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Ашық сабақ шығаратын. Саба жоспары курсы
САБАҚ ЖОСПАРЫ
| Курсы:
| 1
| Тобы:
| БШ 18-9(1)
БШ 18-9(2)
| Сабақ №
(қосарланған)
|
| Мамандығы-біліктілігі:
| 0105000 «Бастауыш білім беру»
010503 3 «Шетел тілінен бастауыш білім беру мұғалімі»
| Модуль атауы:
| Физика
| Сабақ тақырыбы:
| Газдардың электр өткізгіштігі.Тәуелді және тәуелсіз разрядтар
| Уақыты:
| 19.12.19ж
| Сабақтың ұзақтығы:
| 1,5 сағат
(90 мин)
| Сабақтың өткізілу орны:
| 302-аудитория
| Сабақтың мақсаты:
| Студенттерге газдардың электр өткізгіштігі жайлы, газдардағы элетр тогын таситын бөлшектер жайлы түсіндіру
| Сабақтың міндеті:
| Газдардың электр өткізгіштігі туралы білім қалыптастыру.Тәуелді және тәуелсіз разрядтар жайлы түсінік беру.
| Күтілетін нәтижелер:
| Газдарды өндірісте қолданғанда оның қасиетін білу,электр өткізгіштігі туралы хабардар болу
| Сабақ типі:
| Аралас сабақ
| Оқыту әдістері, әдістемелік тәсілдер, педагогикалық технологиялар:
| Ой қозғау, диалог, көрнекілік-демонстрациялық, танымдық ойындар, зерттеу, миға шабуыл, тірек-сызбалар арқылы оқыту технологиясы, көрнекілік-демонстрациялық, тірек конспекті, ой тұжырымдау
| Қажетті құрал жабдықтар мен аспаптар:
| .Интерактивті тақта, лабораториялық құралдар, плакаттар, «жұмыс дәптері», есептер жинағы.
| Қосымша әдебиеттер мен ақпарат көздері :
| Оқулықтар:
1. «Физика 10», Г.Я..Мякишев, Б.Б.Буховцев, Рауан, Алматы, 1997
2. «Физика 10» Б.Кронгарт, В.Кем, Мектеп, Алматы, 2006
Электронды оқулықтар:
1. «Физика 10 сынып», М.М.Мұхаметов, А.Е.Есжанов, Білім беруді ақпараттандырудың педагогикалық технологиялар орталығы (БАПТО), Алматы, 2008
2. «Физика 10», Қазақстан Республикасының Білім және ғылым министрлігі, 2007
| Оқытушымен байланыс ақпараттары:
| Аты-жөні:
Турдиева Айымжан Бақытжанқызы
| Тел.:
E-mail:
|
САБАҚТЫҢ ЖОСПАР-КОНСПЕКТІСІ
| Сабақ барысы
| Уақыт
(минут)
| Оқытушы
іс-әрекеті
| Білім алушының
әрекеті
| Оқыту ресурстары мен материалдар
| 1
| 2
| 3
| 4
| 5
| 1. Ұйымдастыру кезеңі
| 5
| Сәлемдесу,оқушыларды журнал бойынша тексеру, кабинет тазалығын қадағалау. «Шаттық шеңберін»құру арқылы, балаларды сергітіп,бір бірлеріне деген тілектерін айтқызып, сергітіп алу.
Пазл »әдісі арқылы 3топқа бөлу Ол үшін алдын – ала кесіліп дайындалған сурет қиындылары оқушыларға таратылады . Әр оқушы өзінің қиындысы сәйкес келетін суретке қойып топқа бірігеді .
1. Джоуль тобы
2. Ленц тобы
3. Фарадей тобы
| Кабинет тазалығына назар аудару
| Оқу журналы, тақта, бор
Ғалымның қиылған суреттері
| 2. Үй тапсырмасын тексеру
| 10
| «Домино ойыны» арқылы үй тапсырмасын сұрау
| 1) үйге берілген есепті тексеру
2) жұмыс дәптерлеріндегі есептерді тексеру
|
Слайдтар
Есептер жинағы (А.П.Рымкевич)
| 3. Білім алушыларды негізгі кезеңде жүргізілетін жұмыстарға дайындау
| 5
| Бүгінгі өтілетін сабақтың тақырыбын студенттер интерактивті тақтадағы «суреттер» арқылы анықтайды
| Тапсырмаларға мұқият назар аударады, жаңа тақырыпты анықтайды
| Интерактивті тақта
| 4. Білім алушылардың жаңа материалды түсініп және белсенді игеруге дайындық кезеңі
| 5
| Көрсетілген слайдтар арқылы газдардың электр өткізгіштігі туралы мәлімет алады.
| Назар аударады, сұрақтарға жауап береді
| Тірек-сызбалар, анимациялық файлдар
| 5. Жаңа білімді қабылдау кезеңі
| 25
| 1.Газдардың қасиетін;
2. Газдардағы электр тогын тасымалдайтын бөлшектер
3.Иондану, тәуелді және тәуелсіз разрядтар
деген тақырыпшаларға жете тоқталады
| Түртіп алу стратегиясы арқылы дәптерге жазба түсіреді
| Сызбалар, фотосуреттер, слайдтар
| 6. Жаңа тақырып бойынша қалыптастырған білімін мамандық саласында қолдана білуі
|
|
|
|
| 7. Білімді жалпылау және жүйелеу
| 5
| «жұмыс дәптеріндегі»сұрақтарға жауап беру
| Өз білген деректерімен бөліседі
| Жұмыс дәптер
| 8. Жаңа білімді бекіту, білімді меңгергендігін бақылау және тексеру
| 15
|
«Ойлан. Жұптас. Талқыла» әдісі арқылы жаңа сабақты қорытындылау.Плакатка жазылған кестелерді беремін, ішінен өтілген тақырыпқа сай сөздерді тауып, мағынасын түсіндірәп беру.
| Өтілген тақырып бойынша сұрақтарға жауап беріп, ұпай жинайды
| Деңгейлік тапсырмалар,
плакаттар
| 9. Оқушылардың жауаптарын түзету, толықтыру
| 5
|
«Kahoot»программасымен жұмыс
| Тапсырмалардың жауабын табады, белгілейді
| Интерактивті тақтадағы тесттер
| 10. Білім алушыларды үй жұмысы туралы ақпараттандыру, оларды орындау бойынша нұсқаулық кезеңі
| 5
| Физика, 10 сынып (Б.Кронгарт) оқулығындағы §12.3-12.4 тақырыбын қайталап оқу .(122-бет).
| Келесі сабақта сұрақтарға физикалық ұғым төңірегінде жауап береді
| Оқулық, қосымша әдебиеттер, есептер жинағы
| 11. Сабақты қорытындылау, рефлексия (кері байланыс)
| 10
| «Құмыра»
Мақсаты: Оқушылардың сын тұрғысынан ойлау, білімді шығармашылық тұрғыда қолдана білу қабілетін, бүгінгі тақырып бойынша қай деңгейде тұрғандығын анықтау.
