Пікір.Сабақ өте жоғары дәрежеде өтті.Мұғалім зертханалық приборларды пайдаланып тәжірибелік жұмыс жасады.Сабақ мақсатына жетті.Мұғалімнің өзін-өзі ұстауы,балалармен қарым-қатынасы өте жақсы .
Жетістігі:Мұғалім тәжірибелі ұстаз.Сабақ барысында түрлі ойындар ойнатты.Оқулықпен,дәптермен жұмыс жасады,есептер шығарды.
Сабақ өтілгенін растайтындар: Г.Ашимова
Ж.Сыдыкова
С.Бейсенов
Н.Дінтаев
С.Асанов атындағы жалпы орта мектебі коммуналдық мемлекеттік мекемесі
Информатика пән мұғалімі:Ашимова Гүлсім
Ашық сабақ
Күні:02.12.2015ж Сыныбы:8 «А» «Б» Пәні:информатика
Сабақтың тақырыбы:Тармақталу операторлары.Шартты көшу операторлары
Сабақтың типі:ашық сабақ,жаңа сабақ.
Сабақтың әдіс-тәсілдері:топтық жұмыс
Сабақтың көрнекіліктері:
Компьютер, проектор, презентациялар, деңгейлік тапсырмалар, оқулық
Пәнаралық байланыс: математика, геометрия, физика.
Білімділік: Шартты операторлардың жазылу тәртібімен таныстыру және тармақталған алгоритмдерді программалауды түсіндіру. Сабақтан алған теориялық білімдерін жүйелі түрде тәжірибе жүзінде көрсете білу дағдыларын қалыптастыру.
Дамытушылық: Программалау тілінде жұмыс жасай білу дағдыларын, ойлау қабілеттерін, өз білімдерін сауатты түрде жеткізе білуді, пәнге деген қызығушылықты дамыту.
Тәрбиелік: Оқушылардың белсенділігін арттыру, жұмыс жасау мақсатында компьютерлік сауаттылыққа, өзара көмектесуге, өзін-өзі бағалауға тәрбиелеу.
Ұйымдастыру кезеңі (1 мин)
Психологиялық дайындық:
Болашақтың ұрпағымыз білімді
Информатикадан алған ілімді
Өмірде пайдаланамыз тиімді.
Үй тапсырмасына (10 мин)
Сыныпты 2 топқа бөлу
І топ-Алгоритм
ІІтоп –Паскаль
Топ басшыны сайлау
Топ ережесі
1.Топ басшыға бағыну
2.Топ мүшелерінің ойларын тыңдау
3.Уақытты тиімді пайдалану
4.Белсенділік таныту
5.Өз ойларын еркін айту
6.Топ ережесіне бағыну
І-топқа сұрақ
Циклдік алгоритм дегеніміз не?
Мысалдар келтіріңдер,блок схемасымен
ІІ топ
Сызықтық алгоритм дегеніміз не?
Мысалдар келтіріңіздер,
блок схемасымен.
І топ
Тармақталу алгоритм дегеніміз не?
Толық тарамқталу алгоритмге мысалдар келтіріңіздер,блок схемасымен
ІІ топ
Тармақталу алгоритм дегеніміз не?
Толық емес тарамқталу алгоритмге мысалдар келтіріңіздер,блок схемасымен.
Р/с
|
Сұрақ
|
Жауап
|
1
|
Алгоритм типтері 4-ке бөлінеді.
|
Иә/Жоқ
|
2
|
Орындау тәсіліне байланысты тармақталу командасы толық тармақталу және қысқаша тармақталу болып екі түрге бөлінеді.
|
Иә/Жоқ
|
3
|
Тармақталу алгоритмін алгоритмдік тілде өрнектегенде егер, мұнда, өйткені, соңы деген түйінді сөздер қолданылады
|
Иә/Жоқ
|
4
|
Есептеу процесі бөліктерінің қайталанып орындалуын цикл деп атайды
|
Иә/Жоқ
|
5
|
Қайталану командасын алгоритмдік тілде жазу үшін әзірше, цикл, цикл түйіні деген түйінді сөздер қолданылады
|
Иә/Жоқ
|
Тармақталу алгоритмге міндетті
түрде шарт қойылады ма?
|
Иә/Жоқ
|
7 Тармақталу алгоритмде шарт ромб
фигурасында жазылады ма?
|
Иә/Жоқ
|
Жаңа сабақ:
Тармақталу операторлары.Шартты көшу операторлары (10 мин)
Паскаль тілінде басқару операторларына шартты көшу ,цикл ұйымдастыру операторлары жатады.Егер есептің мазмұнында шарт беріліп,шешімі сол шартқа байланысты болса ,шартты көшу операторы қолданылады.Шартты түрде атқарушы белгілі бір көрсетілген шарттың орындалуына байланысты командалар жиыны атқарылады немесе басқа командалар жиыны орындалады
Тармақталу операторы-шарттың орындалуына немесе орындалмауына байланысты екі түрлі жағдайдың бірін таңдауға мүмкіндік береді.
Шарт ретінде логикалық қатынастар қолданылады.Логикалық қатынастар өрнегін жазу үшін мынадай қатынас белгілері қолданылады:<,>,=,<=,>=,<>(тең емес),AND (логикалық «және»), OR (логикалық «немесе»).Паскаль тілінде шартты көшу операторының 2 түрлі құрылымы бар
Сызба түрі (блок -сызба)
Паскаль тілінде жазылуы
1 шарт 2 оператор
If<шарт>then1-оператор else 2-оператор;
1 шарт N оператор
If<шарт>Then
Begin
<оператор 1>;
….
<операторN>
End
Else
Begin
<операторN+1>;
.....
<оператор М>;
еnd;
Орындалатын функция
Шарт ретінде логикалық қатынастар қолданылады.Блок –сызба тармақталу шарт блогы арқылы көрсетіледі.Шарт сақталса жауабы «ия» болып,1-оператор атқарылады немесе керісінше. Егер есеп барысында бір оператор болса,онда программа құрылымы begin,End операторлық жақшасын қолданбаса болады.
Сергіту сәтін өткізу (5 мин)
Геометриялық фигуралар арқылы топқа бөлу. Әр топтан өздері таңдаған фигураны неге таңдағаны туралы сұралады. Оқушылардың ойын білгеннен кейін мұғалім өзі тестің мақсатын түсіндіреді.
Үшбұрыш - жігерлі, өзіне сенімді, тез шешім қабылдайды, қажырлы тұлға, лидер. Шыдымды, тәуекелшіл.
Төртбұрыш - батыл, барлық құбылыстарға қызығушылық білдіреді. Әуесқой. суық тиіп ауруға және жарақаттануға деген беталыстары басым.
Шеңбер- тұлғааралық қатынастарда үйлесімділікке талпынушы, байланысқа түсуші, мейірімді, жанашырлыққа қабілетті, жомарт;
- танымал емес шешім қабылдауға тырысады, басшылықта демократиялы басшылық стилін ұстанушы;
- күн тәртібі майыспалы, қоғамдық жұмыстарға бейім;
- тума психолог.
Компьютермен жұмыс (5 мин)
1 мысал.
Екі санның үлкенін табатын программа және блок-сызбасын құру.
Сөзжұмбақ шешу (5 мин)
Тест сұрақтарына жауап беру (5мин)
Топбасшыларының бағаларымен салыстырып оқушылардың білімін бағалау. (3 мин)
Үйге тапсырма оқулықтан:Шартты оператор.Тармақталу операторы (1 мин.)
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k05dmpjASwU7IIit1tNqX9Lmbj0lcsmHmL827T1vN7Hl83n2Uz3On6/xfcy91VVqmuIWEnzGqL1b+fdn1ki0qBQICyyuZO2qRaoMhFRs2RUIWjJsrNk15CU4OqwM6u6nH1SZBNQAttptW2u2CVaKrqV9OqWqNtZ6XDHlSYK3HSV2ecQB2SshZVUGounCVmjXj2HruJ2sOXkupyuvXqvFep8lBZXOut6Pz/sIz+j5t0tIEfIp59OrVTsxXKi0omgBFk67CwVxA0Z1pQrNNM6ks0ZrkqzXUtTjKJEHKpRJBoUaZO2qa6YWVJG/HbWnVm1Z3XTdnSdVdWsUNCuSIQnZbKuVka5RlvlCdl2zHpPWU10YvmetyN+p0+JtxLKcGnU+k/Mvp0aYSM6oLQ+Fa8WvaqmUUItKAImgnZXMmitdVY0qjKNltc0SnB2UxcZqcJREBkDSgAAFk67jRVZUUW02Vt05tWdwzasSUUTr1kAJCIU4WWRco1FBFk67LL9Ge87cMEc65t+admqEJkwidH6N849xmdurFPGriIfFrqJ9YkIAQAAASsrsJVWVj1ZvRmLB6biWYVBpKqVatNK2SKhOACABVJBLTl2E6bqaotptNmvJsz0XI7XHShOOsBOwoacKUZ2OIyABK2i40XUWWX5dOGWM4WLZOEkmhHQ9p4r3Ul2u/TjVRmD4jKL6QAENAAAmSsrtIx2JM/oeZoTo8G3DREirRIlOe3G+advi2ZxOwAgAATWezLpJZtOYqmpVu04tOd6sHS6DPjYdSrWRdfhpmGponF2CZUVKMFtVponGdWc/dgiVlViXOM1YmdD6f8AMvqcXALwDGZfLGG40A00CYJpkr6NBuVTjRMUuDLbDeYRmgshZZPdz+ny7dXym/lpFp7wCcAAmmt91VpPNqoI2SKl3OD6zl1oj6Txl5ZtcXvHb8R67yNtUZRmm07GDqMWoLarTROu2wxbMcrnCZdOEglGR1Pqvyf6bG083TLnOSR4mUZbiAGgAATAloovNWTdjjbDMWVqKqTgDuqusr6GC3G449WYi0I0OgEDUlvupuiymyomMSHsvH+n59vQfP8A0tmc+Uq9jxt5zcbscTccWkGnUgKUWoLK7C++i+yOTZklU4TL2Arabo63v/De3zfMUX5c2kqNTydld+lSlGmmkAAAJ6Kbj03RXVmM8d0k+aYfQ+e1oY1noXp4hHsxPN+e+h/PiliUAAAJwlLffn0DjKQTvCXc5XVl6vpfP9nFx8/RzeW+f4nucPvzFKOoNOxuTWuMooWVzNF9PQM2XrZ5ebNKtUXBHpz6I9d6XidvjufM6eBPGFB0ebtqnqMcRK2qwABvTLVbKOs+u6/ndEz3FxLDHxfUV157V0MOb0ehxd2b0JUSLfnH0T5zok1dAEgNBKMy+cGdfX0/dJ4/z31Su6+YX+wjmeUn1vOR1+dDPLj5HR5244yio4ysbQOLQpwmur6F8++lyZfH+z8hjpzcenNrOqCnZK6ZL6v1PhvoHK5c2q3c+XDK89KNmo05CptrACyztcnsY6LmdHPrHXvzyuNDzcw6uRaLmlzbONdGyaz19CWd4PLeq8rQJ2ppiACcJS220aE9r7v5j7aXr83VCVX56Y348/EuMHP7lNx4zJ0OfeiAVNOxgwTiEozNPu/CdnOulW9OL4yq2O8x0U3HRuyaM77H0DxPtM54HW4/NXiGgt8ZKJ1xbbVfLnhOCAFa+rzenz3kVT6c+xZh1xDl9fmFStrudenmtOksOlKdtDlr4PT5bbEABQBAwWV1U09bdslnL6NDmupVl1Lk4nYydPPXb1LLz+bcbpc2ekTTQwCSAjJBKLNPU5XTl6O/Fi564yi95d1VyWei4Hr1t73Dnx3o3cv0ubxDvCfBQPVzsspcs6pQGBZr6WPZjeCYbx0N3P6eNZOb3OLYKULJaMizq2idC6Lufo1zhztGdWgAAAAaa2206E9Hqx6dcbNGG1nRHZpYvWLx036DzNNTrTVKLYmoYinKISjZWKUZGjo83ZL3eJ0LOevNuMt5lsq9pc5fYc3pZy+B6Tzee1fV5PR57uMxm/K9G2Pq481NWIEOcLZe/h6PLkuaZf1ONOa3cLZga2ZtOe4bhGWYKajJ1memUd4ALACAAGnbPRnuk7PT5nS359enz1Sev4/U4XPr6P5/9L+culGe/LVSaoTQ3GQnGROuyFRlGUXbcXYzvK768a5icenPreq8j6eZ6vR4+yZ7nlvT+Iz22b+L0OXbWdoc/kWSV/p54l0c5kQqdtVknoOduxRbKMsiMo1VPPbpqptogxbLGsV84Z1Cu2BijKO8NAgAAANMndRoXfsNczhzdi2X1PlPZ+NX13zb6R801KMm7EVImRjrDK7oVUwLITrFKMi7u8HdjeoredcuEodOfS9B53XJ0rPOdvO/UcjJHF6enl9Hh60azOvnscr93hsjGRmA1knCSdrNfmk0vnaF0IUZ7a5VqpsqlBFhVZnXbUZc3MmtQGrAAGmJiiWnNevq+95z1OG7fz+pzvP59fobOd879/k1Pn+L0/mds84TqIBKdJU5VSi2nRKscr6yWujozVcZ583C0az1bESZOzwvYY64+ng6zEJbIS6DkkfPwXWynTJmAKxgWd7PfFOQx26LK1z3YlXc7oTSQjONRptqLs9sFWTdmlpaLkaAYUIIlbTavR25tGb6H1PzWOZ7P0vy/sHX7Pn/AFkcj5F9o+L9GecJ2RBDQxAxMAAOlsw3LdWlHNh1YWXtTzeT7vwnqufXZblzsehXDu1m4pLPESJXpXG2NVKUbhgWd2zPrTgMrt2LJo57ururl1y0Q1zzxshVGZUmq3HsDPoozrOg1kBgACaJWV2r1rOjh57rqnHWB1U17D1fzjDZ6LxmrIVThMigAAYhRoRphddjDpRwWkt+O8ux6eeafT+Quxv2eHhbsupTvw462mg6cfESka1Ek5c1WijfMAs6fT4/bZ81CdbRoz3y6zffLFVbGeXXbz2syDWXuwbYnTdVneVNayAIxFNMh6p9TPTXbjy41b0M3SvPzebTk3nrczo8iHROvVUoySJKIAAmUgBiIbQMTGJlkUxyjKJuItsqZGkoEu06zPXk19jGc7Npz7wgLnX3OB1E40GKrqZR65Ekxa8uo5GDfyyoC17Me+CFlWOlFWzHvABYNMAcu7rcrr8u1/H7/n9c+9e6mfP4N2DU6/H7HGVQasYB0Jl+Zmw+jz28FdjHWMnAAABg1KokoRJwZKUJEp12LIkoBCd4Zz7RheXpz+X6PLrHAXQw64z6/G6icuMoU1ZUesux65Md1Ezl8zo86i+HVl51+hEM2yuazZehisgBYwByjZLt6vM6PLtv43T4lx6bPXHeOVi6EJq3kdfNc80Cxgzq3V25zro0UtIbkqz7SuNm9FC3zx1sdZnJCjKIgAaCU62ttlTSwgHoZQjz9GojZvslDNPPXmvjmc2PSzazzycdZuz68h39vJ6TFW3B1TymS2u63aVKEmANUozRTTtRzq+rWc23VCa1bcOzl108vfgSdOinfMsqumrK3lueamtSUoWp1rK7s51U3Jp1dLM3nKqZnYV2IEmUY+mV5/N6jNXnn0clUE4qAJbKuaMYeje553hXQdctdNxycvS5udxUksM2x2Y8HX5mudnT4uyzd0+DsTh30dO21Eog0wBUwAQDrtVitruzcuvPLHbRRKUUt6bjNYqi/ndDKctWV7zK6nQnSupuzNTUZq+6dTfL4vb4Ws3aec07ejz90vffI1ybCuyFC0TBh7sdXzEfR5K5Nl1VgAns2FrADMEvJgHPo0EoBUgDnMN84RC5lsAdoJSwUApMAYQgKLwiuAY629AJnm5w1m6QTcohLTzg1mGsNY33hiaIA1IBavPhUQNZYA5gtuwMb16AmZoGVMFlygsygbn/xAAyEAABAwIEBgIBBQACAwEBAAABAAIDBBEQEiExBRMgIjIzMEEjFCQ0QEJDUBUlYHBE/9oACAEBAAEFAv6gxH/5oBb4R/8AjJbb/wCKcxW/+JLbotVv/iXMRH/xLm3Rbb/4osRH9vT/AK4tui3+1b/sCxFtv++BQd8RF0WK3/fAoH4ixFtv+/Dlf4ixW/7m/UHK/wAJbdFtv+4LQRkIWbpBQf8AE5iI/wC2IK2RYCMpCv0h1kH3+Etui239a6v/AH7KxQWUEFpCB6Q6ya6/wuYrf1Coov7z42lj4S3CyNwgrAuLSFdXxi8gj8BbdFtv6dlH4/3X+DlKxpD4C1bGyy6pzQUbsQwj8gnfE5l0R/Sb7f7r9j5u3dvIA5SQWTmkG9k7RSeICCj8mp3xkXTmK39Aez+6XXX/ACf8n/Ju/d7hndLAGh6fsMI/JqPyuYiNfmHs/ukasdcjyampqapdQ5P2GEe4R+YhFit8rfZ89vm/1a6Y7QaR7MOjNgfWdzsMI9x8WbXqLbpzLfGTYRF3M/u/7HgRZt7jd27nKU2jd5uQwj3HxP8AIOIQdfrLER8L9S1qtb+79n1nfaQbtQN3Sdzft6GEe4+J/ng1/XYFOZb4PtgTm9v9wor/AFbs/wAHQeIdpEfJ++EfxyN11GIdZB1+ssRHU7R0SkFm/wBS6MjQjUMRq2I1i/UyFU7y9mH+/ohf8h1duZNW21chhH8chTti2x2xD7IOB6iE7Tpm8olNt85KdURtRrGr9Y5GeZyyzuX6aUoUaFIxCCMJ7QGUvrQX3ZfdtPrYSC0R3duMI8T8Dk5iJ77XdkQOAKEnU/y6H7RKb47rMs4vdZk/xigEqFNEFlYxZ2rmhczuu5REkKT10vqTV/n/AFbtcEBru6XVp3d5jCNDA/CWXR3AsggLsLCBfAFB/Q/foDcyuY052c9ZeAjIjIuZcdxTYn5rXWRP0ZS+KkGmTMuWbCI35aAthL66X1IIK2F1siNJRaJyd5jCNDA/B9o+OWyOx8HaNe0IsIV1dByYbtTt/gL2hGoYE2pDn4viLn8oLIxq0AuEHA4yeNL4dVwrqQ/ipfVh9qysiNdVIczXJ3swjQwPwXV0dsb3J1O75BqMI/BO36DIEZSjI5F10QrFQN/Ni42WYLNdWcuWU0WfhJ4Unhi6R12PJO5tqBYy+ul9KCHSRdStsxwTvaMI0MD8H3g1HHZDbLlQVkzxTt+h0TyRToxQNQ5YUg/G2IJjAHokBGoiCMrHq1sAs2o9qspPGk9eP+mb2usq0U3qpfSgm9VQcsMs7iXPcmVDmFkgkZGhgfgOLUd7p8zYwa5ibVxFZw4jBninb9B3Ed0GBFuknqCb5SPEbJZ3SPVy0002YL6du32q6k8ad2WPOVnTXXJNnRnUq4R0U3qpvTgOqtepE5FUsuV8ew+P7TV/qaYRRvkL3K6ZIWmCUStTfFHo+ynaMvpmBT/WEN61xdIGLInMUbsrmEOYju32IKXxi9dzcqnR8o2hELuQveb1U3pwHVPu9ORQNjDqwfKEdFPJzZOill5cybsj0fZU2zW2AaGl3gMJTd7VZPOtu6md2r7HmrqXxi9f25U6PlH5WusoVgqj00/pTU3qqfZIE7Gl9A+I4jap9KsjtjA7PA3ZHoHk5S4f7f6xE4rl8prt2po0ljIwp/NE6jyuvuTwh9Y8nKnX+o/MmyuVcqo9MHpQ2bv0zm73C4eLIoql9DfiO+A8Kv0q2hVseHG9ONkegeTlJqvEHd/gFN63Jp1i1EjLseLKn96Iuf8AQwk9cPr5ayXUYsv9RjuIQaL21qPTB6kDozoJsJZTd7tfqcd2W6+4PUPiOI8K0q+rQnxqythwx3aNkegeTlm1ykpjAVL4hVLrRk3TdDTkEf5laotJM6BcUAbYSeuH1K6aF/qLyxqfVB6k3VMNzjM/V5TjqE+PMnCxd7IvEfEcJZMiHEGqseHkJm3192RC4X5DZHoHkshzIaKXx+qvSP6aO6AEOA7JoU+2dpzJjdH+GD/VTy2aRmOUBGQ20WYtbTyFxuswVT6YfUtWlmwwc6zXSXLnJx1Cun6vb3VEew+SvfYoHtG8V0R2Bty0d0gseGef0j0DyBuv9LVSeKqe+IN7PumCA7aw5IqjwZIWGCUTMI0yKym8ItFm0zFaq7rcpyijc16Bcqj0xetT2vDrjVenNrJtdNKcbBx7KRmaaLb4jhUHPM+Ptbs0axhW0bHlTxZ0ureGeaOxwnqHXjqpGuikbIFrdbpzLrkhVLAyK92DemC+qtuZ1YbFuoo5MlRjP4U1uRgVqrlBWWUKp9UXhgw5SH3wqyOTl1kH40Ct1UeumZkhh8R8b3ZY81yG5o01RIq/a/3SeHDBh9FSm0drp7cqoX/my2HTXeq5Td6dN2l9s7s8jENHDUYT+FN6CNRoisqAAI2wqfXF4ISPCEybM1B4U8pMrSnntGAcvNbKHE9ZRU/qt+KlF439r2KJOUjsrcms+/D2Wp0diql2WJrtagdtL/JeO3prReA6Ju8O0e1XdjHbsTlH60VP4tnkY39TKv1Ey/UTLnzLnTFcydZ51mnWWZ6jFmoBXcFmWcIuuWp22rSXJvcWpuVzWtshges4VZtA4DkU7bNqfc3eM4SRF6jb2zavgbkgR2KrfW4Fr5hempv5W6PTK3PERqBZ0KYuJH9udxtum+GBbdcpq5TVyguWFywuWFkCyBZUBjy2rlhctZSj5NOEm26ij0mnzOopiI/8jA9ZRVd/HHgz1VTSJW7xpq2A8IIjNUYHYqqTtZXszQtjax7HJ3l01MeSVrVCmlcS/joeMLQ5w2V19YvlZGGVMUhzLMsyOizLOtbYkqbtlBROkxsyjjDlX1F3KJ+R/wDkK2h6ygLqojzQsZdoPZVewJiannQ+iih5cWDvEqs8Y9XXs2okyyMIy31urq6zLMq2xTCmJru6riM0L25H3UB72ajNZZwS0p/ag65doKmbmygkGJ3NhNworpknNRCjF3YlTOsHP7mSIuuak6QVPJgc65woZ+bTNX+XdZVwxZmOErf0xYbqb2AJqanlWzRt2wd4lVTbxxDW+k7+bOyS7CMzbK2jhZN0TwjGHte10Do5LqI91KzMuJx8uv8AuHR90/UA5RGMjX6tiCqHkQtZdSRDl8PcckilPKgzlj84kY3dhxcqk6FNV0853POuNDLy6lqkNh1/dU/I1s2YzOJlYburSBOHaApr1e7mLlWWU4O8VI3M1rrOG1RFyaincf1ATfIaJ4ur6E6NVQ/mSMNlRQuqJQA1vGYA+MbxC7o/B5yi2aQBFyAs2o/jB+VCo/FQ6MibmmqzncCqa+aLVa4uVUr6ZDyz2Rg9INjA7OyTy6ypWtcOZTsnqR+5oYxTxyvzvZqZG5E3RrNXUEeZTv5b+aEE7xKmk5cbuyWihLncReH18LTzb6NFm/e63R3e7LFfuiYZJKSFtPE9+VvFasFip1GNC7ugZZh0a0ZpN1XSK9yqWXKYe2GVPChb2hthtgU5VR1Au5njUPu/pC4c69K/y6yuIS8ukDsrrXfPLlguo/PiWRpB7aWJ1RMxoY3ij42x0js8ad4yPEbZql1RL2k5hDTPdmfHPaO2ZycrrK6z5Wxr9UZnf7oIww/XEK/InOuUx5Yoahr2Zbk6B50iFmXyipdnTWXWXSL2TENEpQGZ1O27kTpg9VZ7otZc1muNz1cKP4PvrK4u7RNI/RSPzH7Cqpc7xquH0v6aF8zYmVVS6pm4ZIC0J/jxR5CiNprHNxKp/ZoKiOaAp/lbulmbFFLM6V1N7A1onBEb6viIZG55ccWmyou+Jx1f3EKqdkie1R7Mi5sWWzwHPjkKgamMyN+x3O565wKe9Vfmw2fI6w6+Fer4HLi7r1LPKWTLT4MFzU+3hdNnfsOJVfNkUUhikhkE0T/DiTr1UXst3cQfd6G/DnfiJs3cN2rZc8ygdZ2wMz3i/Vw2TseLKPV1taqTPI9v7eKP8VGDaSP9y1g/TzN76ePufsTZN7RdqDgs6qXXkCJuT18L/j/A5Vz+ZWQ6vqnd6+4+1Mb+on4dI18PEKrkwk3KC4XVcqR/hWm9XStzSs1NS7NMhvw6RoMz05uWPNlY43Ki8pD29LcOHutUTP0aMrHOyRPeQWuLlC78NKLNqdDDWId74WZWHUuGZ7dTzadyvTlZacqqAFRfpuhjws/h67qZ+WNxu6HeR2Z6+3yZlwxv52P/AEtVxKfmT3V0ECmcRlc2d2eehGt8sDjdyG4NlTnnvmU7rRnCLzqND0twidldfmFVkmjz3MUF7RGzKyayZvSjsTzZmQ8sMyjkrkrkqT2dQx4V4dRV1WvtSneH+OcDhw7SavcnOucAUFG6xJ7uHauqH5Yejhr2h1bVnmOncWHCD2TOvJ0FBBNVJrEFVAiU7t3pS1NkVU7NPGFTNywtCqOxCxadF+tKFav1gTjd1+oY0NQIWCvYo6hkpzJ9RlTuIOa4cSX/AJEL/wAiFU1jZqf7a61J0Una+qkuegK6+6B1pq02ix+ozljyueXaI4ReTjr0FBBBUTtAVO0OjO43jN3t7VIcz4lRWkpgLKsVK+wcL4UvmR2nfqGIwogP0z3KRykPQ89qvojjCLRVJ1xCGyd5Uzss1e7tGA3UIBghdrxFobLhGbR4DoCCCpD+QGynP4E3fIWOkBFOSo1SVHImBuHNzmRljFJzGqOQxk1TrHrGIwpf4khT9pOiXZfSOA3PayZ15Op/kw2dVPzFBfY2pdWRsHLr3ZpsLWgwCKC+0EFTG07tHzn9oVFq+miY9vEXWcmmyDrrh1Vdqe26zGGRfWP10DD6whqY46d9RGU6VpT+iXD6xh1llcQ77xbv9p/knG6AQRCCpWXiYSFO682Eh7MQtugKA2ml1dVO/aqmF5IxZVcnMmQTFECxQS81iqBZPAGBDOX1jFqNkSihu9OV01TYDoj0kqX9nQ3ZqCkwe7M4YOQVLpDKQyZ/mhvIb9H0cQgmb+TK0WjVGO9xyxvN3IKmbmkLVA4xyKfV2DtusYDEoobyIm4+41P59I3ndc9H19DZ+wFy9uV4wfg6blUua0RNzg7oCO6+ggmqm7oeKMywqi86mTLS4BUptMyPMTTWTXZWnVN2T9vr4zgN5MAmKXz6ib9Y2cmuykuzkYPwqHauP4MXb4DB2H0EE3bhpuuMnRUHvrXYjeE2dC2zEWgrlpp1CmADfr4AmaJzgQcBu/EKTy+Mb/acimJqCfupT3ud24Dd2+AV0cPoIILhjvz8ZP7hUrss1U7NJgPKPeI/iwzBDceMh+MHV4LD9FDd6GATtx8YTN0/BiCG7t/9SauxG536vpqCCoX5ajjBvVphsZDdwwG7PKB34c4Rer4NPa7f43vzr6X27fE7o/HHg/Bm4Q3dvfU79QwOP03GM2dXuzVKv0Ddqgd+HMghg0o+XyNY5ybSXBiIJxJxK+vhZsn4M3CCfu7f5WYfTSpnFz0MBgExQ+pMYSg0DAbnf4AjsvuPwCnPerrfpdt8I2T90zduB1Mgs7BouZGct2P10txan+SbiUFGqdpMTYrYVcnLhw+/gCdgEzwzKZ2aToa3M57Mptq/b4Bvg/dDdq/19zM7iLYUzLyVRvN8LcRscG74FBReVM3LBhxN1mfGFySVykIwFchPeeqNNbmX6YvbKLH4Gb4P8lZNX2PKSmzCSJNpyTTwFslQbzjf4GoYf5OA3wKCh8ohaLDiZ/J8bVmwsmjWU3f0BDaHymnEEUj87vgZidXWxpqcTl8DoZZJJCXNJVMe5rXCWX2DqOLUMD4YN3wKCp/YNsOJH9x8bU7RrHZgNi7Kn7ooDBuFMLvlvk+FuyCtaTD74b7OJgCiExXMaVdiiDXKXSQdRxCGDvHBu+BQUPlzeXTOrpF+tlU0jnv+MI6tY7K5soT3AuJu4pujidUE5U50c78fwjYIb/8AJh98KFxxjShGAeoagxteczh1HEIYO8Tg3fEKkbmfL/AJROg+QIbFutkRp94jB6iJCcPx/EMANcaCXksrZH1Cj4TdO4QVJw2RrpKSWJnxBBBO2dg3fEKiaXOf/ALSnggYNF/hCCp6PmRjh8KbSQNVTTCWnqITTyYtTWlzmUEeR3DWp/DpbOGV3WEN8ArIhRsCYNKKIPncA0SPR34hIBD1W6BgE8aEaIb4BBcNZaB38GFjHQ8SjaIRumbH4AgqE/tcLriw/d4xxl5pacR9Ens6wm4NQGuXRyiCZI0Lh7gaiYpxU0mQVbrtQ3xFlm6Agooy41EZYhHcHfEJqpe3hjv4tIb0/FP4+bAbH4AgqB37fMs4XMC4jGZZv05QgCbTBRUwah2i+BNmv8vgajtR0xqD/wCPna7/AMS/9PNA+MxjBrixz62YBtX2PfdVWyG/wBNXBYhyeMsBB7RUNs7oCjd+wt+3ov4/Ex+0ODUcHbYt1IiJRYWYUriyEucTmWZXRyFOiYRcwptYEypa45gVcBSsIpD8AQW54HHmeGhuD42SB/DIihwuPLLw2RqLHCZS+E5uEN+o4BNXBT+z4lI17y05ZCcL6NQbdWsaV10R+Ki9FWzPTO3QX2n9DPKIa1i3LO1oKusoTnWHc5ZbIjMjEshCzO5XNmCqKiSSD4Bg1cDflkV1NWshkZVRyi4ctQp44ZGTQ5XSDtkPxhNXCZhHTX7Jh+B2pwao04Kib+bcQ1XIXObI2pYY5k1fbd3b4xbxb1Z74Rd2DnZG8912zgq4ItgGly5aAst1V6U/xNXDX8t8VSCOZdFoesjGqRoTpzHE6d0jkWgqrFp/iCaqZ+jz+NzM1IcW6IFNu91EwtqgUylE6kjlpnS5pXYBNTuiPaHyqTeaA9yClGcSNyK1mhxTZyg9r13tTppQufKXc9wVXLmh+Jm9FDekbmTJ5I1HUhyz3R2n9X2mxOcuItyVXxBNVP5Smwz24fiEFw6MOkjla6ufMAKaQgm8g/QjNgNmp2+LNofKX2RoXWojVTufT/x5e6xTXkISgrKDhU+PxN3pZohTtOVBzSssZTWtCLm5ZnXjjgc5Mga1PkbGK2TmVPxBNVP5yNzKpJi6AguFxFynpv005N1SkZ25bdANk7oj2i83+ce7UPANIVToRrCUfYHWGnKzagoPVQ64+Fqsqdt4NQjO5ggqeYZnvc6Iuc9kbWp80cIm4voZpHuedfiCCh3BzKquJMAmMLjTUCpmtYq1t4AovNriEJXdN9MYm9rO10o72bhMHaQqveP1k6/byv8AjcEMJTc/CEFSyFsOZEpgcUyAlZWRMqJX/o55HOcvs/B9YBBMUB7+JRgDCNlzFAyINKhPdVfx0z2BfYF0I0elvlywI5dhbKGC4TfGSQBTvzOh9aCd5HCyzZVIczvhCaqfxbEU1rQsyY7M+qqX55mf+mdunb9J6DiE1pI1anPLkcIvCI3jaVAe6oF6e6b7GprXGSNgaJOpnn/xP1dgCnSHJ5New5odAdGnYnG6fufiCaqY2GdPqiFFK58nDW8yoqh+4nH/AKd4V07fpPQcWqLwk3e3ud5KHxhP4gVBJaSodameSHRuN2TC7ZGFhkDUSXmyI6Ged/xbuxO0Z0zJ2ivdOZmBBBaUV9u3dv8AEFHtHo+dlpofZw9uV1Z/JfrwmXyOx6jiEcWqPwf5v83+Sg8Yj+OSqyqnkIJrhJTAi4tzMgWRwTWXVrGyk8MW+W0TdsSho/7djmuiwLdfbtjv8IQVGzMJG2dOwumpOHzGWkYWPrB+6cf/AFD9/p26bvnCysKMRTmkYhHFu7ZSDe73mz3G7lDtI9zW3UJvFGdHXUb/AMli1Rse8Xss1yXFSbYjdx/CHW6Xead0xFWRHyNXC4XTGsomxUtEGmnLUJ2x1E9FzHFv/rJIje1k/dDHMUXlyurXWUhHfAIIeUhucIvGfxCptWM8o4w5pgCLFSTNjwGmD9uhnc+cWmDiEJMX4HboZg8lzvjauGVn6R9ZVRTUPDzemsq3Suy6U8h5lVTBSQp+6G3Tdc3TM1yytKsmtQYjvjB6p/WCqCDPA9uSeDwRTsbo6joo+6WsH7hfYWZO1a3b6xOzMG+T2j4wmeO0cFf+lENXFMOIEfrBtD/OylVFM10Em6/z8UZ7c6tc5E4dyg9EvpC4Q/8ADWfyoHWF0U/ov08P8q7SoQw+0wr/ADidmolBOTviCYPxO9U/gxxao5nyy/qpaeahdzatVbstHJuvr4meOGeyu1yMTVGMrX+kLhriG1Ts0n2JnhCoK5gchsrdVD5cR9uAN0MP9DbF2wenHtRTviCi1ZJo2b1f4g86h4M3BnfmnrYadV3FXzsfuvr4g+yEiDkUAQ5XXMKABXDZI41XNCDczuUi0qJl03GyPRRnu4hvheyjOB8qePOntyOwkN3YlH4mqBjf/GOGZknreLRQbu8qc2hL0SnYH5brMUJEHhXR3QchKQoqnK4VcMjeewmNwIaMbJ3RSnur/XjHg5ulIdaj2Iu0wG4wd8UcZJMpZCHMYAMy4hG2Knh3dvB6rolHA/0Q4jEY3V0HkdL+in8q3+PjF5MhTm6U3nM25doH6MxbgdvgiCboXi8s7vzUwzScaFhFu7yp/WTr0WP9lsZK5Ojm2wftjB5VR/bHGI2kwjFpnqRTeWLcAnjKeuJBEd0us3DG5qjjvvi3f50/gd+iPx5YJdTEIsI/pDqIunRqToi86g3ixbu3Vq//AKHJ2sshu/EBbJqn3640zYC6drLwf+Rxs3rI93+dL4nfAYMHaN/q106EFOgIRaR87cfvofGHJ8ZbjH5eScLOX0oTeJH3y6PJs3BsRK5RVynpqm627tUaDrK3dwf+Xxg/v2byiz6TZ3lgMG+LdztiWgp0AKdA4ItI+O+F0HL7wyqyLU5qfEiLJvkH2RN3JwsFTH8Cf7Krxn7WpgzO6MtlI24ynqZuFHhex4bO2Cp4hIyerHlI3MqbRcvTEbjZu526jGCnU4ToXBW+EdLRfoFin+TmByLC0v3wkwpXfiUnlOzNHUG71C3rsuWCjCjGQrYMTU1XTh3s2TPIqOyl8MW+Sb5Hb75QtbKemyMTSnU6dEQrfHmykHNg54CzXRxkjuiEN5dlSu0upEfRIbvTRZvwlWuuWFkypiarqTzgPcd2eRCYLulf24fUfmm+RTPL6kHZIbISoPB6iE6FpTqYosIVugY5SuWVy3IseVyiuU5cp3QWhy5di4XKidlIenu0cf2h3ibd3xHbC1wzdp776SC7o0G3VrPcdIfZPvjF5pnkVHa+V13+MnhfUSJsqEqDwVfpLQU6nBT4CFlIwHwzSdTm3Tm2P2CidZJP21rlgsFb4fpfYRFpG+w+IGY7PY4I6ylQ+yVtyWkYw+SZuUDZ4Uh7ZfE74B1kJE2VNlQeD1OjaUaa6MLm/BLJlBPWWhyfFlcE46yHSMYk6fEN0fJnk3VrW5Wk3fdMPeVF7HeRCfo5Q7pnkVa6bKs2ZTeJ36Q6yEhu2Qpsiv0N3OodGE5ll//EACQRAAICAgEFAQADAQAAAAAAAAABAhEQIDADEiExQFATMkGA/9oACAEDAQE/Af8AgSvx6/HrW/sr9G/jsv475r5ntXJf4FiH9aK+B2W8I7UeB8y4qKHmlsk2NUVxPRckiJWtHYRVEveHyrNYrVltjIoSJLDxEcmdL0T9lj2rdZSy9GUMgIksMsgfxSIKvBP2VvQ1ssIiNDHsyBEcbJKh4gWInwy2QlZVEUNEl4HhIrLTIIjifvKZ3HeNljzZeZPZEBkcS9Dx00TWiIj8Ylmyy90N7ogSI46g8dNeCcR5iRJYlm+BoXhcPTZIWOpnpHUY8UITJPD07eC9HrEchSLOo89Nk5WPVvDyi/hWEOWiw3fEjt439KEiarSiuJfIiJN2LR6sp88VY1wp+Bi+hnTJe/pXCiQnXOvkiS5VxPzyxJcq+eJL5r1SGq4ESZfy1rAk74OmifssXy3pF1w9NlWOHytli5ELD3rdb1hZW3nNl8ER4rgiP3qrPIt6xKVHdusoeay8IfsrFDWL3sss6j8ncR9bLSxYvLwmf7h4SJRQ4C2kWdzF02/ZGCW6y2IjwolQsJn+j2l7F02yPTS4YKxrDEQVnay3xJi+ODovDIIg6Z05ouBQ+JPehcUUPPTVj8M7ju2RRXGxcVl56Xsn/bKKy8XyOPPGXaxu5WOMR5eHhDeK4FEcvleHyxJfFeF02ShRQ9Vm9EImIr4YVfkfUSJTcsNZfChEhKyI9ENFcXcWWLFFcaGJiHos2eCuFc8SWEIlxPLx/8QAJREAAgIDAAIDAQACAwAAAAAAAAECERAgMBIxAyFAQRMiMlCA/9oACAECAQE/Af8A3uv+xvs/wUVuur6JDWLezE8Lat30Q9Fhs8huyGFquD2Wv1hjYmMWJehJHyEPWFte7zfJjIsYsSP8iJuyHrhYns8sixcZEXQneZlYjhbMWzxZITE+DHiPrMjxPES4MWzGIlhZkResha0UUVvW7GR9kiyGZMi9ZEffZ++DGR9jxAWJkFrJEV97XwSy9XiMRxKIoWJIhGtltX4WIaK1RWawlitPLWua3WXhYWjy2Rd91zfsWzwyR8apDyxPb62fGToXGStiK0S/IiZH1xWHovxsRV8lh5f5GR4/3Cw8fQxfjYusvzsXWRRXRsTvgxdX2kRVcPkdI+OVrt5ca0a4/IrRD/VfYpoXNvq3znQiK3vRv75VhsaFyqyhbsWLGJbSI+t1v5FiRW89bL2YvRerXD6xHgx/eWNbs/mFhiZfDxRSLL3Yvek+F4Q9Fsiy+MtZj3kR0fG+UlpIf2icWf7aoa2rexqy2jy2vD0+R0heijx1Qy+riNHhYlXCs/KriQ/4/lUu8o+SoUWkJvRZYyuTkKJ/fxWWLuyJ/dr61i+NaMZHF72X1T6MYixi42XtRRQ8WJ8Xhi4oorSy+K5vLwh6LR6LH//EADQQAAECBAQFAwMEAgIDAAAAAAEAAhARICEwMVFxAxJAQWEiMoETQlBicoKRFFJgoUODoP/aAAgBAQAGPwL/AOJC/wDwq1d/+CW/4XboLdMTM9dkpi9J/Cu64po8rypjJX/Du68JqAQHlen+lcfhXdcN18L4XwtkPCkVzN/CO64EI6oolEolE6qXz+Ed1wU+6NLjrD5/BEnv13xCaCAhLVGAxjg2/Eu2gIFTU07xAb4xjf8AHvQhOgiAxpq/SHps17oWEJuh/KBKAUonxBuN8wt0I26PNWCsF3XdXKu9XmV7UZCITimhFcynQ3HsUOykvTRfDEB0JJ1XtXtEMlILNZwdFuy3KK3UltA+INx7K6mFeyupii+FZTxPaVOh28BvGazi5CHwgt4TW6kItica2DPDzCzQaBnROdlclZKwqO+BknIQNM1OBQ6A1aSXnDyXukrvKsDBtOayrO9FldZQmSnbIQ+cEdNegV5gL1PWq9LUYAwuV7wrGiUkaDvQaXIQG1ZMM1mp4pp9RVgs1Y4R2qCJKnGRzoNHzDOBj3WScm4PJRLXHMCe6mTG2EUJGSHqVqOXsKQYmj5oNFynJuCZ0TU8UoqfhT7UjQ4JQUlagmmUTQN6DvSU3BNLcYp21bHeMApsJeFZXcnGedE4SiaBvQd49lmEU3BNLcYo1/OCITiahE0CgrNXXdZGDdobYgxwIzoe3DvgFCJJoFBqbtXLpZEIOBtKt+2DMUiF48ya74VoGjlkp0TBUiaG7QlQTWN8YNGDxNsErKjaoKYUxnQVkvaV7SvavbRlBu0A4YU1zaYxU6TBp8J+1Mmf2rmYXMIXNNtVKhrU1ukAOxtQULLJZQtJdqRVKBpGpxSVOowbsnmgx5T91Y3pJPZEwB80FBe5ZwzK70imxRgaPGM/ZTg5tLTrCepr4e6Aq2NJOoobtErlFGazXdd13V5oQs6GS7oxvR2OKUFNGtg8QMBumqaZvW4K8BD5iEKMlkslksllXlWYTyCk32pzdEMT5jPWklAdu9LUFy6puvMgEaiKG7xAOB6ipNOIaOZfSbkM4AoYjhCVRXMfc6JgE2SmgAe80Kw6hjBmXItPaDYyC5dISU14Cmg8Z94FxyCI7iF8FqOvZTMQD7m2w7oialOYOUD5plQYgwc+UpnJMb3LYyjNFuqkY/UP8VxBreAQl2U0X/0hrCafLSHMEdJwa3ubrmC5gg3VSxW6OscNq5ZXRn2QDbkocMfYJGloGZKziYELk7hHVOZomQJUkFvDZOhL7RmpBf5APt9MQh5Qb2bcwlB0CwjNO8qXZHSB0Rdqp1BTOanUx2owvUg1h9SMu64vFeRMJzjmUAheP1TkMl2vEwLkHn7l9V/wFxSNZJhrKKDQg0Q/x2fJgUEXdmqZzdeE4S0jyov7nKMu7lLAlWzxbCMszZTQ4v6ZpzZ3eYDdcNrReU4Dhj5KDG5AJnMbzsp+Ylzsgg37J5JodqnPPYIu1KI79k3Q0Zrmei2UhKEznDlab0aFN4fy6M0XLmiN01g7CElzdhWEVOsjQ4XCZ8wvtRwz+gBSV/ec057jYIvd8BHh984sZ2zTd0UGj7og/EJLwi4qboTGql27LkZdymaec5mACkuXWJ1hzQ5vgICEqQVLAfvhAaNhyxAWyHFdl2h9Me1sA9uYTXtyKKloE1FBukSNDAuRRHZtozV3VuYpouU14CGpKMDbugFJDRsfJXdZlZ4Z3wnn4QUtI80Jd22VszR9Jx9L8t4cRDdFyMXNJzygB4xR5iTC6LY8rlzaUcy7LML3JwabYTh5wS7QImBjIWAX8Sub7TYqQyFLQZWzT3alOOiciYgpk9yt07aIwQdE09oBlJb3g3/uPl1LsJ+C6DzpS1BuA4ap1JacyLI8NnZEExCOGTrGRUgjBsGoSyh7V7V7SicIzWSk3OPtV12XtRbIgwcNTSw6JzsE+TTzd1O5xiIGdJdAaiAX03UHFa6V8aaAwGpu9L5oWVu8X+cR21Bd2iP9TmprZTGa8wmshitxgEcAJsqXDumH9S2j84Td1yp8AvV2XIPbpR9J3xG3QNa43Wazw27p2gx5+UW/6lOi1uE3dTRwAVPv3jYzhnfDurUBDBbut8AQnKkJ0u6OKEDQXImIEPHSjDAwQERS2WZU9ccIb1thZS6QdJNTpaNAhjkLhtjy+aAgdahLoB1YGPLVNHiAqZt0Uj1x6Bq+ICpm3RX/ABwTqwm7dJc/jSTgN6MQPWyUumb0Ygeu26Zm0WjoLYE0SFI9uhC5hbxGSfv0oTdogeOokiBmubENEpyTQ5Egr1Ekr6bpgHuiOZrgE7fpW7odGcDZOnrimg7IP7gwuFnB2/TB5vZWks1M36OZpdLRHfFNDt1LzAwdKSJ6b+PVnohLOd1fZXef6VuIs2lEkW36Yy0Xx0DXFyuJq3DCLWtE+yLDnSAF6816OIRurOaUR0Pq7US79NxX+F/FNm0ISHfGbR8USC5j7qHb9BdO2j5xskJqVbvJR/amob43zDNZoOaJiUeynQUcNwbKwXsnsp/+TReppEZtMiuXnnPVX9ymUMUvLVwxK901ynrU1upX8UF81Cq8Ld6br0r1CniPNvTbE4l+ytCTmgr0elXcZr0ScEeYESgU3Fl5QaDdoupH4Uj2qbw/Kl4XynjxiNUkBGeUc42QHdaoh2mJxBqBHlcDuvQ6Gq9YC9B5gihivJTnHMoeBW2Ba7KasnNOGBRNTXqVq3Yj3KxheR+FPkb/AEpsdylauU3GLgBi8sOI7/UVSTWmDzO813CvnhmiyCnC6zXpcsgtIS84jn+YeFoYBGNgnDGkuIPFXMftXO3KcHS7q6nhmGanARlG6tAYgYD9uSPpmvb/ANLJZn+1miAslqV6iAFxHDInHk1x5T2qcO0kJe0wurYhpCKAjledAxGlZwE2keV6fbog0rVet0kRwW/JU3PJPQSNFkC9SaFPQwKss8KatlSEaJdBKNl6iuaWSHFZaZV3EwOOJlNIzFjEIaxdA0XrBhKo4E8W9oWQb3KdwuwMk34PR3obAJ+1EpYAQQruvnozCTQvUVz9gE/9y/gOiCCMRAJx8KymrqbZYAhOqULr09G1OUtVxBpILifuX8OiCCNEgg8pzZRyXpKvWKyhR6lNvQO8IHyrCdlzFsh5XF5tVxP3L/11XCtbCkhAxAi5CSk5elymBhSNIwLYzw1F85kFAkBWRY7uEXtOaLf04N8I0NiYTgQ6gUsanb1jpHTycn8rrwsuH+1WXE4ZymptZ/SuMO4VjSYkoQ5kRiz0CdjE409Smgj0lely4OysuLurJ5IkeXoTExcIS/EtXDU2mSbzGZXI4yKe53eHGP6D0WUCEYOkgYZ4YQ26uSaEyJLSSPKuvW6+gTuG0crDEdI5rjKaa5uKEw1BFSpGM9xF+axU9E2JT9uqkgdFoVnhsrPSf40vSv3NIKYPK4YHeBT9uuscIU3REJorfoQiuHuuCPECn7fiBQKZaqXQsTk1MH6YFO2wLdVapopFGyNY2wgjuvhS8QKdtUPwX8VKhsGwc6kNlEYZMHbRO2LbqLRKJgICDUCg3AEsQPf7e6e9pm1CBRJxslbpJK1QoCEZ9CUaDqjQKJQlgWWXTiBgF8I9GaiKBXPpbQyhlUKfjqjgFCRt1chhBSn0fzA0nAGDng2wbYF4iE+hMTScG/S//8QAKhAAAgEEAQQDAQEAAwADAAAAAAERECExQVEgMGFxgZGhQLHB0fBQ4fH/2gAIAQEAAT8h6Y7zEIILl/8AFqq/likdGGZRHZX9UEdK6F/Xgz/YjBou0RMy+exsaTPVBHSuyu1isdhfxRMToZvr1XHXBHejpjpgwL+if5niCKR/Qj3/ABzSOp/wIg4BiKR1L+JP+7VF0LtKDUOBA/6E++kIRHY3/I1NjgImQQNfzz2XZdaJ7y7C7CF8j2uQQR/PgTnsrpx/WulpM4yF4III/nT5G032l31VC7q6FB60NEEfztZmD131310p0TkXYiSbAwRSP4l0Yf8A8AqQKjEIfaQI8YGIII7kiI61b+l4JskR1roaiXtTDxFI6I64ouwn2l0LsQLsoXVziljstJ2OMcCOuCO8qx1LtImi7ii4Cc9CcHKLqbqgPEEfyr+Ke0qKtwGRhwLR2E+hipE0+w1JwUIIpH8S/lXYRNEFyTCC4hqS0o8hPoZgK8BdbQkPEEfyock9WP5FRGLMasaXyixQy5M51Bdh5E+h5RiIfU1NA4D70VklitoRF09iX9aJHDZLInTIMxZqCDQmK6GSV9j/ACg1cXQudqJJqliOwhB4aH34ogyStz3Z7CJJFRdIzBcayyX1kNOBGhq0YYEomRz7FZmUNIkLT07LQjAeh9yOn8K/jnpmi6NPLR9NNlyvJdymSklcWbfLgYPCgdk5