM3OJdKJZRAhWY5wu08nNun0Q2N3IQIAH8QWQ64McsgQ4ZiZT3pj6d9jXDUyvXoOrfkBbey3Ic5siCwNXB4nIdTH8YD5uiA69JrjIN0MjZCW0hfJwu033c4ruwhgAAZOyEPzOXXlnToYvE+xhroYugucKfgX3c4r8ge7gaAZJ0iuVE7BrOxuuUTKWUZ4WtjpWf3L+Ibu9Uso/Qj6fFGtOQdYDk3pgucOaVC7voN1cezMx4mGeJbP8kNMaZz/AD2YcNXhTCKJHnN0g5w3akx78XE9jlOuE0ZGXwDwwPnz4iWlLlZ0VBln474R9ucYkTQAMlCMvzA4AGgaH2jxE+irOFWVf2fb+lLKDSmPpyOqKZwz+Bg7xy9XSs3lgaAHO4uUIIGFU39SzIxIGhzaK1VMIxjsBztvK0MhInEYupzvUqchpCqOuwGVd75y53wkgx3HDXQ15XwZsD5a4gxTKafDX7UkkYq7GF1lylRhw/ztWeAAB9n39qZZV+nH1Jvg3dfyllIzW1/o9K26ULYxAR5212NznCdoPkkEhE1HK6ys0PsiUiJqoGCJqfBprk4NL1w2+ZkUkCfaF7pTLKzSuPqW/wC56DY3yiajB3j6VxrxFfNlEdFBzhe8F91+zLJ9EGWEG6DZPOG70R+DutKjKJtsFnlHbrh7OTkQiycjIlETLJkIMnKbCyBLLZ9EFzh5s69XLrPChrkJdUB9z7I4j9Fw2PTayTrqmRgQNImSrGRIUfSe/FnJdBcKydDY75wiNWKBqv2XxbpTlr4NBDIXkIB0JHIpI1HUfJbJhWyyF54ROeSvmGpWhg6g+WcyEVc/zHrxQNXPGndNKs1tpRmkovIj496u0cAgaAAZT3Zz+UnOKdqzdyARiHtnGPYhlEOivOLVmQMph0VhnEa23kDIhGIHy+yL+9Msg6wH4c78XLlI1imQ62BTo74xaLCZ3hhZ40whsb/ZczxOII/KOQqZ2M7P/DNBNMo7M4ez5OKdKHOFo0Cc84r9MPnJwNAM4mbCrIF8wF6TBtpfxvVDB1MsPGvIfKO+PDQZjnFy0qzg6955xSeHp81xWFK/MM4Y0pMVun0H5DdwANDbKzr4mcvbLLCH7rsZ+J4mDZk7onY7yyp04mTag42tnan/ANlnCQ3m/ZMzqgmUS1r0d4/DwhIunJ8oAfZddwWzUVc8aXyqnkJLvFM4fuzl7vktfGvIfIwAAMl+PionyiZJImrl6t1Y8r5anhm7kDpgGUfrW5OyMN8vJ2Q600DC4IRhAZOQqdeux1lk49UE9zCu5CCkY5CBCIHLwZk1ggSyFJB1VZe7ltMbchVCvYyVEJz6nAA0ADCJE0D7KspVWEtNd8iaRD7lkaiZQEGcOV8+iH7uUw6Kw8nCx1nOfKFgWTUWeQhJeuzfLq/EM0vl7Ryush+67rynSTdRYuQohD933cQTRMIkdgP49ugiWQ3MOJ963XIQlOfXZ/4eUANDkRBUAfWnfCNhD+TF0Fz/ADPeGf5a9oQyvhln12cp3JfGByLFv6Y7G/KUiJquhldsbNv4MldCDpKQOePV/wDeePV/9mePV/8Aef5NXvjxVeQvhOfSD9NnMgayyEycdY4umCJ2dTFDnbdCCGhKWWwDS2HZMHUHFAVyiBNbnLbUeiHeeU1lcMsmVx1cam38dqhnCxIEnY/gydEJz6sKaz/oYV1O0Y4VwNoGdEfYxNB0DKq+gV3fjJ3kFAVydl3Qy0ImQVgL5pzIGsnHiZv5K8quLP2lyvuKjKZtkBeV90mxBQMr16Dq3yaXTVdIQzhYpXnFKpWZwnZnDL7Gc0NjDYy2fRBllFKviTy1CuWUq1RziZaVZO4rCuGUwjE1HVd3lA8a5k7R2yyyMDWWWM7bIxRBwNAP4MXQXOE1WcskkYq5Ta2ip6zOJumFkJOhIX1+k6ur55e6sa/fA0PNW+PcrscrA/yYcrFuvQyuBCBEy2XRWucNTtOeXS6KpOUwbAjtDdzsHsZrK29a8npRShu5TDr0DY5X/jshXnYMVvdD8hvgaGWhPiYwcKKvbDWifSCwcchC6AwNMhQD1SWcsgdXFTf4N4mWlLlMOisM4pUIG8shEhAielfZOAdBg8S+xnhXO9uHCnzmuHC1ZVTGtU5V2Fgp6HjAzE2cS6fzIZRYz1JIpk7I1mrlds5z7Q0hyr/HbKf/AIea9SmSZwhpTk5kIq5QKts93LriAh3lnBwCC5OyMDvl3XNiz7C6BjKNUDVy5sugoJDIXaQIwgrnhTs72v8A4ZB8C2YijtgN9uszSMcAiaGxyujInGyJrpnRZb+d6Y+2RCJoGgcuk110NfNCHTOT8pfwbP8AHxMT5R5Q/wBl6/KHqKArlFraKmNsi8gc+Jn0VZw8Oioyy4h2DqlhC22es1DA0A8j2MokNyu6unKFcaupMLSU2Sdc9gypmx1mA5dPorXKZ9yEDUN3zWHVXIym4hTo7mKKTuQ9oZrOztA6I++RqjEysugdAZCki9SspZdUWB8kcKDeazf4fo73WTxdBc4T8i+75+LUpyvUrj5OJdKXKI9FIZQdds7Ob/t4n9oZdfo9EMqqIHmm6Qk4nRVVP2yMiQI6jiajlDCvqi9nCcEUkIYv+TYQO0DIQIGkfPPh4TchTCH8CKBquPEO0IMspsLI+vJIiuQmWR1PWmLBB0cpr8KGmTNYoZVDw4EfM3Vx3mZxN0JgGHE+1TlUrHXrgR58S6zhDLpdFK5RDoqOV0yuC5WyRhDd7yc4WB1yXc896lTkA8MExqnBfC2ch1ETrRcnVCe5jwx1+0HfOHDWb/Bve+ftWZNKodjKYMIA7+umuRiRNAA+HeHq9svhEawPL+fi/wBomcR3shDnxRKc4wMqrK4AZMlVa2GzvhxNeQuLHSI8lImrkZEzWL57ZdNa5UdNYfwZfLaBvLAjVD2DIDbPrTSJsedQNVAwRNTGRE7oYImoicuuOunUa+oobuN9ZvPIXwnPpPJOZA1ljxcM/wAl+VTnjXO1OdfE/KBi8T7wMgSIhN1fLdT4umBoaeSqroV3XGobifm8OG/QYAGhyvgzM4SKQXz8RYDGOE7rPyBEyqEoaspsvvxnA3kGFkHaQ+sTG6digR7YDckpmkDY8kroQ3lkJxmaxR58W7QxmmlVW+FEd5rNzh0h4nsOfjv94wy6qEGshuvouoYf5M/aOeBY/ntcOFhhTWbQMjCMdgPJOBM0kYQjHaIZbawnADfnNbuJIm0fhb56Q0N3K49MA8/RFdUNfvycyEVk4eJd8+iGFFePD1uQZVTITdR2fUu4noUDOGrE65+SyTOfhQxpqgaucPD8cpgkHmzZ3qb7RMqrKzF0FykbZp8l1cADQ2x/HxR7RPNezgk45CZOBI9WA3XM/kcrJdEGWcLDSHW7y+FhFnPrmf0fwIjxF6fIyoYxY+3PiAej36jnxFkoMNOU74QyMyUSQ9sbJzUqMosmzlCe55OLdKshCJawt/8AMgNNhHVYS5SkRirlNu6DKcsKWb1WuBpyvn0VLnCV6DN5Xz6KnOFh0VYuhnC9+ufu+ZBNHDWi7T/pL1L3SmWVWTIEK68YcQ/9wybapTPAA0PvCc4wNZOQmTjrH0a7Sc5AbZ42t5WfGroLnB/kl5P1Lv2hzvOq6uOTkyfDh/65GqEBAynWf+o7RwCIBth/zHycR+es/fJ1xn2kZdSQBJueDP53OT4c6FVc4UCg5iJqOcStlxWZEIgGxyuW68gbGAABl05d4QirlUOiAeSZNlFi8mcTsyMvgTqyifXUPrB18a/eN+tnEkM4Xt1x9nlO+SpSLlNniR8itnFAbRy+zw4YUTDr6+kTVzg4bz+Nt7Vyzgnc52z6DQ3cqh0QDmz/AN85exoZVDoj+7u5ZLpgucJDSC8od+Ln5L/1KuU3rvjA2j3eSamC8OsUWGePr2rgywhOXe1/8MUifsZwos5WPKb0wXOEhvN9Bsla9FWHDwyqEoTkf9M4btOcPWhUQmz9/uTiVKsZEAZOLbPbSBlU5lrXZz1PfGcTeQY8TXg6nk6I9fXp3zh95y93OKnI0hDeWVwIRAyBpfM9zkpEV2yd9kxYGkM4WGkNffLyAxZu2XcTrBAc4ecGBA+NkaxT3MqhqabThkGe045OZAyEFeue/OSArnDDObN5cZPaGQOmAYoCucML1z93ycRBnDtuYcQzNIwevKa+gVdZPNBNHAA0OUgkI5CBA0ickE0cADQ8rLR5XqpVHdyECEQMlIgaycEQTDtxj95cXPToyqGoWTdV5eF/v8TkmomHCG7NcKKz5Y1RUfJbcj0QOqWN6jBEscrgQgRy7vxNfI/Xf2OSCaOXoEaj54AGhk6ozRlk9J3wh7Zoa6/HXVy1LK988eexU65XUj12d5+Ti5aVZRDoqDl+rxfK4lIIx+eRCMQPLoHwVHe2yWKBq5fY2IH5MDQD2Ml24yP3kniWWfsZw7rSeWzxl0hoYVWP57XIQYL+NT2ea6C5TYBOb3muTqmniv58hfGYZd2vrcstIfvL5GVQYiu7zYiigpzKgtZ/RZ0s7iTscnZzhqWGq/FfjonJIMouaWX/AJzohltRKrpjkCRA698e/GH7H3lVVKE5K9nElRNQZQc0suRdYQwNDT0YUwg6hyIhqgGWQLI6OQpjB13fsxQFc4fuzt+jTnGBrJDI2wltIec7oQ3llVhYKH8R3zVKo7uQiQiRPotkyEFyFLN67seGrc/xfacs/wAYd5ycOEgOAAB/EV1vR2j3m5TV0Cveb6qXTuRkmHCnznLP8WP/ANuf4p/9yx4Z6zST8KHi3rvGPJSIrlVxaoH8SIog6ZCogruvzfXlcl5DL7PDhqYOoPp2XRryF6zIsGOvnZBIjqa8ibK+UTYMLNLfDrPnytdK5OcPHSoyrWd85/I/icsizYfM9Sk6r5zziDWdcPTmsYKZRrO8lm/F/tE5W3xrmGf5L8qnITJxE50jOyVmWz6ILjXZWMyeUQ6Iau7y4r9MPdDO0Y/sGcN2q+1GcCRFQXmumFsJOhIX7OdnTGtpY2bvz9OToLnDCVZvxX7RPNxE5DCMN3y2RZwY5XWUQVygdGbvLJyIRV2M4eBYtk+VQFlgcr7SEMoj01GSiSNHLvxMIe+ag6cpvXfGPyj3ziJJVkDpgH2VOZCOrgiCeguguA2ynL2NcpkzqHk2F9xDVIZOFQJDQmZB6oD9mTnGBrJxnbahWMT3y/8AQcqda4+lxUtKs/JV/RnCCjN3fLqZNHij9jIXQnznMhBk4X9wnBjknx7SB+SO+bdsuBqRzhe1Bk5EIK5RFIau7l82EO2MHQJqzm5YT0OhDJeK7TDCu1myZ5CvpdZLJxQFzhu/XZ75KZbbA+y7fx2wh/643fKqDPISmqThpzUMEdnlqGSYsUZGaV01TCYrlNwVxAVy62zw16NDKeGdBZ5bCNcOmG8siaRD7LuvSfRAyFO0pvVLld+jPKf0YeSSRirn+UvaEFwb35RMY8Q/9zDbvltsx0hBc6LrNGaGeB72yz/HlD9OzDXTu801Ez/EPdyFEW5FUMKa4okedrrdCGXSLXw4A5wqEE2TfIPiTZG0exlv6Uv6c4dPAjit89D8hz/PxX7QOVhoZESP7OB301x20cjEhEDIUkbGfzfsu6bKyaZQaUx58RL2tDCuU/lOWQosHUSOeDJ3tln+PDGGs5FcBI4dFqQhAPnLADOJNaXITCkk5WNk/Edjb7LlIiKugYweI0UIxwJ0WhrrB5X9qZZSaUx8ia4AbAeWdvRbGAb8uLmkAN5ZVDorDywhMvnL5PksqjZvkIRgaRMnRGc+rIxIgBoGJqYcN8ut6MjEgAGgc4wIyU3eTEkaOABkgDUwk/Zl9rAQMqaymQoLlN4VgiuErZ7QI54LL881ydPSf6QHK20AkHkGdTOBBVxonAJjrPIXSmh0J74giOHDGzJYmABofZd347oV8r0eiHu8uKdKsiaRD0g8Til+UOX6vFftD4ZcHXUc00fc+zJQJiOEIgHSYVyhdrDZ3+2Id+KnkkiKugZUNk21/qPK38d8Ie3f0rp9Fa5TakArgycmX6KzI5wn6a/DaZob/wAT2LVd1go5pO/vMYwwANDF0yg6pzs85rztqLdNchAgaRM4t0rDIBGAH8g8ROQEImrLK49ECPqcRXKxiGAAB/8A64evLUzUzUzXnqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqZqeTTyaZpmhmmac9M0zTNM0zTlpmmaZpmmaZoZoZoZoZoZoZoZoZpmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmhmmaGaGaZpmmaZoZpmmaZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoZoe2aGaHtmhmh7ZoZoZoZoZoe2aHtmh7Zoe2aGaHtmh7Zoe2aHtmh7Zoe2aHtmh7Zoe2aHtmh7ZoZoZoZoZoZoZoZoZoZoe2aGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaGaZoZoZoZoebQ5aHLQzQzQzQzQzQzQzQzQzQzQzQzQzQzQzQzQzQzQ82maGafzB//2Q==)
🔥 Оценки экспертов решений задания 13 с уравнениями ЕГЭ по математике профильного уровня. Сканы реальных работ прошлых лет