Сабақты жақсы түсіндім-су толы құмыра
Түсіндім, есептер қиындау-жартылай су құйылған құмыра
Тақырыпты түсінбедім-бос құмыра
| Өтілген жаңа тақырып бойынша физикалық ұғымдарға тоқталу
| Слайдтар
|
1. Ұйымдастыру кезеңі:
Оқушыларды түгелдеп, аудиторияның тазалығын қадағалау. Сабаққа дайындықтарын тексеріп шығу.
2. Шаттық шеңберін құру арқылы, балаларды сергітіп,бір бірлеріне деген тілектерін айтқызып алу.
3. « Пазл» әдісі арқылы 3топқа бөлу .Ол үшін алдын – ала кесіліп дайындалған сурет қиындылары оқушыларға таратылады . Әр оқушы өзінің қиындысы сәйкес келетін суретке қойып топқа бірігеді .
1. Джоуль тобы
2. Ленц тобы
3. Фарадей тобы
4. Өткен тақырып бойынша, үй жұмыстарын тексеру, бағалау.
Домино ойыны. Қағаз қиындылары домино пішіндес қиылып, ортасынан қаламмен сызылады. Топтағы бірінші оқушы оң жақ бөлігіне сұрақ жазады, келесі оқушы келесі домино парақшасының сол жағына сол сұрақтың жауабын жазып, оң жағына өз сұрағын береді, тиісінше келесі оқушы өз доминосына осындай жазба қалдырады. Барлық топ өз доминоларын толтырып болған соң, басқа топтпен ауысып, бір бірін бағалайды.
Үй жұмысын толықтыру үшін жұмыс дәптеріндегі есептерді шығару.
Сергіту сәті: «Ең зейінді» оқушы.
Оқушылар бірінің артына бірі сапқа тұрады. Басында тұрған оқушы артына қарап оқушылардың тұру ретімен есте сақтайды да, дауыстап аттарын айтып шығады. Қателескен жерінен тоқтатылады да, соңына барып тұрады. Келесі оқушы да дәл осылай айтып шығады. Арасында оқушылар орындарын ауыстырып отырады. Кім сыныпты түгел жаңылыспай тұрған орындарының ретімен айтып шықса, сол «ең зейінді оқушы» атын иеленеді.
3.Сабақтың жаңа тақырыбын хабарлау, мақсатын қою: Сабақтың мақсатын, міндеттерін, жоспарын хабарлау. Оқушыларға ішкі энергияның өзгеруін түсіндіру.
«4cурет 1 сөз»әдісі арқылы жаңа сабақтың тақырыбын табу.
4. Жаңа сабақта қаралатын сұрақтар:
1.Газдардағы электр тогы
2. Электр тогын тасушы бөлшектер
3. Тәуелді разрядтар
4. Тәуелсіз разрядтар
Жаңа тақырыпты баяндау
Оқытушының әрекеті: Жаңа материалды баяндау
Оқушының әрекеті: Мұғалімді мұқият тыңдап, түсініп алу.
Газдар-диэлектриктер.
Төменгі температурада (бөлме температурасы шамасында) және қалыпты атмосфералық қысымда газдар нашар өткізгіштер болып табылады. Бұның себебін былай түсіндіруге болады: газдар бейтарап атомдар немесе молекулалардан тұрады және оларда электр зарядын тасымалдаушылар (электрондар, иондар) жоқ немесе өте аз.
Газдардың иондалуы.
Дегенмен, қыздырудың рентген сәулелерінің, ультракүлгін немесе радиактивті сәуле шығарудың нәтижесінде газ молекулалары мен атомдарының иондалу процесі жүреді. Газдар өткізгішке айналады.