JOoLvkWhBPwYdwgMWMDgR3/8v9EECzTdEW3Ngrt4GU8DPoPxDstJIpKpSuxqZbhmiP8AcSwqGHeyXRDAaII7n+X+RIjsx5mcFx24F7fgufmL/My7ysWfKLrimwkw+C75i27DPHaSzhHEjuf4e/HSVV0qjn4hXFtImdubjXNwa1mDCXoSSlwhJf0f0NEOTEn0DkPPZap0TK6llga7SGNiGDE9qCOwuwqP8BIRj0JnZYFsb+wG4VxceUt7BC3iEXoXy8i2pl9UPt6F52fQqPFye4hII63cGqb6iP5VR2dwEhF4SEs/IkoNCXPga75Exwsi4aX9GrRCwpkoY+tj0kzQJoiKvNGehBHU1Q5hBH8aFSSROqWbzAt18iu/hDk20yLHliC1ZWT3pDmz2ixTJi7LJ3SzkcsJSRwUFR0QybA1ZGOqQthiS6SVV21WSSSJkFQnoKYljNJrW9IRWS6RKfkRKeEL5zLBpf6CQcIid6Rcdf6NgpwpkxEDXWy5DXgzFuXBELYd1xMkcFNh1mimJKB9GVyhoNfWCKR2kIlJv8G4sbMJgPohafzYsEXyM/6ELZfIagQeKxi9iFn5tn0BW/IbtIcOaZMczGreyYXqng1ZMQuwZnDRgey6JJFZsu2uoG923wXYdmSQMtQU08VQ0ZCOh58NjUeIC7MjUhtjtpvQ+TGzJruw517GvK+oU8fGDzI5G7SHJO0nGZwXBKn5jF7EKESwJqZ6UGBbYlhdk30kXNLAkzQzOkwpsIR2LElMPgWzbbE0WJTHfI3IlLQykXAuRI1YZrCaeHRmXpSrTcQJ6xMvBRYXQqMcQ3cuYGvcDaxLYlgYNzwkNmzAkdxMFdcwSZqNmEkKIzRknJRItUlqn4hAQsfCiY8XHNexdOeBNf6G63/oUlyMn0iyfVYdQsGfYbsJuzMNEFkXsTBbsaOYICt4Qxs5EuN8UMTsMU2RmfqZJMGdV8nLPQ/BdAqMdoEFuQv+5FeoHBkSZuLIn4r2umUs0vcTWItTI17wRd9EIwI2LHgNow1k4TwXtPBgipsZkWM+tjuGHJOX8DjfBHkcBNYEjjQnohyFO1cm6EhLKZR9CvLNJPkbd1TwjYwprWy2SHxzkVGSHcZmyWYTVEWFLdkyvBtiSz1SqusC3DE2ibBs7cDgDJx0FF0eZF9/noiaaQ9kSY8BchmDMzRn2GxOSZGn6GJuci4EJwyJmd7OYFFVsnRsb0rhs3ua8H/aGPgfoW+JogIW5XFgwohTcLStkWsi5jccNwk/QLNyHVi/3M4wjwQnAytcCCsFi8JH/wBOpbHQ7XhDTltJsjwKC/JizMZl2M37N+hNkbjWmxN/gJSTBY5hI5aZQ/8AgXBBgpkHRm0ICZMt+2JaQhBPwKJ9tFJgZtLSE5FJpic2mBzpITmh/AbIQZTS5ek2G7kwPYhh439CY9vbGszks9FMjx6RivvqlUMbEuJReuBkMxj7DzRr5FuNPQwGWEM05sTon7CC1lZQjFTPo0Ey8EyJJO2JyTN2yL+RYMZDDsErEYlAxEZTOdqIsQH4R3EUGQe32G57jtUN9pMELC0JapJGkQPJ/iETLtt9R4JvcFuxBSBTQ0HKlj7DycHA2Dq9hB/AWVMEiHovgYsGEZl0LEVJMJb5MrsQNLQJDvlIRobj4PPTMhWyYQwu5YYsDRs9ZMCuwZT9gX+zEyY0UE1C4iLSLDX6hDR8I/8Ap1KdmTIYxp9CMxj62ZDwPL9CfkNA4hjtEoRi/BzQ0MI+gzANgf7CukxtriE5pocWZBZzI7hSzJCw4jWGX3hqyIojfWKRNF+pSWwmfZE9AFNFwuC3002cseYcdOETzzSZjVGQseqh9lYaj16pnjyQhq4phYtVNiwzMDEMy6MAyh8iTjoWFIhLxgaY8RQ7RZMSESBLLGtSPAyUx6Rvdb9bFdMkcmxL2Js+RjzYJ7MxCWhG64WPRFgjlwLUvN+hUzGso8DmE5gQCWA9BYT4RmPs5OnFGNfOXC0MdlDGj1BpmL0PBl0YBbYLoEQuF0M/1GM/tkSRqOWpYdcNOG8ZMBIkg0TBNqKP5WYIDJkn7h5Crlqz2J+2fA9GOwiR0LEiRakhb/YsKqX2mxaz8mfY5JDTHKlF5sXMgPwjAPDqVMQ1YgiStiaaS20MrFzBei8kcjM8kTMVPQSodh4vLTLIIMbCucjuExCIcMllwMt27i5AnJEsj0VxqYzkf5RDbHyDS0UBFzGGWIuc+Rn7ZMZODUiQvWDmA0DEi81t9hjHk3gi45TJ2RIs2S89DGCXBstzPzBYDw+liLJ+RuxAptAXNJck8uSY2ImLdxEEhK0RqRDWRkmcufwV3mqDKJYMSLRaW+gmkya8DxUgc/8AiTwSE9ocCu0hyrxLGXDij/akISUK5dvV4f2JLRsxydCVZExdwLz/AFEMfW6GyWvmCWASkYxziQH5FIXIkrli31hYRk9VJNbge2cmILfa4Lwo5ErkgmhwjQlYOUtVdwIMTJeLyNCTMRJ4QXoWzG1Vn4BJTDhq1No0PZAuE3KS9zLPd9liJcifWIhNj5kLytRJp3bJ3nwArMvEwuJgj5IM/wBKn1vAya9IhL2TDXA1Fi5i2LBwcX+jLVj8NUeXqhjazAsA9p8kEqyfo7jRBHQ8EgcploayHkPOMUZy7HiR/AoxoXzR0jK/ySTQtNXTSlCQL8UFTF7Pw0eYH7Q1mxCFCzKTguiGrwXEwLWTK6GCQ+V8iI7DAyF+YT+cQ5OzJPNNoyRoXHyrL0LvJkVFHs06ZfVHyDEIxo+Rg/on1X0GkNJeEGD6OxDyxkWQfgVISkiy8Hj/AA/9QeR/R530cp9E2wucy7MhKZSMSfAkMoRcyodCZeRm2NLIbaSUXcOhJhSkuWMk00coU8oyIsJ14D4PcnAitXllzEH7RhiFcdJIjRPQ0p4xWn5jInbCRSmVLEv4I1Q0rixtdPlFH2xdkNIfBCnmgtkMFhPijQrJHiHgnhHjHhC4QuI8BHgShYETDikbaY49DNMpPsJlkUwvYjKrlbJqymPJYRskK1ClYSw6LowoSWfCDSjnDGUY4ISwhPIYYbCwEDJVz6kQqZ/VDK14kjH4LRzYRu7YNlhh+gXTxNMokQkNEMD3Q2MNkbRYiJGFeRKJRKJQtIzI+SCZAyGbCDZFqOrEJDKFu5fkh9xIPExqAE3GztsP0SnDiDMVG+rEajGQ2iXUEaBrEtIS8mY9G8M8FoNr9UZ+CiM/DINZbMhoRhqcYZNxlExmB+pgNdtCsVDeGKgaCREYSYkPyRmmKCgk8DGc85wNMmxoppYltoGnEMh0RrvYxz8CFtHDWKfB9xJrotGlFNxM7WRCa8VccD27LisRvBZCCxLhj2S25bJETWuy9aMh2LGx9OQ4jwY2Ba0NVA/cS7k5n6EyLRyeEKLzMA6fkolXwzCtEPJK8C0aX0NCUTsH8Fg2sCVwiEUxAl4YkEuEJWFh3DOVNaaIRLJkVLsrf9iOFZo/JmI4reJCEP5LHXVvYZJc7MjOZB6yJFNLFIeMiXGGVsMS85QlGVESbOB5P0W5UZmQB8k5kW41KMLSJExF2OCs0QiG5H1MMeW2PtjC7fKw1CwFA9TaecsQjbksWLVCNpSUEkNrVgNOjNMzRsov+GyJLF5ZQhjPYSveDAWdRL9NpknwFBPkYIiSfwJFpO1AlLKuOLCoSUIzLRZc3GPxqkafIQL0gUH/ANxkjfA5e9LikN3YifIq64WYt/sNVquPa9CBtMhV8xPwvREKHS0QO4vIphJttizZFkiNvwG5fQ5DWUQpoY9boq5ISkkpDW82tOkPSklwggvuPQx4lrbHbV5G2JJ0GYT0jT5vkjpaLCRWpWeH0MU71j2Sxi75FJMR/wDsYgF+AwjhOS0RvLux3aSWj+jS3ob63PI6Ned2Jpvtk3y7IySSc+YtI+XilKb+H9GeWhDJfJe2ETgJUa/6MwTJlnZ4Fn+EboYmoGpfA+COQeC10OIRC5Y1y4sRCYQ30Kq40vV0Vc0XoiyGoXKcjkeIJ8jW7Qn8IcmMk18CHFPI1RYzfqQvyISRaSWQmP8A1YWB7h1UBgVDASRSag76MFrg9xljEYlVdyJ4vlNjxIvwiCEI9ChthY9iTF6Yrt7FjMJSEm6VR6GObctkjS2Bh06PZiskXxI7MSNMJF2js2ODdSMENOt+xcINCVhoRMMc/kQNVGw+RT/kkQ+lU0tyzq6Kuo1eA2MsWR6IMvvGKLhjzX4B3BFLdkhSLMrkT5Uj8nH0IlNa4ejEW8YSXJsSl3SH3kktmapsZkMYuYQQaQVnk5PjDXI4u9Lga70aMaCy1mUt4G5/kWhxZLeWNk0a1nBdOl8SSQLD2PC8TzgQJQrCZELjCwrPaZOGURMtuF2CjG5KOPgUdMRJBvse/iV2Y6sTmirroxCrkjwOCSpF7u5OWTk8gMaFS0SGKVn/AKyUL5O9fyyZZ/36A+KzSSXARf7jS4IGwhugx6ri8Ml/DIi2P0hiV6gz6kbTHyLic0sDkNkidxM0Zli6IITjFZF8JKpcAtBHN4sHOGwK81D/AJy0aP007Y6Qzt8gkcPkQUFAWvhGQ64MTSbizRCXuSmN1QqSakZOUnAQU0GEGJ2DfDgjFObv0IKJK7RJLhIexvZIxsRZaGY9ScHraHhUkvrKPJpMtlqESflSftjheFIxzeW5GzCPtE7EjZNqZUgD0gvlzZEYvsmviw0zdjVtpH2AmUhbWXI9XPCJNhK/0Q627ugtSwrsWdl4QlM/QiDHw+yTAkQ6G7jY6MZ0RNxqWyaIQ3R5qGPYZbJX8DmGMRtraskSI+f+AcjB43iF1HFktMkjyFpsSHoyS7nnhixQZCcNYZwd/iNLl7STvyokvKxRJNjZsdTFOWkio0kSskRIeyZuB8j0ISu7guKWtLyFdWJrliWri5+CotIhwQGvBajyOjGaH0X9MokbJJE6MMSXlQMFS3w96NAj59NCZRnLJtki5LA0HyJIzL/4DkV5poTyTZDoYbTmvFrfkkzT0B6pVGXVwoeDnFD0YSzM48CM7DEB6nYvSSHlSOasKmlibkw0WPBYXmEicv8ABOg8yOTCjGIfRVaZZJuxLD0GiEaEQUFORnD6JQ95Va0O43cI2iR5Q3CG5YkN8yGPsuxI8CwKhQuPMgVOWqIFk0J3JEijhHYn4Md2xXJOzqtlwMbuiFgXSvp9y0cZLmYtQYnUjpJeEeQmMOtnSxaQK2gxbrrA9LEmT0IvJYHuGzXYtYl8iUVOb/JHJIiZIToyITclDg2PaKIhvE/cUdLL0FgsE48kiltn0HkS3/jgclrJwIPBI6Ie3gTRLE0eY6CxR5ROvhl5DuxZVCUvTwNjaosfb0BCkcp3Qtc//ocjEEJemVRwVIaZZBhk2Jo6YmhYMKPHz/7Qe4ayFVqdOgsohUl4JN0bSMQqZCQcC0WskKhK9mYj7cjlSUFl4QOjaTT6FRrSNzI4MK5kmb2j2CVCieIzK0j0sjINjxBTIJuMxKCBJeMHmk3Dw6SN1OtCCdqMIJFwYz8iqEHxSSGzWioeaIk3hqXcsWG5Z1RcU5KzSTGMp4oIXDc8oEwBNJ3TY5aKvVFyMmmLIhDkhYRuKZNuzQ2QJdJEw+LCo0QsRnIlenCnyBkvzCwSbnbiBMeehvoLBCUI8hjUPQw1o4sQYWUZJGzIZujyvA+S/TZIwmlchWgs5FZKwkkXQsMwdDthf+Wb/NGhJJ6dU7CLT7Fk1XtcJeWQ9fDdJJiPBHlR0yEOuThFN7WYnKlEPUJyjK+SScWKPPU1QiKj2jWEZyhXD6qIbq0I/J4CXThBUySfNh49FEsGgskdw4Q3XOW2SQdcl6rFjEWAhUczQfyUeyjQ9yJBTdjEZEh5ZBJGQ0+Bkv4EkPI0MyushCLt2Ie6GzHQmloY8s6aQ+hjS+hZG7wPSoPYgeJP7szEZIWWZDhFJe6rPQYGC5z0vAen3I5nLo9qZloKjI+GcyJTMkZyYBkp5H3tVvpQqGTuSBpDjyYRw3YQ+xpCybHnsIWQrnRiqMKcqG2TPOrEnRDLRDGHUbWIvAPUTsmdFVbD7PrtWgtF0tyMspHY11IQhthugPAyoanLVGM5lR9m1F1OCGZszqSDy/PRgMlIsRR9DmMLebtMC4VpREq8ku+h4D6gNCyT4oRJTNW60Kk3GMnklFLFgXoKygRMGYQxquurQlMUPNPJVqxx5boWR5pjRquis0mQ9h5hf4IUCZYugmik0MJTUZhvrQh4dELVCHMyF5Fr9DU3MK5cM0S47V66UOtkib08jMUPf2ETI1XVCJFyRrEulzqeKL0j8gk2JPAlvR47AQqHoQRL1jWIPeO7YrDIeabHd9o2W0/gquSE7ihKVh0GobanoQQ3PRmI0qGlhGdEYGZxI1WhdzIgkWstxRUb60ZDXilzQ0eggkJZWDY1AmZZaCGgmUheyoWBD30tQyRNlDHYhjQ6RfBMr0FkeaLFHbpqjQxkKhsRgZmATZXhX2nPaQjIdwLmzeGKzE1du43Lk2N0SFi4i9oWbaHb5ofbEZSBNIjmWLcSU8scxCkIm5WBG4JOWFJLPOhsiiH1GjehVkYGYk+wgb0tZp1S7CEuN2opgTCc8DNSbEIPAaU5sRHLKPQyYkm8x2dxCoC5CsJjwzNGRNV07PTIiWh220eBaWTbRwYuETm5neRn076guDMMWKqqRcwt9VZocLtozQzkR7AUeyNnIlyPPQMMVI9JFkteY+zYUXOBwPDIIgTwHyYGoBhiHDR/1ATWsCXacxwxYS5Gbqq5devJuqs1bUIJzguBxtxL0OPH6HJ8uaLD7KpSX0MmG3ewwPR6AbRBCJjTJGfIhMFtyRGU4GubYdF2Rj0PQ5ubohLuUQ69GKKYcZMMdHulHlRjQ+hUu6DCx2a/gEf5i0Xxc70WOyjUQRMJxt1xKBN6oRdEsFouLFpzI+wsnBgKJvguaMSGQryo8QeVOESGImlYYSknltEPXnpiJPNqQxZqqvosYU06TZiPrRh7fU4jLiUCbmkgee0JhRNYJssZ8j3/AAC59+BFW146MhTUt4Iy9vlpiM/AJLIgXmB7XKcdjMuCwJXEuzSi402jUQzpJSTRGSC68d1yY8iyPNYFIa6CMhyWsxUboU8DwExYebFuB2pT4VLGYkPrQtE/hkTEy0uXypAkIioLcrfgy8F2fudlkTCElzSYmLctDGJEZPJbEEhaEH3HljoOr7DkoXV2kzIyjUinbQJDJid1RujIg5sHsaolawZUfAyGNWnqxomjwILLFxKbFyLYtzgSyx15GTXHcGRKxNMU9wmNLvPYRhQZgjmvsSxN5PNxsMvqQFj5VZMcRtEESbaGAuGdD3bLjdnnTOhpKd4TYvSK9gs75IZMLItGjLEjMtgXcGN5ZOz4Fro1zI0JHRJCjCC6yBCmoS03JsxOsiV04iIa5Q/Ypal8piDhpkOTuJAiFudIZPsZFhISGyELQgp2QBPlE43bPWiweXRNtv0Cwe6NUTEX1wPtTOhLfZOTWnvSS0WpE5eATcUhcyCJwfIxei7DD7HyeFh6ZDCUtDfnQsqWIl4cCTSmz0CjB5LF0CxTI5hbGfyPUuYFcMKMKzYsmzhofI0lCFiuurIbFOEZBqxldHs1Ceob4ZyIZNh2E5tN7Qh/sRsUaJ4cIYut9A7TFxttVtiG2L2R3IyBOC8WwlQJb3yW9qEwWQTu1po0gO1EkYXpCXMxk3CQuXgQmJa/wNsz+Czp8imGRLaJgYFuWhGKoh5nZTExidG0oSE36ixx5RdPkSEu8PiIzc+DA2t2PNjFBwNzcyCERQk8dvIYcnlYvEK1qYMmQbLhGOkhmTTEJGLiPBYL8iwy530TCElCbMuhcqHpFiBxOxeycXwLA9jfgil0xa16LBZ7FtI83pklKb+gsiH8C1Qh9khDYD1eX+BYReEyGWeDLTPgYnRyy70FkYgsDHRybHiJ7xe0HuYeaLNEhwxpInIjkM2JH2YWEsryJsNvFbBoZejHQu95kLoIuF9maW8Ky8jwCO8GGYhhYJUsmQI17OyhYLAp0m0C7zSei7Nl7HEGhkE0SkLMO5sXLMkikqQIepZj13DDwFquRRai8rEzRZEFuNbia5k5v2+RqCjLCTYItFU7FkZz0MH/AAZPmog4iKJFdyIBYXkMgl8kyv2CCgcLGLNxCe+2ykd7VSJ4hJ7uNEGUsNkoXAnTXkn7S5ZIkJpF6kk8+1CRuy6sxoKrVkTUdUkvZBEkY8JGBigRzEMslDQrySKYw+ho0dCMhbx2ETby110UwUV3qLdiczNRMBvHaaJaPhe2wMZQmxzckqgtyiaYfA316EyJWXEYFHLJJBr9SNUPoXjYjASxsSeIpo8UHQknyJC0P8/+jpnMRGvZD0MoHjoxl+ZbUjxDkRkZCEkxbjpJJhrkEX+kSmXwaGKqKcjdraEtRR3CTZLkYzGnn2KPBEb+Is0lMPkj8KB5cyNDD6iosGVFTKkS5CaHbMxGMnT4LNKiASxczwMPc0cmA3Gh/A8j6Y2rWIGhCxRiwy3SJQNO7HcBG5bIRksQla5kblDLkkQmZdtkNgMSTEyx84LXJr6tDGNwz7sYARtllxpbrIYsGVFQsBZJUPgs9lJ0TbEJzeSE7i5FhBtkRkYL43gUeaPm3gaka6NB28Cv8LUil4wxxiWRLI4IJCGUT4LiWBjcCwkaC5Fj9pFjJtocCOXsg+siOxmwSk0Cz3BbHiNcJJzrDrpRmBlRGSEhab8R+qjCFZZAluNiw5GTecJjiya+IHF/wIDl+xl5ghJEEmMhNorb7hQ0XPl0TN0WgyGoy6wQSEnyJ3J5Q7fQgkt3Ak3JLbA8EGVMkmBBj7nyI5Xaf4P+QXDF8hKRa1Ockss2UhDFxgk1R0ZUVLfCHKF0fBIOaKFpdmSbvQLEM3JJJFh4ZmWPZcwI5ELA0zB0YzCWW4EWUNCaYhDLXciyjBDq3YsuVNyLct8CknI89pDEeySiWxYHSNkxFOYN4kVTU0We20wy78p0IhszMlMXVIwyI4HkJXSwcQWKEZjpauO4N0lskxmcMNIi1ReCGmpORyXkwgkbbGkPPSFkX38kVG4FN3E01ai2T4Yr9KeDN0gHA+w80QwlhbSTIUMLfItK4ZPYd/8AiyJkgbinPZj0gISY5qZepMmJlHdINSfgpdKsISmBbTNw8uiTWKWzJyWNi5cpBiZDJFJQWvSqEQe02K4dpjhBcDyg8OjIWSSIRhTsah9brmLl5IXKC59+IvNM8Gdf+sjCVjGfMbnfInQlnK9VF/rt28kGlKGiWmOEiNiDF8iz8ixiJHIsS5SEt8hTLkWM0RRQQ+jL5Fk8pDMkQZ9R4IrPk0IGNGYwZApMTQTt5/Rj2PI/0CVsNGhjRlkT7C/lFvDbNiSWDxT/AIVte3atJLhtp8D2GP5AvomckrZ6WG2naZyL2NWaHQEDGOl4BIfyGaFoXtuis/k1kDQx4cQmxL9hGBj2syVDBwmGY9k4EoRh5Et67TFdl+8zAnj5dBj7Y9IE7EvYksQDKJJDkabFfBGHokktJp8ESuUNxJkq5gNDQwkdEXsF+BRsTbEiapawReJhxjJRUTlpTAx7KyZDVoQPtcLl3vLiNaPLPI1hNpqxoY223L5dN7009d1QErYibjRBoe8TggF1zjiRsZIdG/UxMlZ7LcgYkQMQW/RAnsWXUeaZsQy+MEauVTbaYpOxuXNGhC4fapMV4QvIjgnO5GtTgPD0Q+SIsWLjGN9wxnQNLpl/AnFEd3NSE2J0I5pXqkEEC46HgXN4Y6yiuTcUuJosVFvZguHBYc3dGJsUPsLcSJAfA0MSCMRNZMb7hiXo2M2PJamLEd9F6KsiExqNMHca8NEdM1MNWQ+aRJJofBeEYppdC2FsvTHwvsaCzDJXfA/yiGcSx/SGE/QX++ZB0WR5FOmLxcjNojsxVEiFSbILCIIEJDRHfARykRV4DvESMijQrLl4IFZKfgiQearI5vwRcbDT15KWJAlp8az7sRmIngphP2DT7pmrlWlsGGuSMOoMNcyC6lV1kTpa2bIvgdoEUYz3gwwRTCYxwyVGMasESLwMtYM/BB5kY70RzgasChZhsTPokZP460lRYMSJPBFgwLwybxoYxrp2frGT3XIQthh6CDKKiGNlJkFWKvqJ2E5cuO8qeBciIlotw1Y3BjYMQpeUEqjc1FIDM/yTSHqpo1GFA6NSJMDnxDRrqQKNBlNcolkPCkbgSaZh8kVER/IskfBBCOi2YBbDDSgmkUgzYeGhJrRFHnqYjZAnTLnFIGhFSgRJlgKMXFlodr2VFkS1GD5JuNd8nozTLLxSBU5rFGjHpFyzNENllVLYcsZ94I4ENjSchpLwLK6wLKBYMVKJgyzdmRvPxp0jouNSb6LNlrrTsIgdxPaUojSlSzTI2wtU1JkoandCVCBReYt5HyEj8iUtIi1VdECQlLEghkhv8ElY0pGQ8GPBRM3wRbFijlcmozFi9M9C4ELYYCptI3AztpyMRIcxviU6xRLyjSwKXRpBsl0lTxHhElzJGcovEOOZDGqLLl8xUjgdnRVMkRC5sNLF70h9l2aaLgpmjVqLYl4h/oXxFkjHFHRLCmv3V0hbBGIxMkPNErodWPgxDdNDGo8pzm8LuiDKoxRoh5ipmYRoVFWCG/7H02TWh7pQg4sh5pgVgq+2XZnCmagPcPmGeEiMQxgRyzCfMzKKmq+OlUjDGUF4uRLTLRDNh6IRym2J6GjSk4vXKY1GR0XQ6LJjH1pIQRYZYRA2wWE7CZKV2dUEY6VbT5ESEjMhjkZGE/YIaFTUjgzCrXAOmEurEnvhUM/TNhoslNLlCl0IFTJUjLJR/9oADAMBAAIAAwAAABDVjyTW9ub7KX96uL9TkWulA6RJ843CICEaooILc4qbKPsqw9LYb5UChUnSldKq/wDy5IsYt1N4YCFEHKJhHGUwyus8g0dquju6TW3DHLr9a9x55FDjfu1uaIA4AR2EJNREoYqLNo++K0n7H3THWgkxCTzTe/8AEXWURFSRYPaEBPdwjgvQfDProlqhBP8At8ZCUZaYobg1HkTtxwbCBRqNJUnFARwcZPGk+l+TxXYDSAgQ94qdTzqSRknK6oj2jxAEiq2lHOD5dm1qMthFk9bcughzTTMWLrxUnEwiyARYtP0a9K5vLJzEtS6bLft21RyhycYI5yzmSTSZjCI33QuUtUYxVQIwPr4FzjChQqg7ZZnk0fUwBiKQKW0hYZitfTSZahNvyCoDDhamvrDhBVk1TBByHNWXjM65BpQwP7hctclnByyYdMAUA0y3POsRED5/Yq4v4RdqgghizmTZFN2ZTY8gCTEbTlMZJfD98RbAqTGPGTE+ENzJlIKrrthkXcpyldqIsrkHDzEMpGn6bETlnhWl9huhciEXkD72XIVw+DMOU2ZjkgHxyG0j1PJbHGlaGmZEz7MaU7Grh6b9WHGwNK1DjTsJmu7kFSo3WFksVTg5ikFzhdJurwE80BAPl5w/dfOe4QLZbqEX8zfp9xBNmC3fHSCfycAAze/6BaaLOXf2/qvDYQ32Ztz7wEe2fSkOnAUABtBqUQB69zKaEASIjKSBUwvlzpXvWLVM/wDMvIAIOMgwrS1x7P6x0WOXn1kJw+64dp72Kgu/zroS/C6yQOuNbW2CmPSKlR3cue0uaECmnoO+i+weh6kA1jsF15s0uJgsZGHWRZYSujYeao2wJsDq60hU3JMxXkW/mT7h20XN5s8vfbM1wR5S2UAB825g/bfjZ9+PYfZR0q81rmw5G4ILsZtnhnF7wwGbK7S1dE5E3CTkthCCjG4+6q86paPxl8IWlyuXol/y0iFR2DcuvlAqRDACv3e4xRSi2gveb3xgoVuyaYoA8R9jgRJRM5DuTExOURUX8lruf6bPd4rxpWIsYowijW3NfI5zAwoUC3sHbNUZl4uK9Y9Fs+b83ue4lVxGWzLsiwQJFf6K96E75xDexAZK2VL0WZmyGQZBqWnHlB4azLY3ngfGf/KZXOwbFS3Bti5kKUDh87ajsry7VugOxSa2lRoBH2NyLD+9FbNAgsWkBQnuqUvBQfB82dNeilvAQvaCwW/C1llu5B+xElTy6WBqOxBs0CvtZR5MOduvuOSul5Vtey0jDMoJjKmGQo8cE4qNDpbthy2lpGCrz1JdFTbAiLPnJDDeHSM8ncPCL4B6wVbaIpCOxeV59FpaI1t+CpLD+fm4pBIY+jPpCRHAKsnA/wDaSSddSxSJiO+v2ReKCG9Ft1A9UKRjdQMB5MsalFRVZjfTdoqDZffbnLKrzdukkdrTanZEf0PcJ44cQsDUCEraH1P566UZGyZAQiRw1Iz+mIvGAass1dJB/wCStQhlmnnq8BI3g4uKnIFFRiuJX80IQgvTtx430KykY/3vb/197Dj1WXXkW4l4uBqr934/Xuj8alJ3LZ/+/wCTEc3Q0oXdlj5+oC4TGBCiRFSCrgVOju5T5/78rJJP6BxVJJYp2ms41HMxwWMDi5nVbajp2f3/AO2BuQgRX2ydZ+TwwXuN3QRWfKUyNzViVSxtfbb+fqI5+q47KuCWHYhToEAJqjlTOfv+3R/Mr75XyiERQ8qx2+4wpEk+jgRcaxPlRJUop7Ew83801w8cqEEcy0wr0zmona4SPPIkXWYtaUlfarAszW+WMEQ9G7y0fX5+2ldxKgyEAHVDbyOH/RehEacpqEX9E1wniDy2wPw8YBs8vsBejRaqsTu7cvTVVDSRKK16VOxSC37775GcX1Uz/hvo1YPvhBJDOBnjf5FnyTdFhcnMbck/8y2GxtDPVkLOupACNZ7EWjRVnII4XA0PZo7NpzfHIPwnAIgXn4gII3AnAoXIYIAvHwg33In3/vPf/8QAHxEAAwADAQEBAQEBAAAAAAAAAAERECExIDBBUWFA/9oACAEDAQE/EPhPk/ExPW/U+yJ478nieVi3xfF+MxfDuKX4MuFouLii+N+F8X6UubleOfe/J6PwTL4vwnr99cO/BprD0IZf+SfXYaflMvhZQsc+UJ4vi5YnlPFL9e/G5aNopRweVwsFhe4b+e/DSYzINHcPzwT+FL6vxprEGh4fR+eCFE/D9I6PxVhsXE8MeH7pWhBNC8R+NZsNivysaLh8FjrHcrbwaxsTxSiLENlGLjfjvm+2ieFoTNMmaXBt4XExMoagsQg1CeHl9H4SjO1iEJB4WjqH4qRtkeLIteBwQ3ofczDwh9H6tUhWi4YsJixo4J3CR0bX4NvHTmAojwffLITR++EOsxEWHoYhCcNndP8AYg1RJD6MTNxFfpZijG35ef0b9kIMMYsNEICYkzAnBtjG2ON7Kg0G516eH6P0SrNA1M2IXRKacEEUNyRw6HsbsbnwmTCJiEPuFlJ0dImh9H6dZaTF7EI2nhzgbZIOaCODtNGiirWJulH0qFhdF0XMH0flYWwylSOVjKTIODj0TWxBG4f8IhSeMCWQdY3h2LYmhDeH5VRdUQZrhYqEHoeecGgbrOscHqKRs8O3ExYyGqjUO4aH4SLrCDamDL0Me/B8OBdFjxWUUrNkbJhjGKMrGhD0MWExF2NoWDY+x45IqYJCRmjFiYJm5UXQlTim8b8If4y1GN4RCZd5SW9HcTZRBJhaOicKMTIGQ6L4M/MTwssfiGgtsbZBDdP0lNC7OJ4WG9HSDuIJsSNDUeJil+bmENiQ0Jb8IeHliOG7NRYLY1SEGnl88LD9EcITMIMXBzLzzEU4LsEtmhKiGyTNNaP6YSISYSwjWOkmGczJuZbOjyuiUGrwmENvxvD4IRo7l4RMyiQZDXyfhvWFlcOi8/mXh+4flsWiQsHvLysvCeNnBBZZKPSzaL5s8O44ImHhN5TP3ynGMFzC9LLw7824YvHTTE+HCkF/xv6dIsruL7aFolSHCqHt84T8sWHhCxPaQaSOdLooxdv4IfTXQaejFh4Qjvw5i9mx7OIbvhDyhPY6DkSZmGTDxwRMJXy3HlMPK8LyZ0bGr8sQnZzEEtFINB9zB9Gk2QbXD/RKT26xspY2++DsmxutiZdkwtjWEJDRtDbKxsX+vS2IQTqK2J1enX6Kj2dDKQjEk8kdYXQ1wNZNaF/Ymn5Z0Jf7goVxF9euiwZWIPRuZruX4YLBIoxp6GLgk9aPRr0bnEbnBFr10NaGMQzuCIvN3h1dizrBOGwf6Rs/P4K+DpG89rFBHg8UbYxtCZwdOY774QIbEPvpkqFr4pbY6G9iUQ7TbjFo7bJQimh4bF5WiPt600OsaFmYWGNjTWGNYoEyIfR1rLH3CGNvM164GuE4PftMjcoz8RY3g0Y9Y1YmKhje8QQueUOUEX4y4h03CE2EFTITOY6x0I6w/o0aqwxLQ8ovsamLlKL3Pe1iEfgWHhZXB5RwLs/MfuaX5XBKjCHhwJRcw8IUTgg89ZkpuPWGfo8UuH6iGTBTgiajwzFUfBc994skdSGnRd4Z+iViZjGvMx+4rOzfcNGNkNE9qiY+h1NkVo3dEvBqDEdD4NtY7Yxo3l68dZY+Dw+4frg6Fj1gxdENuD5lMW+iYWCP/8QAIREAAgIDAQEBAQEBAQAAAAAAAAEQESAhMUEwQFFQYWD/2gAIAQIBAT8Q+VYIr8u/nX+C/wDx1fqvGv8AA0X86/XYnlX70Ji/EvjWNRfyor43+DaE4TwWLh51hWFZ04o4WKPBZUV+GiiisKlfOvrRRXwRXx8LF8Oyr43FzU+5vk3jQ0Ji+TLRQTtTUqFwWGhZcWJwo6VTFzBJwSesaQ9G8OMlKyLRZcrG0oj+BtiUPkMkWRxCmrLDVQs1FMQsGyx3QxRzg2zZRQtm/ByHEcQsDHw8FmWsThK2UgmNQ2xzODmECy4dago4xQoeCyIdBOFgul/0ToezUvhoirNUJaOpSLkKb0aMshZKajYMKWJKoQxFQlhSCezQloSmqo1UcYeFw5hYroqxtFJcxQ2PhbKFwY5PTUUWxG0WLjFC5KZWhs2FaWbg7GF07FDtFiwY5sxKkLghqyzGxYsLSlFaG6Yg1muNBobOxRuErQncsY2HEJxRRUai4QmbBKGLE7rQrDlHEqIsYlRY3R1DBoaEqFudXWSGemBLE1aPWSxKxhF6GbF3DENWaC2oWNDLhDwYsPYJSg6EtUVQhiaHXcei0Gf0jY5qXRl2rPC7klRXyVuGew1Bi4cHIvgkoTcPkTkG9CLhRXyNwpSH2UbC0MWJbYmjuEbYto2UQp4qvR/waKRSEIYeCH2EWND2rGKejWhdPDiCUqHtZdMqx7ELkXgy8We41ssaxDSCKl8PYTctOH2Di59wYh5tQ4wSpYM8Hw9HyKinQ3BO0PC6LuaoY8l85wZxDpDacEs0WSSUJS1ks9Sh7RW8N1GpcqOF2cGM8yX4NtCZlRPKrhaLOjUxKfFpgoYskvK4s2JiOlVFafBliGXsTfpcIULJsafBK4rU3CVL4OpRSsM+jJ8hQxQy52Grh6xRuzcKxCLZd/BiU2IULFDguTuCW7EPghRaFwq3BOhnhbsv6LmW7hoaBKmaKFDhx4hBXZarnwUNgJnR0UkJWTdMY2GssVimI2tHOi0hvRTuxqnst4xPW4Yo2NAwmWWa9P4CWsm3ZY0LqHlqhLR0V1SjZuKsSqEEHFjDSh3Jb6NyKEf8ZHHI1Qui23B4sQ6DTfBXcGNaFyjjJlQ1Q3bFr4NSE7FwZaTGVDGouVDiOjLQuZNjVdFtXC7ghqHNCVC4PotIV0CHBURYnKQpUoUu2boxzFCheRNPeZ6Qt7hPYmxjJ2GjjoqW2cHReN7xZ1lDtDGtiYJzNXL2IXQqGWKF0aGqE8KPckNv/kUJpF38uxClot7QrHeBdhwIUJsQxvYsKhDG3RQhfNxRUEOBC6PClDH0XMqrgpsX9ia+KlMJtCt8OwS1PGDoLsubIRTT+ChtFtH9S4r4pqCmmA5vCyjd5bRpCZCH8aeS0GMTpl2Pk3BoM01FicSPF8HPULFYdwuQceI9HheJmI//xAAoEAEAAgICAgICAwEBAQEBAAABABEhMUFREGFxgZGhILHB0fDh8TD/2gAIAQEAAT8Q9z2yp9QIUdyq9wlSupXioEDMrDNGItQcyyVMHuI+4vZKQyQz5CUWwOJxAnMq2/GoVqYlZuBuEzAqBzKWBUN1Agcz5gSlgdwOZucSrlXUqahVQLZWIE1LVVQ6gYmsCy4BXuBUH1CGSBNTi4VOZzAncqBmBzOZW5Tc6QD7gIExEgpJCrv1DDwbuaZv1EhrUF6hFmmOJmaZVyoGZZWIe5WfUrGoT1A5YZ+IeAmoWyoHgbaJecSlxG+mAKqHuAVmYEnN