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4552Q/0y0QEuBaormZ27VD5eTJwW7m2sKs5srXXsNfnn0W/xo5EtdfeSVuYq3OQtNdRBAEEcCzrP6YdPvt2M7qj93cKKhv/cH3HzsW29jf6wsWYMnDD6PNjTeSezoLkABnSH3czLXmwguxibVYf85asHNPPhkPshbsCPquMkEQIXz44Ye4bOJErOvXD9teeaVu3rh0sHpoK6+Lku7pnx5zDM4/80zcetNNzGDOwL1NaJAApyFrbubawt3SrBW747LLcOnNN+OwGTPwBPujm5wgCBXubp5y2214/q23sJWJIhpjDIlwT0+dit888wyeZqL8pbIy3DppEhkLtYAEOICnnnqqYdzMtWXQIFQ+/7zn+vnyOefgyvPPx8/YTU9uaYIgfj13Ln7Ex49873vYx+qrRoe7n8eOxfake/pSZiS0Hj8ed7L8XHTRReSeTgMJsAJ3M/NJM2bOmYM4nzSjId3MtYW1KiuZNT6HtXAfZ3mac9dd9J4eQbRQuGfumxMmYNPxx6OKLaMpCB2vo5Lu6RvuvRffYw2DS5nBcAvLJ3nu3JAAw7+Z7//NbzDvb39DfNw47P7PfxrHzVxbmNW7+8Ybsfuyy3DNLbfgFw89hLn33EOzaRFECyE1i9WaNahsSgaCChPbncwa33nHHXjoySfxJBPl4448Et+95hpyTxu0eAE+uKwMm774Avt++UvgwQdznZ3MYI2DbY895r0wz2fT+vppp3luaXL3EETzRMxi9cCjj2LTj3+cmsWqScPqo/3M+t3O/ua/8AJev+EGdNi1C5tXr851zpoMLV6A1y1bhlZ9+qDV3/+OGt46a4qWbxAnneTNpvUQezD/cMwxXr/Ld5ggEwTRfOCzWF3HGtibzzwTO/gg0HxraG/fjtYs3/sqK7Fn48Zc56ZJ0eIFmFMzfjy/yxE58kgU3H47Ytdck+ss1Qreyqz85jfxg9tuw+xTT/Xc0jSbFkHkN/xDLpdPmuTPYvXkk96AzLyDWb6R73wHid69EeODWVlDgpCQAAuY9Zs47jgU3H8/wCzK2MMPN85w/mzBWsVVDzzgDcg487vfxYghQ/DAHXfQbFoEkWdwd/MPp03Do889h8r77qvbLFa5ZvlytGLCi08/Rc2ll6Kma9dc56hJQgKs0rEj9jNLEkuWIHreeSi4+GLsZxZxXrl8WKOBz6b13FNP4dXkbFpTb7wx17kiCCID+CxW437wA+xi4rWbj27Ot9cNWeOh1S9+gcSDD6Lm6KOBb3871zlq0pAAuxg6FDH2F/nLXxA57DBE77oLNZdfnutc1Yp9l12GTeec482m9eDhh2Mu+6URiATRNOGzWI397nexomdPbGusyX6yDe/G42NQiooQ49ZvK5KXdFAJhVDDrGBUViLys5+h1Zw5qHn00fzqhzFm0zr64Yfx0N130zt5BNFE4LNYcXfz7199FVu5u5l/hSjfqKhAKy68S5ag5txzUdO7d65zlDeQAKeja1fsv+IK/rIwouzhiF59NfZxt3Q+uYaSs2nxVwH4bFrjL70UP7zpJppNiyByCJ/Fis+2t+W667B/8eJcZ6dOtP7lLxG//37UDB0KsPMgagcJcKYccwxifFDWM88g8thjSDzxRP4NjmDiWzlyJO699178etgw/Ja1uOmzYgTRuPCJf7i7+bMjjkBVQ300oaFh5xD52teQ6NQJsauu8sbPELWHBLiWxC66yHe58MEFAwag5pFHMvvIdVOBz6Y1dSp2jx2LKyZPxoAZM/Ak+6MPbRNEw8Jnsbr+ttuwYNkyVN5zT369ZSHg7/ROmID4okWInXkmavr3z3WO8hoS4LrAWqw13N3yz38iyh6ightvxP4bbsgvtzQ7h61//CO2vvkmjmONim+wh4lm0yKIhmHaffd5s1hV8Y8m5MuMewbRhx9G/Ic/xP7DDgOYCBP1hwS4Ppx4ImJHHYXI73+P6Ny5iM2enX9u6ZNOwrYPPvBm0/rzySdjGqsgrrzsslzniiCaBXwWq7Gsgb7t/PPzcxYrzocfInr55SjYv993NxcV5TpHzYYWL8Ad2c20c8UKYODAuiXQti1qLrkEWLUKra6+GvjKV1Azc2be9evw2bQ2MEv4pttuw33JjzzQbFoEUTf4LFbX3nwz/rN3LyqfeSa/3p4QcHfzj3+M+B//iNjpp3uvZtaLdevQgcRbo8UL8Ef/+x8uv+YafPTee6g888y6Dybo3x8148alprRsdcMN2H/LLdnNbEPD3dIPPoitydm0xhxxBO6aOpVm0yKIDOGzWP3s3nsx+w9/QOW0ad7Ax7zk2WcRuf56OYVkfWCNkC6LFqH3nj145t//zk7+mgktXoD5O7GvzZ/vuYq+wSzYXUw8dx93XN0TTE5pGXnySUQfeQSxxx/Pv8EWydm0npo7Fy+OHImp112H66nPhyBCeeGFF3D1jTdi15VX5ucsVpzkFJIRZsHvz8IUkm3++190evtt3MMaI1fm2WRGjUGLF2ABnyXqs/Jy/PAnP8FvmRW4bfRooF+/uiXGrOh9X/86sGyZP6Xl2Wdj/913513/z76xY7HpootwK3t47jv8cDw1ezZOyseJAgiiAVnOROubkyZhZVERtubrLFbMcm/D6j5uMHhTSNb3q2obN6LrK69gzCmn4FdLltDgzgBIgBX4xBT33HUXrr3qKnzzmmuwkgnoVi44dXVLDxmCGPuL8C+ClJYieu+9eTelpTeb1i9+gR3sgTyPVTJHs0rmsenTm6Rbmr9fec/MmfjjY4/lOitEljj3kktwfRP9kDufxeqn992H3z73HLbxAZj52jhNTiGZYNZuvaeQ3LsXnRYvRq/16/Ekew5pHEk4JMAO+Duxi197DY8+8QSm3n47Ko88Evu+/OU6p1fD+4GqqrwpLaPsgfXc0sOGZTHHjQCfTWv+fG82rbKTT8bEK69sMrNpae9Xvv46CXAz4oU//QlvsUr9sBkz8AT7ayrTqD761FOYyhqm27m7+YMPcp2dusHnM/jGN4CVK70pJPfXdwpJZun2eOstXM9EfGq+jX/JESTAIfA+i/PHjMGU730P85gYV552GtCnT90SY5ajN6Xlf/+L6KhRiLLlfT/4Qd65pfmgkm3J2bQeYa3bOdOm5XQ2rQdmzcK0Bx+U71dGIjnLC9Ew8GlUX2dWWlOYRlXMYrV+yBBszddZrOBPIVnD/7iFWt8pJLdsQddXX8XJrJH+aybATdE71lQhAU4D77v47a9/7T94EyZgzSefYMeJJ3qvH9UJZknHuDX9zDOIslZ0jH9/+MILs5rnBkfMpvXNb+KKm2/G0IcfxsN3392os2mJinDNccfl7/uVROaMGIFKds1Fw++RRv66F/ey/IA1Nue9/37+zmLFefNNRJhhwaeQTPCBlXWtxzg1NWj/9tvouXYtHvzVr5pkN0FThwQ4Q3hfxgeLF+OBGTMwjd1sm44/3vtsYV0RU1q2ZgKWmD0bNXPm5N+7gn37erNpceuEz6Z19fnn49Ybb2zQARe8323Kbbflf0VI1B6l4XfppEmN5pZOeVmuvx77HnigQY/VYPC65qabkHjtNdSccUb9p5BcsQJdFy7E+Kuuwg///Ocm0RWVj5AA15Lr2YN/6de+hu+wh/GN3//e+7gBunWrW2LFxdh/zTX+lJannYbIddeh5nvfy7/XF1jLl8+mNYdZJb87+WTM+PGPmVGffauefz3mR3xAGHc352tFSNQfJriqW/rGK6/ETcyay7YIvMmsxcvGj8e2M8/May9LlDVScNdd2D94MMDOp17s3Ikur7yCoZ074wkm5k2lTz5fIQGuA7yP47k//MF7QK8YNw6b+/TBjhNOqPvoweSUlq2efdaf0pL95d2UlozdzPrdfdlluOaWW3D79Ol4auZMDMvCYDP+sfLLJk70vx7D36/M04qQyDJJt/TPp03DXNbwe5D9ZsMNyt3N/EMl/6mqyt9ZrDj8E6qsgc+nkNzP376o5yxU3N184Ecf4aH776evqGUJEuB6wN+J/fg//8G9zBq7b84cVJ5+ev2mtLz0Uj6HnT+l5eGHo4YLcb4NaGD53fbYY9jGHv7hY8fiq8cfj1/dcUed3NLax8pnzSJ3M2HDrN4dt9+OHazhd+nNN+Pohx+u82tyYharmY8+im333Ze/s1iJKSSffhqx4cOzMoVk5xdfxNVf/zpuffxxeqc3i5AA1xPu9uJD7r/JxDMrU1r27etPaclEJ3LYYWjF0s67KS05TCy3Ll7szaY1jy3fev31tZpNS7zmkc8fKycaEf6a3PPPp16T++53vlMrtzSfxWrc1KnYyp7j3R9+mH/dQElaPfEEYj/4gT+F5MSJ9UtMnULy5Zfpk6UNAAlwlsj6lJannYYEsx75lJYRZl0n2IOVjy/689m0KpOzac0+9ljMZZZF2GxafFahi1hDJt9f8yByRPI1uUzd0vx+u4ZZzkvatsVWJsJ59W1vFT6F5JVXIrJ1KxI0hWTeQAKcZbI6pSWrFLwpLVl6rdhvwfDh2MdH/uabKInZtJhlcd53v4uTe/bEr3/5S81NqM0qxF3v5G4m6orhlj6ZNV6D7rfH//53bOYfTcjDMRceYgrJ3/wGNazBgXPPrV96NIVko0IC3ABkfUrL0lLUsL9Wf/sbosyyjvzgB6iZNCm7mW4Mhg3zZtP6y7PP4jXFTcjdf5NYhZnXswoRTY+kW5rfb/9iVvH17P6aeuONeJatp+43Pro5T93N3hSS/J3eXr0QY+dVL2gKyZxAAtyAZH1Ky7PO8qa0bDNrFqK//S1iDz2Un5bihRdi2znneG7CuwcOROT007GN3M1EQ8Hut03Mwv05s3h/0qEDOl50UX7fb3ygJmvce1NIXnIJ9tf3PGgKyZxBAtwIZHtKy31iSkv+paWvfQ37f/KT/Hs1J+kmBG+551veifyDd4Pw+23qVGzLV4u3uhqtH3gAcf5RF96Qpykk8x4S4EaiQae0HDoUEWZN5t2XljgkvkRjkq/iu2ABouPHI8HqC++LRTSFZLOABLiRaagpLduw1n2rOXNQ8+ij+TtxAEEQOvyLRfx1on//GzV8QCdNIdmsIAHOEdme0pK/7gPWqo0yqzr67W9jH3dL08NFEHmLmEKyhk8hyecGqA80hWSThAQ4h2R9SsvjjkPs6KNR8NxziDBLOPHww/k7mw9BtFT4FJLf+hYKCgpoCslmDglwEyCrU1oy8d5/8cXA+vVoPWECEr/6FWoeeSR/JxggiJYCn0Ly5psRf/FFxEaMQGzIkPqlR1NINnlIgJsIWZ/Ssndv7OeDNV5/HZFjjkGrm27C/uuvJ7c0QTRBvCkk+ecCS0tpCskWBAlwEyPrU1qecgoSxx7rTWkZ/c1vEJs9O39n/WlBVNbUWGFbHGHdHN0VXevahUE0PsuXI3rJJYgwsUxcdRVq6ulupikk8wt6UpsoDTalJRP1CBP0/XyAB733V2+4UG6JxVLrW+Nx73fT/v2oikRQwMSQL3O2mTsnhXJzcjunIBoNPFbEtY3tm1COL4graQq6t27t/XrxEwl0U9KLsfPoVlCAruwvzpeTcbmYd0/mk4Q9i2zfjjY//7k3haT3xaJ6TNDjQVNI5iX0RDVhGnpKy+gNN2AfzXxjsby62vutZGL6yb59iLLrsIn9bmVhEf7HxGlLUmg5XBgjTLg4CbbMRVe4+nn8dG7/NvV5p7MWbDfWvzDWP03+JpK/XIgT3Opm554Qy4zubdqgKzt/vp0vx5mgq8JNop2GF15AdNw4JLp3pykkWzj0dOQBDTWlZetHH0WU/cXYg5uXU1rWgUomFtxqrWQWILc8tzErdQtb9sSViQUXXf4bYeHgYtqpk78jExqVVimZchNxhtr7uOM1HOG59hF5irRiFnIrYSUXprZyIRdivsZIUxXt2J49XthgJspdWLkKkR7Svj26J63vrklLu0XAv1jEXydatQo1F16IGE0h2eIhAc4jsj2l5V7eR/S//3lTWrb+v//DXu6WbgauK27BcoEtZ2LLLdXKiC8plUwAuIvXE1fuHu7QwdrXfyBUSUn4Vi+CxcsW0doJbaZiXTuCj2imrJ5bwgi39w0+N74lqoh2q6Rlvyb5J5jPrLY4t6q5+5ytD+ECzYS5C7s23HVexq4Lt6CbjTiz+7HVL36BxIMPoubww4Frr61fejSFZLOBBDjPyPqUll/6EmLsD88/j0hpKaJ8ntk8H7zxQNIdXGBYrbw698XClpsguYo4ljMRzNpattm3hG2hFCGuY7nFNjxWWBMhEZKH1m25NV2YSo+7vtcocV5hlnNs926vXzrvSU4hyZ/P2Le/TVNIEhokwHlK1qe0/OpXmYlYiQI+pSV/d5i7pYcNy2KOGw/PyvWq+nBRTLfuUzuRDiJz6apdui4yt9Tt0HALOBG43SzpoG0RLUwvW7HWql3bZMXU2A76LFJRgdZjxyLxwQc0hSQRCAlwnpPVKS27dvWntOQz8bDWdfTqq7Hv+9/PO7d0Qa2EN1xgw0W3dlZvXeSkLvvUznmdCFmzwyLKf3WbWabBouuHuFz6dlh93fC5ofUvf4n4/fdjf1kZTSFJhEIC3AzI+pSWzLqOHXkkIk89hejTTyP20Ud5NYGH6LPVSaS2ueLby7UT5my4pRvT3gsSWpmHsJ5t11KwUJsinXBcCxFii3V+ET31VCTWrEGMppAkMoAEuBmR1SktWTo1fBDME0/klfhyIsmBU3a4/usS5fTC6hby2oprpJ4SEzYoLFNcpeSWVneIFGxXs8Vf00Vd38cU7ESaRk8+EOPzr3/zm8AHHwB1bQTTFJItBhLgZka9p7TcsgX4+98B3if8pz/lnfhyCpK/mQqtGi8TYbX3TW/p5tr6dYt1mNwGhbkc+MHpmCWvxjStZ5cw5x182sfFi4Ff/hKYO9efdS7TNxVoCskWBwlwM6VOU1q+/bb3jiLy/L3gaIggRhxWVrDo1tZt7V5PF27mqyFw+wTMOJmsZ9pnrDZN7D3tF73kmuuVqLyDv5d73nm+NcyfqTTWME0h2TIhAW7mZDSlZTOwelXcg7CCrdv0rxolAsXa3if9O8Bhb+g2hCUc3IwIFkU9TpCLWQ9LJ6TBAqw7qpuFAHMysYZpCskWDQlwCyB0SstmYvWqFBhSECa0ctktskHibadbm9eV6tbXGRY3vVgFuYnDxdUPFxZs+MtUpsDa2/WSskW4GYiuC5c1XFNDU0gSJMAtCXVKy1t+9CNsKWBSdemlzcLqVVE/WeAS0wLoBPUB+6Opg8VSCrD9PqtreFP9XNWZSFO4nLstUHUpbFCWvxZkDSdS22U+bMvY7vdVt4dZzHmPag3PmYMu+/fjpsmTaQrJFg4JcAvk882bkejRAwn+acJm2PKWryEllGW30Kpx9TjhAhy2T7jTN/0grnT7uMjMfrSPFtSjK87AJbKuHutwd7NuQbv2VS3mhnHENxGS1nBi7Fhs3bUL1dXVNKlGC4YEuAWxfPlyXHTNNVgzfDh2vPlmflu9f/iDN3MX3noL2LQJ0c8+8z4wEe/QwRuE5XIdJ79X5P3PRGgjRtzM+pLTD/LKpJ+4IXDN4xzkgtYHT5lxTLmPaMKr9umG9f9m8hth17OgVy+gUyfE+NiFzp29b1x73SdXXOE6zaYPs4a3vfEG5tx3H547+WT8YdYsckG3UEiAWwjT2MN+PxOtzexhb/JW74oVwPz5nqDitdeAWAzRjz/2NsU2bvR+I717o6B1a8QPPhiJdu3876nySvmhh5wCrIpqkEXsElLdUg5yR9fOSs50e7ZxCabLGW339ary6RospVvF0h2txzXj6Wm4BTjBrMTYZZd5M0LxwYIRdv0L7rnH/+rSlVd68aI9e3q/cSZsCd6o5NOy9ugBsIYmDjvMVRRNgt033ohV55yDM1mj+EqW159NnUrWcAuDBLiZo1m9rNXdJKxeh/Ua52K7Y4dX4aJ9e0R5Bcp+Y3zUKJ/IfswYf9/kCG5eOdufofeJpkQtoQmv/+t2T7u2IXWkoPjB1m7QKGoT98CwuB3Rma56hKDYLrev2xb2t4he7LBBVaaIRpwirQquKvOJ1D5qmCngyj7KqH3XdY+tWeMvrFvnDW6KPvMMU7fdiHF3L/vlVjS3oAuaohXNGg2VrJFJ1nDLhAS4GZMTq9dhvUaS1msinfXKp+5LTt8XJK6ZEGUCls7y1d3LCStc3Rbkrg4SWTMdMz193SbYGg6SzWBZDhZaua8rTsISWXkcmaoQ14QRR30FyVWifgy9mSPXg0ZdByIEOvlr3jsJfi+yv1iIFR1JWtHIkRVN1nDLhAS4GdKgVq9hvUaSfa+q9RphFVeBYr0mamG9ZoNWjmrfZdlGYNuIQjzD3dGu15xcfcvhg7RghdcVW9TdourCtjz95SAfgAwzB2r52+NaWFwrhURqP2lph4tyVlAaduJYlkg7rOg4s54TSSsazIqONLQVTdZwi4MEuJlRL6s3Q+sVfI7opPWacFivDS2w6Ygq8lAAOSRI/vkuXlNQ7UFXYUIstkUcYeo+9v7mNtd2V5za4JZ4V8+vvy3Y2pVhCU0sRbhaWrL3V2wrSC2b+7uXgxoEDU4aK5o/EwnDigazouGwohP8laN6WNFkDbccSICbCcLqXcUe2F1BVm+WrNemTkHS7gqzbnXB1K1h3XoOmqDDHOgVPmjL5VC11zMrXXW/TPZwO8yD45hC6AqT6/a7vS5BtS1mNdwscT2dJoHDijbJqhVN1nCLgAS4GcCt3mkzZ2LXWWcBbdoA556