1NrIhwe50XDVE0gcy4BW5zjU04hPUv1NtQhkle5VcwMUw7lz3L4lPcBvJACGrhuczNRL3BtjUEAm+ZV6mbwTcNQ97n151LNMrMy/MPcPB6hM+KleBhD5hV+BzF2XEpyuIimnubRJtczF1xC+ZquphjvcNSzFxdJQSVFZzDKwS4M9zSoYTjEPGK8DqGHzxMy/zMsHMBvUpvPj+obnuE4uUagql3khSe50J6lcznx7l5l5iuZJi9wvDcuseBxBxDfgZ34HFcziYgy8UMzJWK6iFuXpC89SruF3PU4qe4Yi9HFQogAxNamIOCoU5mMTFR9JhExKCDd9QzmFeDmF6l9wqDqaZVwgm/OEKqE1iBNoCohPcu5XqZ5h34y58l7grhmSE7h3McTUHXm5v4l9y/xPQgdsJfHEVshhsmazDBLvUuF8y4Y3MLmDUHBUPcuCXRLq6hhzCMXVkXFYicTD4hwQ7Z/Xgc5l1mDcPcCpjcGc+CVGe7gz6mKudN+LRuIQzmDmoriVAmvARyy5Y+BmZeMy9TPEFuFx3coQthTcNFQ3mVVeOZhVQaJxDUO4agdz7hDcMVUyyoYhcDHqaRKZLlio+ow0n5irbiTbEzeYL9S4LczzAFQLYSp6IY4g4hh1PcLWalYGF1D4h4omnEBwwU3qEWpzONQ7hMkHOoblT6h7lYohrUE2S1sCVcCqZ71OIa1BrcDG4RribKYHFxyQgzFx4u83BxrwLtIS64hlhD1B3UFqVczoZ77jdJjuJwjRuAyxGV+YGmBjMAgO4bgQ8VknMq5WJXijwHMp8Vqa1LMM0VKuA3N/EJ9TOPH1Nz1OWoDm3PqVcHmCDN1KxowQJfUz1DUIMGOYdQ3KyzU2HcCmc1xDuEqsw3rwFwxiAcwuHqBeGCLAktF/GKhUVep7XKHErECfcHEICOfFSswhuNePcC785g6GV15O0DAjKuNahN1A4lP1K1HkJ8wOpzjxcDEWI9Y5fUHcPUGZmmGZXPMzdwgXOJtINdyoQvUKg2wlY3iAlagHUOuZqH78ARQ9IgpjuNW45RissC5xDU23NStT4h4pmNSqmvHFwzOcQ8VbcSW6QGcMS33DdMNTG5eSUubicuZW4KZgYU1co3AuYFTmX6mYdwZf4gcweIdQKgVUuDw+C4Q3CxmKIV1zDDcNQKqE1Ac1B3uIZnqBxKqCUlwKs/UShyjVqo1lupTDWYTEKgTiGCcZlXmcXM8w1mUTU1KnHnmU8RhrTuGCjfcG9SuGBqB34IbZXM9ympda3MsPfjHg/cNeodQ3C7hKx7nU+ESyeoG4GVyQLgB8zjUEIbxDip8w7le/FNTlcq0ZU4liu45ZYiiWRs6jFQhUqE4uVZGuZfXj+5onzDud9Q9QNypUK8UrFXhRvME3p4XBKsE8Zle4MEhD58GZqXiZXUDHghuergZufdSuWExVz1UNwqrg0TbMvMGc3LoxuMhDWGEbGLGfNHEJv5gTUpa4YXfqIUkeESekLMSmXczDqVcKNxcYl58VxAxK4lYxCFcxtMQPMCwlEq4Y3jkm3GSbYY1LPA5nMvOpnhmYEMSsSiFQ6nXcP3DwSsziG9S8TK3OdSwxc4z1BnECwFYdoK1K5itj9SsHD1BsshA4qc1C+PJ+pUEpI1nREOJ8I8qlruVuV1KmczNzE+deCgmeGc5nQiWZQOIYgysQziUV7itXEQ4mTx1DcLucw8XxD1DcJ8Q7mINZlw1SQZ6nEtspg0xJYinkdwSlEBwyh3OqgNYhoOYViYQ7hiDqVJdnULG8y4Z8GrZzKzub+Jj7iWQMyriOTHcuXEGNOJUSJ6xMomZU+5h5j+5WYZQK8Ly3OfBc+JxbE7iG9dyryMMQmyEDmF14czbETGJanjCXCXC3cNzmAxygXcrFMDOdQacTjEIVsg8VifE2IEl8QcTqoOJaVTTEAM/cMCrhlqVx4rUzcqBKzBbFypt/TFVJnqPJlZuJExK9RIKtVMtwANEq5WcahOoGdxMQMz4nU4jOZxHSjqfEMw9pWIeKmYMy26ldQrUo7hjEIT1DM2upsEVJblhf3AeYFQhiG8w3DOoYZcDESgRgjDiDDMFYmQ5nH+UJLIS/HuECKeYEtrM9y0as7jKOYhWZvUR6lU+K3N4lMqBLz45PB4Jzc9znUfDCDzDviOIE6n1LzqXKwSpdQg2spqFbmcI8wTC1h1DHzB9QhxDc5huYQ9xZ1DeYMXALrcy3VcoQ0q9zluDB8K4YCBh7IRYw+YeiBAz4MSi4IpMQG3eINO495W5URE/uMou4jz4NQPHPir1NY8dT5lSrjApgJxDEq/HxC/qMcFwV9wGVmmWHzM9QHlmipuD1BYOYMRLy1DZMXuEO4LcHUe5fAQYspo8QyWwrUCgyE2xGmCECnzLcy7uGdRUI1l9TDOXuI2QtxAjDxUCF5KeyP5LOyPOo0icxGV14vhlXqdjLuHM5xGGPiJcrqViHvxW2UcytUuuYNkH5hwIKwHxXTEL1Chgl8wpzMS5ePcvOZUGXjE+ILLziHuC3cNQe5d4GX1uDFic3ERtIVjTAc7DZLFdjrqMPYdy6DbiWVaLJcpQV0Zbm4t6Y2MHBDguzpm+Z6gcdcwVmV3DBjzWNQQiYg0o+oypIKiR884mzUCGblalfmA8wJXhWJouUqPBFwP4gboe8JoIFcwfxNkNQOZxDxvmEIS5ZXuDBxCpeZeIOIMFg5lm7g8wZS5tcX2lkEwdGVzG0qXTEgSMiPT1GPNXmCjqBxUb7gayXpgGqZUg7qJ/FgtlDtXnKeCPUTiV5M9y8Qs7jHEFEviL1LgnMv1Mbl4m2c14th2x6lLnwRdEDklmfX6mYLDHi2pqEJe4PMKlzLXgxzLwsFqDeIOZcUoeCzmWXmLgg/mE4mgdVNFyX8EtY2AAzuBOjFO48al7JUv3KA4VyzBZW79SoVnpAuy1niMRl0YT6YbKYHImR1HPGJWMQ7hZmB+JUQZTY6hF4sRyQPUzGXROIQmbnFz4nqBZUwqNErmB4FULSv6nEviZhBsuWLLlwvmN1icYl4mZ/ctxLwstltzaDBgwQmTme7lvq4MOLYOYrK4X7JkP/AIKmQ83fqffl+CHKkra45hq1KCioRnZKyAFIxKCxxMpd0lRKg1mNn7QXHHEc6lcw3UqJguE48OYkNRIveX9IyRjlG4OIMGVKgVzD4l5ix17lY8Uz9T+sDEJ9z1z4rxioOYLKsuXFZfbBZdQVhmAvxAJiFsBg+ZQqLSo+oX8IeoHXDqisdH7f/kXdwz+YXd/+z/8Akrix+9//ACHtA/nRKZif6iMJDlkSuS4Kz0j+5WJWtZgyxxHSjzDbcx9wnEP1Pc5mNR6IxacT5gnkuMyOIvhgwDmCS+pfUthKiRnrwMh/5UOvFQxOJncNWw09ePiXL5JeIXUzxLhcB3AZySptmIbuXLbgty4VDEczWToy5EwEM4YoR2vNT4Jueen0QhTeL4J+KnwTEHH+IiujbMCTxr+ZYLgTf8R1cdtsLzKuVTLaGZxO+pUrMd1UYhcD3M8TApGbdeo6yMayuZmDe56hOoDOZWJWfCEBzsfUqG5zOanRLdTiGpxiF7h7m9TNyloqDcQo9QCaIPc/ScMq+ZhNk5IVD1NIQg+LMrMyUe4TLViJnmyfzFq4AD3MLdQPmaiGyUGyov0xCJ9rhTbf9Q4qBZqDL48XdNSvxE8bxUAqBK5jRaSAsHEYN8S8wNQAbqBap7JZrk7IpsiMRgSswLIYN+WMhQESQXyf1CzZ5uWy5snqV1KdS0oQDcKzPiZmZTM8RU5gwaYd3BI6lNQYpcAp9n7/APkJXpY7tUAHNxOrI/BDD0ZfUDjyv54iCOT8OZoNdaWpdMdg3j+GUHvmVRiBsi9zepUx4PcKv+Cv5orhs6ZTC+TwhVw0Qe5glFAshB2dMVNkWcS7KqG5vfhruWEBjSA01FGdS57nUMwJwYBqBUqZj8zMCBOvGK3BzBzKaSFTj1DZBOYJiWV4GSGi4D+5QG0EvKc/pGL4Y6FjNvmnwRRRtj4l+aEGX+bXuALDLAtHP+oNKlSnsqbSl1BiV+JgmJV6gHMNytYhUDzBiDhjFL8MA6cQIe44Zj0w3iAUM9xnGexFnEe0pjiLiWRepzzmWVUqYNQGKnW4ATUy1K4gJUrGo+oVKzD3HwGJVfExUSFbmag5ZSXSSncScwWm4NNMH7nyQf8An5lvH3+CC1wR9sFPkL/X9TCnr+2AYHFBMSZ4PbKMvB8tywBwMFUyJl0PqVzDfxw8yqjyxjmZNwMEDuVxBiCwVB8wFWZ3wweoUlJydQLDT0xxyQOyVDmEyJiFkaepiRmBtgjKZYlx6inqFWvEoHrwRvwLlQPNTUuGr5m4hBRG4pREeoGpWVNXAV+aYG276zOQvojyhHCsbFwd6Jn4rmuJbWJgkg+gVlgG2D+pQA5L+CALgYnuUI7X5mSHCfMNvqA92iBPdYlz8iGUnHmuoWnsiZnqViGTEp5nE0cRRLKFGmmVFoAI6uEE5NS1Bp9z3Yg9jmOU5PcuKz0+DhqDmNmmGoDScS5HcTmK1C6hl1DYzDP1CipT7qha3xGtTKFJXULSsVNHim5iWXLimJcyq4hOUGkFwzXzTUxZHrcRxBWonOQfRHgb5W0ZT9UExW5v/iD2XdrcQxB6INXaHNywXn+9CzoAJQs9/wC4Ft00T7WPiFvS3xKMb4PbA5e/s3BQ9DiURcV/UFEopIDD1OtQYgiZlSkr5huYWGZowg8K8MUXgQppindBtar/AMRA0ro+7gG7ppUSwocMLcxbhR4pl37BCRQnqViVzNIF64h5o2WJxKuFCYl0eEASDHK5ZQh4DMCFmIkruWEqWLLVEdwHzBDecVL1BNB8zKDxiF2dChiAlntcACW0VFmcI24XKHFEvLiHjSlrusf9lrHQ9QyM7cu5TxMfkwl/NoZc+jfzCi5c/f8A8hNJUlEHelY2NvRGqcn7IWPV+UQNzAe2WeIDNg08fUG0QhzWdUMIC8ysX5B4IHcCiCyOYiIcxAIixwx3oKt5I70vp1UZTyIQa7YqwM9hdoa0EfcOjGxQfUddvuAiCQIHMy77iVqA8krErEuKsiGQD3HDQCiAtlZWpWLhMiVqfpPq8SlB9lggg7RirRoi+67gQRN0vEW26YhllYdGh3BmrlNxBDQahZ8revmDMGDAwYFxddRvlRobGHViCV+7CPcv9wvcFr1INPwt/wC+4hPNjMvhgR1plKEAq5G/9RGuIf8AYepWHzC0cWmWHiDFQG4cfSbBBcDKIyuLlQvjwGI8kbD8SgEommo4cVtqMAOEUClBUK+lQe4A3KxPc1aOhl6zR5blDMtym51d1Bhog+e4krGYnM4g18xLlZStwFlce502aYsqu9JZK0F4hr4mLnrDBdWVuFU9bqUyBzyuOjNdEE1JjVxqAa5CDK13oiasHbNv3LV+0EdUz0TFVzP6iS0B7nW38SuaXrEa60ZiwZ/b/cOIFCcg/ogH0hGYa0YiVHcqaGuI9jWBLhzeAeCNyo1Q6TsTYcXDQARHUO/xBYhSN9SsSu5UI/EJT7jL9M5JYF7GLs5f1KAAOGEl7Ew6mHo2YYlY7K7iXWA2aKwrWEodSyU7mGVD6iQ2vvwTG4n4mmLoDCmDaQ+v8o9+AX+ykNm5B/5ErksJ/ucQj3LyCXC6xcxBCt0K3cM6LwGYSHsfgluWIxw6Je+xSuzfEoWfyzYk6fL/ACEqBTBHKNWEojaJgMGrhKtUzxHIK6uKbvtB+yakoR2/h/8AkyHZf8fwQKSVwuozw2JYazTbAtJpvMwEz8ePDOSHGLGydyuGJnc4PFYIsq+9Q0PcQK7EmQ3CCCcTdUEbMTltLR1Mw9U7Rugr/rMtxKwQYPUTcOP3KdyomJwzyQ2aIvLSwMdAYSkV+4yhy+4UaAWA1M0VoldK1L3Cmfcz3yDMW71cyJ1LB4uahuVTp9SwFWVFQJ7RoVm1wWgbeGNVhcBY9MGftQjFrmMAe8JZ6INFUrphypPbA1V9okaY4T8CzqI1Xb9mCiug/k5EIh3EstcEsNcFZdLDtG1ymHTBm9kZSKic3incTiBmVCMDYdojR9IZPuoqFXDNlzAW+iUwCtA2ywGc2QlVUwkbDLXwRiVcQxgx+omIvyRWwGaTKHuZEW6Y/MW7jZsn/P5gqCZqpknpDsvqVXahatGpc5GB4lGkPxACjpIbahkuWOggO4gqF3xBRRmC3/5UKsvfLKDaHxKPwXLkLMCzhD4m24/MLFUbBmdJLtxEjxK1mIZtK8LQE/mDUoEKwh2Oaf7lDFyqvh/Xln5Bb+TmmOfd4mVWrg2hAlxbfOGeGVfmmol0m8rqVK8ErEY299xzhyVKXeqhArxHJvtG+NT8saMrniPcNG8wX6r7JXmFXRNJb6I6gz+YlQwYjmH7IYG7pX5/7ElZXLWyPQkM1zMHysmMs6EDJMcwi+qeSGtwJ7iZmZwdzLs3pjcq2IOnAYlA1guKy9kFonaAWnHXc2BKHxTUyBF0LzAPqbvzMSl245iaOZYV+ncaDGCnDbFhKG8GZonH+oMVBU8h/OP8ju05aPg/ikSF0XEoG7ke5bdqBbMkZpShlOcB/U3i8VZXX8WZv5jZ8Gdm7gPxRVcFqvxFRsCn1ERzDlMi4mOxn+K5VsahxVxMBm75juAVHUyH3OcCZg9FJ+pTpKHcsmLWUgW4DCBrFwUInamFyiRjSAlGSBklQTTEu4YI2tsK17YERo/TELMi31GSCD3HTd3LVXOlyCADrqA+yAk2o+4tHkjgq41TMDb7gDH4pQgcf7NL4Eoro/P/AOsVAXjT+RNfcIYiyhu2MuK1y/5eLWZEZ3DPgqcagq2Cq1DkTBu4sSBtuGn5jcI7eUB9QViyHMFYWlDcvBuy+amXxkG5moRLWBidIL+WAlDYGYBSdiAA13GFsMsQsA5E4YKF7UsugnS8Rql3NPcbFDAPaol+6L8lAKvuX9PliW9/8xBVvWCKoKzNt8MBdXywFrOWUX5jME23SYr+sZBR8rBWhP3GqnqVLLXLX9wgPWYNR3Rv/wAf3EpaFX/FRFcBKBdqG/uIoZI3qUpUQKcf6m1TWJHmMMQhDUTYytcDUTCPUFsBkealS5/8v1FXLKiOukELNJC5ItpWQt0Q0XogxcyUcKQiTUlDNKuWXMVsIBKHTGFILQQkHIPzC2Nly/W7itmGI9xSCKBZrOINqaYim9xi7cyttOprdSnVHgmm0Z/RBzOZsNc+oALXqVvSLblZwrexkh5iObhojVgrETZyrL0SwXeP7g4+EwtUILf9JYK5yf8AP4K9RHgMaoxFMkgJRxG2CFMGYNBr+ghjWJbiPghA8OZuXubWJkXgUiyI/b5fR/8AZohi4CcYhFfyRopUq4hiEXOAfuYSdXUsK+5UNRh/dEMcndQLEbOIGOj3LQLUUwUA6Rd3xzBtV4AI9DFwQXLBjZcCl1BIatxHEUZgRt+5tj6zMdxrbA4N/UEiybn0xShfPGxlgFAmfcNYURr8+ACdMBeSVE1Nf2f3BQekHGSX9QYIdOFb6giWNnlbNh/czK4j8pkKhk3FTY02ysg3h9z19R+oM+Li47nb4IY8NhiK7uFjIidb2mUVbXqFnxCPuEom1gHPcaonEQrNDA0JjMv1xEh/R7tls3RMfim2o7mlxgbPTMzGeoHbjlxBQ7B8SmLOb5q4BRrDMHZr8RisjGGG3GVV0jgy3UQ1OJQRqqEuovJmlNP4YEXCOal8nLwwwsKIKptGuCXhbfuEMWRXcGBwVaNNrWofN47YCCUQLZbNS3mUi+nVlwPAD7nR3ARlaQoPQllib8KT3BWFuXsnMy7rRKDIuGwUhtiOclv7jCLBXTcvIrD1HWMA/mdegfVw38GCqnvHIxjCHnSWzBVvUZU2t6SoYzrzghsRcREBTKIquPmYhBatiuWSFo/9Wz9YnO6Zixg2VzOaYCz5gIDCCVGddVEUaSr6IKihd0hQFmvMDgxfbgsVFJtyj1CImEl5QTR8StdNf8IsETjh+YroFDqYDFYzBUqU1qZm+UKLxYQ1BbFwovlm0F7TOkKsGoivzI+wvGdfcBJIuQIZBy0RtA6y1XpcJFJgKaeY6XKjUDolF3WY9a8kxLBOYIeGoVlwdT1QSw9F19y1i9h748LeCYGImYmd+ArUJ0TVmGalArojKLCj4JaDkJWl2yjMg2g4gIzCQ1DMCLdmomoC37T/ACBH/wCrYK+Ag/Im1x3MIpU+0GvQrj1GbJkTa9zEWFBYUDFZAlKzMsQaSpkJMjv1UGyn8wg0CTfG4azLiwe4YqQFAeIDqr8eyCC9L3H85G/wz+o51K4hI6pOUMMVXjO5uVfiDTb9sQKYqxWqHkXCSp+oY6UfREvQt0M5L/JCEMVjUev9TrCmvnUB6eSauX1mCJY38RgCtRLH7RW7hYxI24iGcAhkQcSs8Q0phkh+yUuM1iWxIEr3O/FbS9I/Fw8sviklWWbMloVwYLgpblgGMZAT4I1AdhB2AL+1f9lJVjfXy/7DRMfnTdju1iEl5W2cWlhg3kaB65P9ids1KZYYUwCJE1Eaf+VMiJYb7hCyiiAHBF6iCYIhGGaQH3cqN0GcRlRfhYJVVLfzCSkPBcBYWisalcDdI5CPzk+IezTjlMRipa5S1Cg1swtXrAlsbY3BIHcpRe1xaRPVxROgWzbWMTAqDZyQK3AbVEAbmFDyQwGAIN98HMyIMRJU5gTiVBahyrWvqYoaVq+5ReWlIAXBXqMZ5j3NBiojUnUIR4cQd4S/JKgqACWTKfqNf5DX1D+VDnMO5vCYgUeWX+Y/vLquBcAJ0p7nEIOY1HiMoLofrX+wwOKhlTzKjzMcuLqrj6bKZjXLO3TMgO4Vb8nxEagsitZmmVNNFxRkFe5vpF+pcwyl1fgkNZ9MGNn9EcjiOiYtTBdUNOoBOQFSyWFxdDBFNPyRTV9TJIvzEUbVRReiZN2VGKFO5bkYP7YdgLaYJWCVcCkqql4isVDonJGLuBcISptxxFSwwLpD6RxyldcMceQgTDO0qHzDaTDEpoC8xDuTr3KCOLlj7ufP/mVicqDlmUsc/wBKlg0IR8GSSFyq2htXAQesYb3OZxE/MJs218zM5KxKrRcdZSsEqp1fqBUwaWoFqtpKo4J+o5YFwSrBje/1QLD+CH/xpzn4oX4/FNJ/BDlV/ED0YU6TWEFQyo6Qvuc6D8wpt+YN2KH7RYdUukWGcSsMjywUyt9SgvIs1UEJg4Q6e4YFLubR6gy9uWbYll53Jgxg3CE+5sbgMeoo/MfjX+wRsBauCRVDJsBllBTccQl6EJFOJ9EW5sUG6H/YAQ0YlSpf2hzBC6U1RiIROopvVEO91uFZrj8wTkEG5XBAzKzNT3H2RBivwjmKamZTHiHVcZM8/wCp+aHc5xBFarI6biOgIndwRpcT4yPZCgtJ3oTqkV8z6Z4q4UjudFylAMrKQmIt0EAqyPuPrUDE7jDEta1mWVEWA8sRA08QAzlS4rtgRCWtMzvS15eplAEp+SoMVaKP1HYJitcRUMUYUpDxm8RUq3GjqyPbBv8AjP8AkLhjhjXP1LXFbGJi3HhM5epVQYFZuGfKD1cCNBUGp9yNszIXKYl1sCh1EHiMoexb0ecTC9S67IbZN9xKBSP2g6v8oJwpzsg8C+4wewn6jwNagCxJXDpgd2A+2Vx467Gv8llaWpcAsuvD8kKqubxLza0QstAu9wbTFWJGczlWcLSoPGERP7jO1CjhjpSxQ6eZpBfxLyxY1W3iLBW4OTiMQqCFXWqwqynwveJXDKKZ4jfVzth0Fjtj0HDUSo7FqZT4XrE2LI5YZXHYkK26UuWmU0ypfEysc+AhDU5ll54hVg6DmH0wkemX0Cp3jhPsig4dEsKwG3dNf5L3EAdzvYCsl7aFRgYYor4ixKsIKaBbKELSfqAVJo0biRwZpc1n/ILkQBRw/wAmerD7V/kNk8ylSXa1V8xNgcVnMehjiUyYzHtmEC28aht0cjitfuGOUhv5OJcMEGxcfFGg/v8AxMJBPgy/u4oI6gjdOIAFgQxB28w6hZMNfal0IltyxVP1MqG3ERhiwtpgIL7lpgsBUL3sHVymb6Jiiyv9RIm7IckH5hMnI+4fe/Ti3kmr6gQVcVJlSXAVabiwGipUCj8ujAQMeiiKZZUUqdgye9fuplVKB3U3GW3FhvMFgx9Su3JNcCjj1AYU1iXznC4Im2kAvPuFgQicv/RjkHLxBCmA2UX1DGGAYbV//WB5mmSJDkemCUTUGjqHLBu7MX0xWJIxrELtQA5WEuiWH2D/ALLrdI5vFRU0cxxjgfKNrYHXpg3GhW+yBc2mCU9RlvAo/wBwRkxKR7ywwqJx1CFDAcBF2dV2CrN+rmQrmZomQjsZgGN7oPSjRt1Mt0P3LtcqIQd1KVgdLtgxTLBUaIww4YKBgK9kReWu9BAG4YHoiblwvMIByyI4cpdDoQClAMQGswzBZWF8Q8MtDcFfzUHEErj9CA05FXzLBdss06ghziC8RgqQR9wtC/MkdZeAI6juWh4G59yl77g8soviKZdYbsO4h4KBysY2vi7MbK+Zb2Fe1mEgquVfKbOoslxgp1uWx1N/2f4lKK7s2m4/ZNG4gxUH4JisX8wweVoizMtn62f7HoDJePaPyUbHNA/yHNgp9agaHZuaB/6iBFpUSjtx/wB/qWNKOETHvWT4ljvRPt//AGFiXbFRK0oaIIQpfMvuWAbantiwgIrvp+pyaYBbvCEJ6mRDEO+ERjksZxQRaMiXm/5LsOrlCNhaEWROWJRHwt7cMrvS5jiPKalxNOJRvJ9OUIJooIQUWDPi1ZjLZ+IidSEPDwg+qgM48F4i8y73LKiizKettvwYbIxfcUHqKnzfC8sRNpuPe/1NUqHzHN3dXlF/qX7iw/8AHMK0ZqGLL6uWC4I2aIDRhwo2w/8AfqEBOBwRaFQDLVZxK6WnG/lHhUw71DpmtX/J1Tq5zthPXU5NEuiB16oiC2hfa3H7aCWl1EvYPhi2KKdZv6lNdzEU54O2VgzbpyPuZNNQDNM4gPKwOVfcuUMtAhYWhd8RzbRW5YkUCfkxmylVdyl6htdrYxhEBtz8QZeWjf0MQN8HxN/qqJfu2/qMbSIlAbWIFYR8jBLLmhBf3C1VMHMEpXMQ/auoeYHf3EFezLMA1AWm4bcxv4gWL4IG+xAW/OK9yx2xSrl5lw1HqXqenPYeOF6i0xfiHEe/AZhLbxLF8JfwECk9wira1+tTIpMLOiUUDjceUTVvIesv3cQeUA2rEsoPmdfUH1dHv0QzC1WYkutGd0qaICvqDbCAdt1mEGQFCU1lqA9cwWaBf8/UeYneL6dFe7z+qIjzCI6XMYY4T0R88GBcv1ORjhcD1HGkohzLv1HvCuKwQ1yrsfKMPcqcsFf7gLE11B1Byy7JZ2vC9RWtgwR2vKlA/SCJeB+OZiEWzXcEqNQjwCyOYhVqhFjNBS8x8kWnZ/sYCTAWx0p2ywNAtZQpNlbmn2QSpTfuKO+FkZDgyhXlial7gxDQcTAIOPcWY0b0/qDFRFPuLO4peXBwR0vzMvYJ+c/8lB9wqf8A6ou4bYbY45aBOAQH4mUnYpt5/wAS4VACJuuDj3xeyNDluunJDrIHenkYq+iLZY+83/sNKrxiE9ir81CUUAr/AN9xdI1lDZoPumXTUtvxPmA+Z3+oSjFQRSrWOL5fzE3dyxWC60suXn5A8HUezca6uNljUblrRuBQlalaDenD/kMNRMy4TBAW8rLLELwn8xuWrHuomfplLuyqRl0FOsIDy37hay7oVzBxb2u+UFdxj1Ce2iCLVmfE0RZ85qAO8zDWHyQaTgCyJC9S0LMQuICxywef1FYVUYyOKlLIAJyt/g8GCLFLi6jxUWoQ24PIzB6K/wCymOrlDqAZlse4yBGC8GCe4zKSznQz/hMTJ31whDatHwLFCtSr8xrmKJCpxmF/6uOvrg0P/iIS3Vj+/wDJ9kPrP/Iibpr/AN+Y7ioQEygVWOCBnYcVKQV/7Z9QxLVy/Ecq0L7myKwvZDBusE1uY1K56i2R0DzNG4bKy8Q21DP+/wDIyTlRKjOIFhS7O+I+IVW48paL4lE4rYy9zZMlvGkHE0NnqVbwdcrUto5n3HkWg5gWBuPUa6DR6i1SBrOUK5J9RwBvZOvNg+oAGWNd8Sy0icrBwN3LH3Hhu5dRZmcuevqDmYowtxR4nslRCZA/wCKzaFe1goJtuINtZSiVA8BmEiFJ/ol6ln9iPw3RBdvxLG6HDhYjjmZPxFpY+FIEROGOkhhWWcsJtEgeICkzW+XB/cAi0og/qXc7GAVFS9ETTXYORi7Ogh9mUKUWr/RCLcpH4jy54jh7mLOWUu95mmNkU25lKBlGBGaCXOIOCLfRRUABo+8uFvTCRcWr9SjGmCIVJjTOcj1Cp1iU4Kj69xtly6gbk28QnvFHqWA6CWoYXxBBFBVyta+cevMfly+IQThE0x3GrudLi3bC7h+ZyjbK3G7uDzEVv/XTCzMEeE+UuxBolHMrQuFVOj94mQXEqFlj84ivqu5VoPUr0Ze4bzEAdfrL/wAhaK2etEZx5yzAu4rFfcQ92UjOZfi4EZZ23CcKH7u/8lwxSMQbxEopE+zH4GJ8p8EvX3DUg2Hn4Sn5OV2RYtl2XURm0S4HKiWjd4l3SOIMizZRiHIkSNdzKFSVBathYQNkOJQdHxEV3zFHplhwSxYrJjuPkYqJZ8kxLRYjVG+5yEhJ1MIFB+EOdhff/IIz/VCZaNGSy0EmupebtH5jagZtioY/MSVE0qS2c7mCIx053LcWwamVYbf1E6LsiZtS7dS5tqWdWT3KbsI7QhlWEVunqKf6GIEL0MTkIoHBfW5VC8Q2bzUayYhvib/rJXxExbaepZW2JpNoseQGWUXgmYPqJqXuKWihKItWn7m/Mc1hLOLjkjpCFh01cRZhyFvuEgQxTE1Vz/kfr5RHtq7g5qJ0TJU/cFXMgzmWsWJrLHVZlLXakBwY1nJS9MdpfLUaxzUVBRwuX4oLVhkcjmA4vmULab+oDBnllIiiUfMSBXm9dQFaUpKmXfBbM2zUsb2wAe7xFfkxt1FsL3PuK56l6EzHVkHAEQNNQ7E1aA80tHFHMZW4+Xm2JWWLZmAu/cVCsJHKrjmUAOXELUsWkczcPiCgZcYgF3anO8xNy8hFszHRe5p7jsgOuKQWh+glNy2qGLIe4KnQqMZWwa0owtySsPCADDuYlcy/cUBgBRUu/mMpNy9gwbUI0zTCu41PRicKgs8xX/viMQuhlF7lCqy3jaQ35zKZXzA9swpeIwoO4sLV+nmFSFYck4c5kNCi3iWVNHUxG4jI6pjcIFYl6udx3Yal6S2CYpsizUvOY9LzLoZiMorgckofP/SOXUeS+m2LEvEW/wAygB3G7nKbg1qPIPipOUD5nAcCNdYGioLHOYUpUGwS8EnQRJdu4oLsMuSNb7uMoCXcBMmOYr7nMtY2z6aMkPZyYTAmwLRWrcGswKzOr5qMEdxYqKCkrSMkFFzDSNy+zHklxdUPplx6uNaPBRibUhirmNBomzmPnLRqIkUKdMdzZFzcaXk6YehtuEoM8xXKyadxbhge5vepfMVmAAN9y3mXdkreIpucCWRZbAhBl6iXUNfJlPesZm1hV85dV7jUhVTVxK1cS8ytR7lFNGI7c5mh+X8x1RmV7jobWfPhhlhL3Uq3qIRCAa2XHwm4A2sBNCyhshFDFwPxwS+Oyp+o4hyoXqeznMV3DIDmXswYe2ME0xVlmSMpQbIikVVUdgTMZhaRS4Wd3Y+ogqDH3oltdykdQSytuO6j211Iy3MH7l1M3FOQoEgwxQeyIIjqXgrJxAiq3bhX5jz+Z+o6rlxnljvBj0z/ADiWmZZB1MCzqDZ1iK3UTJUVmoEpE9kNIpgXxKTfEek1eZivCMHZA0ZWXpwRByQhHZqYDTFyhuZWqm/cC5ihb6ItszVx9TUyuc2KC7Zo/iGy5gVhMRV0VfzGRbi4GiUmOIKwb3GC5Vf3HRvsH7P7iVNrxyw1DAwRNJiejxoM5SGVYplDIT8zU+ZS4nlRhGmligODZLHPERaaSG3CLMRp2NwcylJwtCBigBqesM+oBJYljMEF6RSSF0kMJubvUa2bvMV4am9bi01ccs5JrLAARVxDbuGTbkix7ivEI+aB7IYXRAiDrMAtRFg4JzKlKc7nri7fDCOQMpl138v/AI8cVfjoigLmIhyZVHIkrTaolDN2iYNMptWYaVHkXiK4zfQd/wBS6h1U7nuRuXCPBwCXUICGXFl0RSpDMDFNS3MYl2FRHtej4i7GIHfxA04r8sV28s9ppISmgI5Le5fx/KI+BswuoiLMJctKXm4IC4uIbRSvcXXca3HOZpuDbHkr7JZMx0VULlFzKchrw3BFS1i4j8YirvEaCu2E0+JCG9S7BNE6TnxeStkZ7mVCMyEsMKgHLLBlQvVyijKslq8Fw2IdHqEgtkdrKEHV5ncI/wBzmbYuktc6hUOiG6LBDqMqQw6g4v4meZlxFk5gFU0PxCNFtgT5PqB2kpCd2qXxN7mcUu5GEjoPjQM9wCxFQtuIvGNicwVuer9S9LFuHPMu2MNzBrmfKEseIoixyQDVRtYGa1DhUV5OY1i+JgHMSUHUY9pctwWSIHrM6eMTnwMIzaZBlzOBhgkN/NNQIlZ7uDI+E4w1+41tofgSgnQ3L8ZA9xW5q/KmUUXMncNxaARYS4m65jBLxEvuFG47a1v5YXlfG4d/i6iIjyzPmBjcbhHQX2hbv/xg3FqbF/EVCwAHZNxVqT2xFD1FMFzHcHZPVeCd4MUx1h1UDUu8EA46XUtf+ZhZ3NPzHb8YbbFjcMNkxeritr5mCa1HVxWw/iVmMNRZGHIxcRV80ri2VqYMSZ0muMaOrlKQ69yvG97jtvb4L2CWIDNqhsi1tKJV5gSkMw6lX52PzL4XWf3FRK9ckK04lahgiq/uLKO5Za4/yliRFNQJNxFwBB1GO+puDi5rEah6j7jCbEV7hVfUsWumOdYbTZXqBXuoix7hTHRKMtyhjiUYDifvRVzMFETeHgNoeDwdRaITJdy7JxZZHqbc8Rw2MOPxEOWL7Cz344jAvTM0+/CVHEorPzBrBFhEUI7+YqFXCsMcBpEqIXayvwjXN4lwzlZbIzrCqj2vmbIcyljkOo5BysRDMRghkhF33HfyRKr3Fa/g7hHqO9RJZ1L5m2IEPVbi0IzFEQDpFKlaRyCDQcxSiFwGNq3cC3EYBDgrmHi9PP8AU5m0QsFJfHf4jbLuLX1Hj1cGXzMCuoh8zFu4+Tdx2vhIWTF9RAs8cxRBHVhuLVylFjADqWBnlg4OoaROZWbjIspvPoWYh6xnEFWJ2l7y9+KhWK2+45Y4/iptUFV1CK3lgXvUvQSs6mGwaQAVDr8YEaq9yh5gqC4gqnlaldQY458PnjxzBgWIaIXcOLeYY5io5wzLBzCCe5xHEbpLiJQnhecMfMcCuoR2+BniWG4GUZz4xsOZk3zFapUMw0mriwZiz+JWcOI6YjTUypL32uOmw5lXleoAABUZFQx+bn1mYo3FtMWHhvzx45xMMzMdSwdOYbu4KRCCmQTMOAJuTOIJUmR1KC2VYkpL12wEKyZNjWyZBWWEf4u4MuITAEGbmB9VCZr3GFjzE0Eqw8Rc2fErBmJmIxNMTGYBDBh8zZOZkiUOoKXHfmg3LrmXj7ljl7q8zSYu+oN0m00Swa7gGzdwZpZl80w5VFw1Dc0xz/HaAc3DdOIN7nMfQysULEAsVqPz0CxrH3NKomlhklAvEDOZuLpWaDKcTQOmJypgXpMP8+YQXrGr3mPTKNFQzlYhzCBbzA/imINBUZXaB3EHQrniLFZ8nM3I0/ZcxbQ4H5hsYm7SkGhzFiesSvnyc3KVKhaXmos0zuxp/eXTODOSZCpRjdI27A/XltIBjxcpds5l8fw1CDP3CRfcADFQt5hshqPEqJpIRJUSityrgN5hIjqPVzcRPREP9pOsOY6yiooX+ROfABTFzNIcLuOFiOmo1meZXldAXT8QrgBDR6Zhx7AF1FqxeYdLAbBe70QcirNacko85/smTeicsvE2QuoGEZfgjrNx3iKhh1mlym7iqkztWJWdxKURIVLlJOqqXCCNAryaB034pZWFhU9yzuPkldQlhq463EcAPaI0TJDVC0Yl78srl9sXqJgV3NFhC1nli41hBqEtEqUE38sxAYQ/mSzvxFA5YPYp+5VNziiUtzCF4GZagPgR3LEpGxiOlPlF/LfLHAAfugLsGT7mPxTmDKZuFY+YFXBS8orM4ZlcziZkR1KMSURARriOmRc8Q4zEpNjcQrEps2EtBbgbUR6o/iG/q5p4tZxNXCWs5/gMGcTAKcsrfLFCCnJGI9dsFL6wq7XhKMHUYsKvgZ7oXA36gCO2GweGNly+xV/5CxZyPuLUJQcx5/hzDcoHuaRjY0sz1GW0F57lVYYqNcRtVxmE+Xk/VwgEtx31EWZtwWTCv3D5QuF2Iy4ZnETB15J2JbdzkjCXqwxGQxM4Foe4aTuc4/MrSHxEKuLmCweIdaWIsp8D/OUUGIUOYhlX4253Eoh45/gbgbIGrSyvFR6Xccl76inQHsiC9SynmWrU3m4y4JgEssHUtSWRAuNmwU1Dy/wzHzNgIXNmKWyzXUAq75lZKhSOuo9IdQ0HfzARFNq2/wD7LtSWq7fuCK09F81ERYasH+QsWtgQMpBhOXwO5/UspzH0YjCLIXCMSkHDHM0PMDPqa39QqKZnpNfccGrj8R1naUriVPqZhW7jFXi6HQXDSOoTW4/wKirDCzNFKhLd2ZFiEObzFc4rUKb7jnglumY2Kcz3A4gcrxEProBzFAclTV6llsDBMc+3hP5lQt5U8n8zcBKQLxUPCWDuN9kEuEpQgaX5gAMFcQ0bJHviE0PuUU19RZH+Yg5QuupuZmbmz5h4FSx02fcINRqEzSHJiFQExFzEfSGN/UweufDHxDkhUEFDlL8w2loRCKm1jEfyxWKiB5x4yLnEZb5lJG6jj+AuWo9RN3eLgC9H7hdzlGUQ1ZUqHzf7/wCRCvcSqgWFs5lfjlcfCJreJa9IqUjUzX/xfjn+JFTZDdpRWNeiKxzMaGblJo5lA6uEwBVXUFARK9wdrgvMLA3CdS+i9QDkbFithUBNnzWU3WiXggRtG4nqYqUvMDi4a3HBClW1CR1bWIhikjfdGwltw8seAsAt08fURDw2dNS7rdWXGjGqv4ihVvxczu5VN9SlNEQPB8E58ELkEoNrKDm5DiE236mY8j5i3wIOG2NcXyiG4vuDTA83cHdnScSiD4VMe49M4CPdq9b8Ru2T/MgaxDWkdUhyQV7nV8QJoILSD3miev27iQ8dIRKxomV1NWXGpIevCqLftLAtNKGT3LAidsABLVWO5pjt8bgYv3BAjaUQ0Hiu25Rog8Jol5IXsFpTAEfAnEBwqSKkcjFxYBSEcwkNGOI3SIcZ/wDkx/f+IUZwUUkupZlvucyjXEzCRxpm4Z+av+FoaZkM29QkPbuAeIJiSovlfo4iwBH3GNyjlZyl54gsbmOERpK2YMqJn5ISK9ESBHEE6a+Y5JbBcuIrZ7l/n+RMhFSrmAcTXYdK3awLZ+NxsahnFPEQvJVXRL57EZIuVFfiHiI0NftMeASlGxqNkI7iWU5RUcxys5hDRKhuLAeKwqxzAY7YhdiLNKmP1BKteVyRit0p8SlGAbzBSpqDYQAJKcXQE1bmfqCQCxeQ+TMcHHhoa+ISgYAlCOWXIfCHn4gQtPJABwtQBNqhpOEybl3AfmLN+4suxc6SBXBHzU6isuTi5Rt+ovYKmFZLzyzHNgBQ4HEitt+D+Ijq0w0biLbApjMHjLX9wRshlii/JqXpQMBg/wCzNLOhhj39EQ0e1j4g0ePshU9NjKfiIch4JGNnBNsRUiR2+CF5i0QvcV6hA3juXovcyuGg7eI8bPT2v/2IChFdRnshQQMxoumAguIOi5r6pRKoGqCFEuMjk+oZ2cLdwQKtcNkxLV9TJeiA34JuVnMPFlTiAfRMpcrL0O8dBmUQQ/Q7Y5wbwnB8TBEYvzXwRFbIIBVQohjuXyUdVBzg5ZWiXA1QKD9x2ziZrxx45hKm2E5T5gYqZ8TALvPUoxLdtfVzFsbckpB9JRS8RYko9ZBdK/wglUS+T3MsVtNHwTMR+pYhomkgZqwBgxOd/wACDGXWouYR1GQIxsjdR2zR3FdZZPcS3ajTMAqXFlXEu2OZmuVoISOUn4mC4CB4fMI3M7jQSpdU2T1B0EuV3DGnUVv58Y4mZX3LAorqUQeP6QMzFQ21wfERUlIUIhTnpDScpkUVzcPA/unaE0oHH1opUMuw7IU4LohoAF5v/iAO5lTio78cfxILnTUVHym+YUHIx/2Eq9FwxCx5o9+eyvwwKV4pYRCZwuEZbNGfmNaEBQXMPW+zRDGRVL3RGP8AAjSe57jthGXP3lGrCrMKpMF+bjt55l7NTshsLmahxDsu5O4oZ8gVxUxzLkGP2y1UWZtwgtkgweMSDH2minP8CFf3EfUis3zhF5n/AFELYKIo5IIl4iD0TJa1CITLVwgYMEqVVHJB8tdMyQnkjVU9bmJRr3FBAOkYa/jzDct9Q2MfESdS32Yiqaz+7jlesE3iFibUGhi9mIxbb8/9S+6N3BDvJD0srn3DqLuAhGeKk82xL8HknFQI7hMnMAwSlUxGkME1FpuU2Ud3MBeYRhxuOgp+I9DSjiWGRWLgbIRbUqJbWyYSw9MbXECHikDuoIXHMA1GE8HhGvqMgPaNUbvHnnEdJAtliVLAx4ZeSZVA4g8HSPQ4GiH34wSitY5B1M0ae4m9mqlsfkhpdlScw/jUITJBiaQ6zWB6WJI1dEbn2mbhJpUrQyjjFba9sHC1qkDQ05b/AFPz28fiFTyEB17IwxZVdfiWa7VnPkZiEE3MpZNvFLqVB/Uqkc8xlTCNkwB+EN4lgsJi1uoaalxiJ0t9PMECYC8suAsR/UVF1xGIcRaCHzDXanmsEW/hM7MteOIZwbhgDLcAsSZXgirY7CcNaI3DUsN7lxl/bU+stDTaMxbvLcS0dQIvdk1ndQ6HExGrKzAIOFR//gbjRuKwweUbI7zCTk5xDsckoUvuUgjplgiSRcsdRT6B2ZCeigyV8S1/Us9lSxeK8okylVaCeXbdTcvcsWUZrRoV4JaljsHCS6almUtDhOXqM/YIuPiMLvFQK74qC26F+kWnioQz8xxR5IW4yMOF3xERNY1KCEWh5NTdq8wDa1bqKJdggy0DfU079MQHXcsIGOZeDt6mdmAgoO5Tpqoq+0z6LIPxF44jUimWinYYIG3B/wDytFeKzAdrGpR73UDttOYwivUQkahfSUSuA3SAx3cfLGW8sowepg+MVMr/AIG4KrwdS9LmzyOi8SsMTzY+5cmhWWAuBpiyEBYSwGhA0lprzPsZ+IyqzWIhXMcxWhKbzF5gYBAAjDLAt02jW7LagNMqEqgm2CHRWepczVGyB6IRjIMJKHUMkxd0c1DerRcYCbUS47i3XLKUBzC3ZFUPO4AA3ZN//wDEmuYsHiGdFpmLC6hNBUX3+JbHyIMEutoBfdwA/wDzbCUC6Q/JKIGQlMxLEu4+HwRWHx4aEzE2+LbmwMSwNwg1CkKHKoANOEEtxW4kxdTDXxCMmUwNGCVVo0+nH+y45hqL49UOyCxvuD707UysDfSXLNGviX1LDLsmIGb45n7svxagkYMBEZ6msQWES7cjUZKqXMJaghpEl75hifOblJYexLgb+YCu4BRKCtWkACG/5kI2wOZiDAW2mogK7IwxDJpjsnYYH7YWuCvxPnv9YNjt/qGmcswgcwUiPuGYhsfBuD9IbnCVwZW/jpMw4hB5qZgdQiZGzfPEHG4Fhdw2UBBS926idlDCXhD6F3mB5uzBDhxWQkExsPMD2leAoxy5zxA4gqKIAslAc4qXOjyxfpOhDyytckZdlSwixRxFgcOSIKTTczUN4lmClpHslEM/l+YpjqyYSIKucLUdkZHUat9w88y8fwJWx9wKCYkyVE7uLcmIsO5ZnaS+JhXCtW0L6Fz4hrhjb9yzoiXemVWbiGhxGAQjBmB7Q4oiX6RmSYexj9LrVSkaScIsY35PeKjTCzEMEWh3xGHUQROlZKzGGphiIA7xMkre44DwS+zxqC5qYJHKhllRHk9IZirtIlBES3gSlLR0RWvqPgipdZJWSugjlzAWEWO4gU9Syr7itzqCo0KYreLOaqbTU3EG3xCDzIv7uNtkM0DTVzfOfO5WfAX4JvLDG41ID424nmEcG6/2KsXFxcFB8nEaNY63sjXYdfDb3GN6UPURIWQKSioskZcf1XjPcPpPiX5ZwH1CxQH5/wCwONmc/D1FWyEyhaVuOVxbhNZZLYcEVLXGy0R3g0x30xGAhTHX0MWF2MCpfMHtXlgdMjCkUvgDcNLZWM3sVk9R84j5heuM9RBDSjuFK0aZeFFzLh9k1JLIchGyZuX1HbzLbOZaZHMYlWuIEc7hvy+RpuCvlDiPMpcQrS4PCXX9zYmPPLhqKfl3Em6PTERKv/SM6sosZWuTAujqUjVy6TEog7IQKuWMwesqS2qm9eL94lwEjqEKYvPJMoO+yPBj2YLhEutxdyriCtlSgAhZ9DAwLu4axkSHKGmcHMLhopEWVEUzU/DOkQO40sRUHjkDnuXaN0UxxCe4buGGC0HzAOOwwXlDl4eICzolgO2ICbrUvfrMzSJcd6jMaOoD7JpcRZpWLQB2ItTHww149xX4JiH3Fz6aSrDWRnZDob242llKLsykAwr+IscGhzcRqRuPqWYhyMI+K9ClRhGYWh7mv4szBb3BRu4xQH5gUorqEkxxBqGIhwxcMsxZDms3fE/sRCVAahV9IuOJpMLYFKSKyo7T3AsRdMGuI6FYituHjmGkYvNbUBa19TBumGjFpHQlFByRLcUbomkGXwL5ql7HuXPQhQLzmBT5ZlQP8SETwTNzqE64tlXyEtZ7Q8gwVUfJQZ4zDjGG7DiOoSNauoLQA9EDQUB+Uf7FLuOD4VjjDL8FfwvOp9S5X4MuoIl3FxyMVXcecJka3i41arIlDXkbqKrxnuNbtIIkRAIxQRrTKrVxGgXsiPuFRiN7qckpTccr/APduACRN5vNwq68VNzMSnvqiUaxCCeFw2bajUgQQnLxCV0sxDlUIAevEMrj/HFbj4DiGl8zN8C2NcxrOEJa/IpNO2VDH5M11MJeEP0zD4di+WLQRpLf+QeQsjZe+o7vKcR4PUfnxbqCczE48k9wsNBqIxhNHBonUvgdytu44RbJZZTs7lkUQxVerfRYHGoVxh+LUCp13FVkuXAqBTEtAzMNcywcYlivFcwMblh+EJ7DLiXuMWRCyHoPcPcHzNMUKoKioLRoe4NzCUA4MS8x+AGHudW4al34fG5UdwmiAx9wuxpWeJnwuYGpjOlEvm2pSl4zPmJLH6EUj6Y+NdpaywbcyxzmLB6h/hmD3LPOI4cMvDiIinXuHi2ijT7hG+YJU5lic5lQDcZIt1ANruVRTizV7IrJX9kPFl6hCv8AKUFxGytQHESmsygUeK8VC9Q5ZYKLF/8AyPN9+AKetQXiPZWVywHAQ4g7zEHUvMY/uXa5fFg9x0G5tBhrUd/wuXmOvCHBBzl2xeMDqLWx4mkc4Mob+QVLKKxvbKUOpUdxiHV5VZ1MMzE5xK4nUf5Pi5fcuExGFmYtqZghxLJTcNf7LZs1E23ANj8MKu6fmI4XMTvu7QNAS1jx1NmCrDFLxh4ta7IdRDRY78JBM4SlPqIHqOlS1pVDcrShkhpzLjXIrwQ2S7ZmVdSxUamDXjj+OpZhb7hUAM8RkphyfcBTi6SITgL+oGuq6TE5gvXbcsD3iUGpXuLMMj5jtssJXtUUNJK/izfghLl5l21c+pk3KBYyx5+o91Fylwc2M7LEb58BRCjuOr7OIuQPcsZeIMHySpENF2pUsKj49WRjCcx/NCNO6ln0jVUyqr1GNFV5NkoN7qbpgorzKDVZZ5PBCMdD4gAIQfO33Ny04bxj+p/9gVdavuYQSMatMX3/AETu8sQx3uafmbfmCizERhorshyp0cxRHKihpPL5JVZgW1EcSkIJzuLi5wBnSMWvxBS2AXJjiNSCCiLawAUFQo4i8TGvk6QlHU5DKlRA6hnc2RPXcdI6qIVw2R+7DMImubxAKi5lKuG/uZO8sBLglUu4qhipBq4beQj5PNRAJhS9IFruV3nP9ksB3aofT6CiiQPaVO9wuF7YrfjRN5lRepZVu4dvUxRJ7mSsS5cUfpiUz1KgPE0TBmbnr3MGoWaZbDKEN/mDbTqIEuyA+5C1WkvcfiHSa2Sjogc4ha1XaPbVd1FGElR1ChW5Qe2Mt7SGqOZYlZmDc+JHjlnKQ0DkmIu5aviJVu2VKPKcLDrQw2EQyKuEORvMyB6sz4PIb8QwIsRlmvaHLCqEKnhQ+j+oX5ohjCu4mnuRaTtHyZIVKBriD8kFKVnWZXMo8TFm3DlFLxLgg7IyifiUkRoYJLNymgqIhcGY6lQoYOcali77htjGYF3AoflGBsS5dtoRlR0hMAwxVWlBf6YzGkaOdxuX5J2QVlzEoHNQjBXWI6tipmqf3Ba1r+0wZzVvheDu2UEDBBTEF1AP1HFhAjZczKpTzDqX44jZkarlAWX7YJe0rGX6lEhdE3X4it0A+ABCFpCQ4OGKWpuRKecv3Fbx41g2HuVF6huruBvOzAZLlYloGJ8MTR19kEt56YCjh3E+UMti2KpXFzZ1KmvAyz6lSnDAthzUFuWlLVRau4djRUbyO4axKZeFG2+I0tlwzKKdoKFg4j4NQLlqfMUZOIEI7DSLyXHU9aIuYcpEdOBXgkpuK3KBbALlMpTEJgEPxCMg+JsfUzunxNuEMbl8vFwExhSFCFS9o49WtEcU1UYM8yw4ZGKq+IrR1Hxi2eyGGieoa+TwiLoI3gUOxjVbUtb3C2YHqVllRApBJu6vZEu0TqAOV/E3yJUCVbfgLzCAkJtQzczmUFS6WGyDYrvIwCstTmR6lsCj+4M4jAsIRDbk4lKQruIkrmGhOrncJlzcBuxFLiDbXALY7MIBzKf6hiJXPk1KI5Yl2FhAO5vBHXL+IqgZSurZwkMUeZ1MfsjU8W3BZYtLocsKDmAK1FPrtCpVWqo+Db5gpe5oHqE4OfG/rJVQEXqH64YhNRdIT1OBHzDQfOGpXcDQH5grVku6U9R+lX8TODmOPFUxtUz/ABLfqD4EwR3YJVDfT8yzbV0RYAURLJIuFBWHwOpURmty6OQ1CIbcNh0xUL3ADNMsB5mUKe/cuXbcUGdjFmiO4sMS4VuG86i8kshXFjzE3uqwwiqfcdkYnJAs+GBNUr9YaNlCJZ5pmOH3EU3Vwk946AGyJd0vNBmljfMsRXVKUgQ74qWNhyOoVcqDEu2vEt43EcrK2yj1L629kDOXTACxmNXG2JgI+kOo36l4v4Eiqjq9hGshKRgWtw5JW0AEK4gldyuIco19bYmTbGe5UoSkncEWUBcxFdypVxbGl3KK6LS4xBlg1Bnme5lE3m5VtR8c+DIyqiNbgaM1CgWoUDBjMoE0x1LxzLqnjB6DgQwrUthq+oFx1LEdxvvqUflWJuyo4wx0IBVmiGILYmh1G7qX7jA+oQkumGVfBCHyzVkdaYhYgiAN/MvAfRYKhn7JSAL6YFLGVebiSsZguyCtkeyXCr9JNQLmoqANVmAXJZKKgJu5X6lG4TL29RG1zF88Qgynh6YSLBYIZ53FG+F1KitzAo4mQfc2ZrEXM5j4YPEC2JmbzMRSk1gu3mfhKQOIhKS2piasQZYxUtTdQU/mYV8yrj5TNghmUR4QlvNeBwi0Qqfu/cG7QKTmIZ6JBjFhrmJi4S9lXDJniFLEo0YKw+5h0tdMbHJDJiFJElECzDsh0kZUVmBsJ//Z)
C.Асанов атындағы жалпы орта мектебі коммуналдық мемлекеттік мекемесінің физика және информатика бірлестігінің
«Жаңа технология элементтерін қолдану» тақырыбындағы
пән апталығында информатика пән мұғалімі Ашимова Гүлсім апайдың өткізген ашық сабағына
Анықтама
2015-2016 оқу жылы
Пән апталығында 02.12.2015ж күні информатика пән мұғалімі Ашимова Гүлсім апай 8 «Б» сыныбында «Тармақталу операторлары.Шартты көшу операторлары» тақырыбында ашық сабақ өтті.
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