bt9ZrNmiV6gNOWKJqDsayhVS3lk0bD1Z69r4w4pv76tTWHe2q+mvba+wWY1dTwrZGIw4xta1jGa5bwHJglqufWITrfct5QwNY0buZFb3q9NMx/JJLMO7yy8kabmaQAOc5BxQXYwezZj3r9cUXvd9EHluv2SCqVem6izlYbF19wMEDt4KsZLeb2XRNhw3Eqr8bOkzSbcvX7RwPclG7XMci3OWaVsNtUVaFVhXfhJV+s6COVjS3nnezZ/zeO+7Ar1lDeyf3YhHNAhLgPKUyHsevqqt98Z02zQtrKQKbDjEK2uVutgdZudzQLks3WKrc/b9hohskwLW1ht2EWb2ZCLDdv2sKrtu5njD2dbmazWPKPzEAyxyo1cJIY0XvYhYw0XwgAc5D/rZvH/5dUIBt3J1MWLhd0NBkwjXwyhRnpAZrud8BDupHTkCXO1vsBelnX66rAJv7hR3Z1eerxtFdzvpZyzeWRamq625Rtq1jPS1VlAmbv2zZgpM6dUI3ckXnPSTAeYQnvJGI9xGFAv6X6ww1UaKQ4hokvJyCVDhHjozW4+gy4hJTV8+py00NLX74MpQ0XUTSbjVTSRjr7iPYLuYgl7O/HgW0UjX3V8U7WJT99YJAcSdU/tGlC17cuhVn7diB87t1y3V2iHpAApwHlMfjeGL/flRGo4iQ8Pok+8j491Sxdy867NiOyM6dqCk6MGkBuyxctyS4B1WZ/cam/Rc8+ln/dfWWuslUgCOhW+2UwuLpg6yEC1icmTnCWT9j3cVsWrd6M8QV1yXK6jYuyG359fz9U0h07IhdnQ70xjaAD1TiH7c3v63bQuCl1paJ8D/Y72JmDd9E1nDeQgLchKlMJHB/dTUqmehGmPhyq9dHr/SbHclRolxYucBGWQOkXYU/knvnh0u834OPORKt27XFoKO/hAO6FOGgwf1RVNwV3Q7u4/UBFyBYUAFzYJbpRnY5XHV3tp6269dfVuOJNGWYHi+ITF9PSn9XuI5qjg/X45rWqsyROorZtoJNt7V73XZJm33G97z3MrZ8tg5VFZX4/JNV+GJrFZb/53/Yv2cvPpv9nrdfx2FDvd89xT0R488IF2gu1Nw65KP8mx2ixCLYyYT4h+x5OeOLL3DyAQeQEOcZJMBNlMWxGP7GhGcba+lHC6TNG/w6Sx5hWK/tPet1F+KVldjz+Qa079EdxUNK0ZFZP4NPOQqt27bBgGOP9M59yIlfUdzCuoDK6jvmCEt4+6lVfYEhCW73sp2OGce29+S+UOK4XNZ2PDWOmn6mmPKvb3PnyN1UUOPZDvhw4UTAsi6+cpvpsxBxevXtiZ59ezmtZJHGsn8u9tZXLn4P+/buw/LF72Nn1XZsWlaOXZs2o91BvVDQtSuzojtgdzOwonlt4Pfz+42gNqyRsZD9Ld66FcewZ+iCgw7KcQ6JTCEBboI8uW8f/hWJIMpdzskwl/A2SVe0w3ptm7RedyWt197HfNmzXgccfQQ6demMXoMH4MDibp712q3vQalzLIApsvxPjnAu0OwzpNbV4UBSaPX4LvE2ez2DB1pJIQbUa2O7pV1O3mCRRiqu6mbOtLEV7rA2U5br7jORv3bvtrqv3lTRrWVhKYt0ElpJqUJbYFw5XbDFceTrSXKYXQKHnniMFz7kxGNT+Ykr6VSu/RybmRW9vWILKj5ZyazobVj5n/c9K3r97P968Tskrei9eWJFizEA8n6LYBezhhfs34+tGzbgPLZM1nDThwS4CcFdztOZ+PK+3nRWr/pt20bFsF7bMeu1gFmvMdby3pu0XrsNGYQOzHodeMqxzHotRL9jv+zlvZRZr6rwiTNUq9gCI7wAqki6BFkXtgJHeJAw6/3CZn9wsNiq8RLKfi43tMvBq19Pl+M3LNxNkPgmUksynqv32iWyweJsWrvpLGOXday/bmReoXThESXtOFSL0A+PpOLCa9R1ZX+mBR1X0l3xz397v2sW/xf791ZjBfvdxazoLcuWYzezotsyKzrKrOg4s6L35NiKFuepirBo2rRq3Rr/Ky7GSmYNf4vVJWWdOjVq3ojaQQLcRPg7E7XF7FcMtBLYzj93xZ0VHNZrYdJ63Z20XnsdcxRaMeu139FfRkdmvXYfPJBZrz3QhVmvXfr29uKIxoGwYIWrVxVTXVhdAqoLotvtbLufdctYblOtabelGxauNnjC00Fq2cdlFZtxkIqr/mbj+pr2t7nsdobbzQmxzTxT/e6MW6Vip2f6FWTzJqHtXxthjlj7+aEivQiE1ZxI5lMXLr6NNw7578ATj/O2jzLuim1r12GrZ0VvwuZPVmAns6LX/Oe/qGFW9IbZs7102yet6OoGtqJlE0YXYTWU9w3fyxrFfKQ0uaSbLiTATYDbkgOtCjSXMydcfDN1TaawrNcd3sjhuGe9fo52PXqgK7Ne2xUVod8pJ3jW68HHHuXt2v/E4w2R1N2prnBdbFUhhRbXtFALlDSE8ELbFiTkuqvZlRc44pu2nWnRmtazLsKmFS23C1RvhS155jZBthpYESOl4PWEsc203fWSUbf54QVGSahvUQeVqEhLt2p1V7PYR3UrS9e2LpTqusiJSCeSEmwhxAkIC1q1mAsgRTqRXO7KGpdd+vbR7hjhBhf5WvXPt7z1tYvfRQ2zotcs/g/2VFWhklnRezZtYlb0Qcm+6I7Miu5UZytabcSpIiy2idB27Fjz2fMd2bwZ53fvnnH6RONBApxjPPG1rF6OXinLrboLNYXDem1TUeFt2vPhh95vj2OO9qzXPkcfxazXLug6uBQdmfXamVmvnfv2TR5HFVTT7auG+3lxiaIpqqqgBgmnbR3L9PVwfZYrV5haXcvyE1Wt25nqOk9zG1Lpiry5GkfyW8QuVzSUba7wIOvX3t/GtqmD9tSbC+a+tnUrLUs1d0EWrUuQ3VdUD4sYJcuvVgFkH3JEeXNbiJ4QUUB1KZuWsTxrebeoIUJwE6l0xHmaDRJ14hHxpS0xKGoAa6TyffudeEKqHOJKuVStXYsqZkXvYFZ05SflzIreinX/edfri96ctKLbDRvm/e4rLg60ou2GWsRaEyLMB2i90qYNtrJG9lgmyETTggQ4h9yW7O/l4mtXf0j9moKsVh9tOnfGvqlT0ZZZr52HDEZbZr32PeUkRNlDe9Cxx3hx+rIKQRVyW2jcYQVWHFMw/XypAmxawQVGWqZr2i3CpiCaabvCTEtV5EsVXX0/aOekC3ZEq6oTUAe82fabfk3Uqtu0iG3BtaebCBLbMI9HkDzbohzRwlxnoebWFUf+JrRtpgC7mze2CxmIaP/jqTU9fsSbmFFYs9JqVtMQeVKvphpPCpT/K0pfSLFpScpjIdkg8FGFVZ3D2k9Thhco5cQbuUXsTy2XuJIeZ+0//+WFf774HWZF78Vn7Hcvs6K3LfsEe5kVzZ93cUbyGiZSZaWemxihEGUC/B77u/eLL3BFYSENzmpCkADnCE98kzNa+bgE1rZVTEG4fstGbT9znwIjLV0c9erYFEwAsK1bXQQLrLQSWvpm/2+BchzAtLLtEc6mdazHkVW6LfBqb6Re5SOVjmsktS66cpt+/lJkTdFWr2VC21+9fkENrvDuBX1ijIhjSU9F3x50JJc1rAomtDPWLVc9vv0xBZeFrF9V1eL140a1eLLUIymRk9sLoPb1mtavsJILvNnRhDBHUuEyTbXpJM/VD9WbZr7VLY4rhV8VaXXktyryQnSlRBakzsOP2zdpPR/MrGmzOad7ElwirF8r9arztTXMGr6XWd03sTUS4aYBCXAj4410rqkxxNeuQk0hlmEJY91HH1FshqmuZXWkcbjFa66r4ibE3bQoC4xtBcZ+tgDr1qp7oJbLAhbpiOpXvm5k5tO2fuOOcBjxTTvOlCG1MSNnMbZtRtnnCCM/AJRt0OLYlmuwZeyKG0aYhZuuOaGLgn1H6iUt91P3kSKtl3BEu8oJrWNBiC2PF1N8G0I8oaSt9vcKERXhUet4Ec3KVa1HfRBXAqq1bX5mUW2axJPb41BFVqYtLG91X92iRip1tUPDvo7iLNxhemPNPwM+OOvJ/fvxzepqEuEmAAlwI1JdvRUzCjp5czlHImZ71RRaPzxcfBOayIr4BUY6psColp0ubO4Ry6YVWaDFTSQF3SXMQSOfXaOdpZi6Xc16mnp1awutK30ZVxda17nqNodbyF2yA6hlC6jVrGn5upft+8EMd+NKQQ/Xj6jm0LwLdYtVLqvbzJKQJRIx1vVBVUitJWCWaAHU94bFSGZ/SaYn5p8WVqgQONEfrAqrTKcgJUpxyFIRoqgOugoLjyePL8RVdXnrVq1MRzY4xLFF/7EcmV0A1TKW+4p+ZllWQpojqXM2r7Ow2t33TwQrW7fGI8wSvpkEOOeQADcSXHynJcW3IKK3WTmm1WpWoeqfud2P4xZxe1CVy6KVcXXBUoVeWqpmPN26tYXZfC3JZYnq6ZjxAFVodQFWqz+9KkfAsim0tqXrsoxdcmRKlyopUOLKfeQ1Uq+vLaxuuydzAXbH1o9kNiHspoNuWcq46lmaTTndOpbiCU0c/XSFKIk0hfjaL53pVyGeWtZHXhdAir0sA98tLPdBal/hHuZHlPuKu81PURVJmWaBUl5xqKIrbc8CSKFGKr1ESoT944q8J2CKsGgAyKOa9UYEqtjrW2wxF00GvrSWWcJ3b9mCm+ljDjmFBLgR4OI7MxGzxNeseO3XVezKGsn1iBJffSx1sbadh/Y2+5Ugs+oLen/XHOnsFmbVytaFMFjI49r52YOzZFqubTLMFGZ7GUa+1DguG8+2ijnSDa6WqznqWr1GSO5nXld9uwv9eoftIaVAxpH/Iym5MVOWYmaGq3eILrKqlZdInb1tGbtKWRwloaUjXcn6yIAEdBezFGweU74alEgdw23hJpLWs0g7nnRtyzOX8XWhFVdNFd041LKU9rXo41UbG0IIzReIpPtYSqiami2tsudXTUeGJJTUzCP5IjyXRkfnFBLgBoaL76PVW7Cqff+U25kTCfg1l8VDLMJNS9llHetCK8NgbbctXdOekVWfLazphVn0N7stVD2OqHLt94AjyjbVcgfiRn7k+FNdmN0ibIuvKh26VWsKv1mOqiSp0qRX++q1MKVTF3CdIAF3W7n23u7mXEQ5S/0/D49p2+SZ6iOfXSUk4qt9umZcVZjVgVR++sJBKyxV34Uch3RI+3eVsBJlb6sQW+lwFoLtxxcjmROpfaVLWqQo3ctm/EjSjtb3E6Wpu5lV61ctXSHipgwnkrkUe4hmUMQ4jsy3eaWFPMsGj35/RLR4Pu917ozfbNiAb/fqBaLxIQFuQLj4vr35Zazp9n/sjtfHLHJs0TXtleD+XCjLpjBHHPF1IVWtWxkuj70GJ5x+BI5+Lfjcts98B8+NOxiqgLpcxwVJ28MeDW1brwXKPrIaT0AOzhJWpXqsmHFcW8Rt69YUWLMfOW7FR2qbLjl6OGB+oh6p89B/7WsdvB6GLbd2KhHnuppD3fcixEYXZNU+06+OsLrMl7vU5orZDJLHjaSW5JXyy1BchbjnII4peZGOXCHQ/p3hhxWk8iWdxvFUL7Aq3C63slgSFim0+PJMkcypFE0h0KrA67KnCqpq7cpw29UsJwaJhKQjjmT2b4uSV/0msnnh5+CdDh1w4o4dNG1lDiABbiC4+K5d+yBe6vNtfNG6i9P6NZftdVfvjr0cbP0mjF87XB0dLavUvvj3wq1YPedcXDyxDAtjP8dKRSQjqx/B/70kq0/dOvYxxVcXZlWAzdeKbPEzhVW6sVUL2DVBh2qTqXnR5SHIyjXtNdP9DC1c5MsV5ipj97VUCb8Xwvew3Zf2nSbFUq2q7ZyKMF2QXSUUgy6yviQEdyLEU/tGrG1SeIT4RlLu73jKfSwE2r+2qnscyWMLgVblVB9poVq0/nGFtOn2qHhbX1i5aimqIqyWsEuI1SaL6iKWSzIl4UpXR1LrOTeX9XVdjGXqUNZbd+yIv+3ahTIQjQ0JcAPAxffTTx/Ey8zy3dHGF9/aWr+6qIaHCeS7sLbY2hNPSCtRzZM6kKqyVD6S6rZIyZVYNE7GMwc22QJourDl60Z6/7M5l5FuHau/Ukx1N7S0TlyvGgWnL8slbuwTJroJ4xhwhCO1v37tVZtEvfbphTk9pnSbwirWVDtMFVhVJlRZkFdYWMj6qFzTIvavjHDc6qVpi7ItxIBwzgphVOP6V8uXaSH28s4vSImWcEmrQ6zUZhkg7281fjx5puooa+E+Ni1X2VhIKGmaLuWIciz9TV5zZmf9ytuCCpiWsTtMXmu1vxjWcVe2aYM/b9iAC8gV3aiQAGcZIb7xeCXWd+gfWBVypIAmjHXVPtGXxTZTlFV7xo6nun/1cFU8zHCZjnQBBw20MgVSVoOmgMK5ru+r9uXK40MTUaSEHEY6+nmpFrZ821IVW3sfM0y9TnrcdCKsW8AuoQ0SX/2+yBTXHlI8xbrMWcT4lXuo4queiQxX7z4hxnqJ+HKkpp9QwuWAJLvHPmIcK55KX7x6JCRMiKtIV381R30lSoqusCpF37C/Lu6UguSxChzh0jYWd6puJ8vXf+RUlfL1KFm6rqsihTaRWpOuafMaq1dQNoTUawHlmOq+ES0Nfz3aujX+zkT4lH370I39Eo0DCXCWEeL7/MHfwY5WnY33fZFaNh8Ml/j62OKrxpdCZ6fltkh1YYSRhi6qZnq6CPPtnedchDMmviUPPuFJPDf9JEQW/BhfKR+AThNvgzeD7YRH8dJ0PiXmP3FE9CoUWyV3DNaumIu1JQl0nHM1jpj4rpLmTLwz/VgUrH4aQwfejT3zn0X1tAtR/BrfeAQ2rZiBzSU83++gT/Qm2D1Zw7BtxT3YxuIUzrkZvSd+qKT9U3w2ZT16Dvw1Wht7Vc+/DRh9B8TbkrGZ07F1XI9kuX2ATtG7Utuq5z+B3SNU0fV/sfofaLtyGDDtFhR6+f0/7I19A/u9OJvR+vQfJMN1auY/iH0j+FIlizMVrZNx4jOnYe+4BAv7oRG2CYXR+/13VE8dhILXltuJTpiCnVM2od3ApxCffxfi08SxB6N6xfdQXWI2+yKIzrmLXcOljrR+gC3TD2dxNqHD6dejvTiHU8di88KzEFv9d3Qb+LBVweye/1NWpreifXJ938xHsG5cr+Td+B56Rr8P8d2gHfN/h73TvoHuybS/mP8mPh3BrtXpX0tee2Db/LexcoR4hSgBf9Yrvz9YDOYqUMQZyfPz43qlB2GpmuGJVLhqGfuypk4CEoeYE1o+1SIdIYOqZSqtZCnSCeivLOmvSIW/nqSKu2pBq1ZvRIkr1/UU2nbujHlVVbi6SxcQjQMJcBZZvvwuT3x3FfbAF4r4utAfGD1cF2NbCM14pvVrCqsrbdX6Ni1qmVZCWzZticjqR3HCRGDpis/wERfABbfigtEzcOiUE7GMxen1dAKvx1Zg5+onccrA2Rg05XisKDkeH8bmAqevwacLL8Ue/AuHRq8B5v+WiS+rglb/AYNZmutW/BfrWZpY8Et8ZfRv0afsdfSa+CcvP4Wj70TFijfxYQlQNPkkHDzwV9gXux47cRTWx+5Gn9PXoXLhGCZy73gVemS+L76R1X9Fd5b29hUv4Au2Lxb8GgeP/iOKptyJzbGe6BL9CYv7LKq48DEBKXqpB7bHfoQDo3ey/P0RO0aoFvNh2BX7HiLRX7Btj2PPCJfV7FetrUbPRc2K32BnySZPTNtGWZzYpahBV9QsvAGtov9DDVuP4WMmog+w9H6N/d6xKtHq9MeBuXOwh+d39esoHDgVhaVzsG/hZBREp7O4czyhjs55FJGZd2LPOPZQT/4I+xdOYSL4OtoO/D0SLL3qEUxMJ1+HjgP96xsd/QgT3YdZnnj8a1i8J5GIXcbKTHU/b0GbpUdjR+z7LK1/oNPAxxFjDY2dLK02cxawyqMYhaffgDYXP8BEtyfbp4KJ8WR0Px3YsvBMbIn1QufoHez4z2Ery2Ni9Uvo8lIxC/8pK7dbWfiL2DxCbXAeiYrYXSxzP2Dn9Q98zo6TGHE3K6+b2frr+Mwrk17YtPBXrJymsLB/Ys2IBNRxwuq9r7+kIxuNIoYQQtm/Kvtz5ReSVPtfPrFuX4H5DEVS68LpnVDCkUrP5bEwrduw15PsfJnvB6uuaJevRfB2IoGrA7YR2YcEOEusXj3HE9+Cgig+b98f21t3Nh4QtzvRjBMs2cGYwix/TVez2GZbvyJ+gaMiMeOl/kq+hZdi3/LS6ju5L74yi8f8ih9/xE/wwgjfRVywciWzagZjdYnuaFRnt0q5aku+hvdjF3vL3SYfhYFemkcicsaNeG9FXxw68B7snT8DFSW+JbFjyhRUz/oVDlwwmQmDmpY5HT/LR8nZ2Bg701tuP/lcdPXSHqrlSVwHlIzG9nE8jc+TYe6+Yb08HQJcMhx7Yqcm89MNNXO/gdYDf4dWC76G2Ag/XT19scxYsIBZucySHThOs87j5ZtZ+ar7LUWriQcxEffvudj0k7VrKfIVnz4Hu6cIUb4RNSW+9Reb8g3EZ/E8fR01I6RMgDUQqqefhoSWN7+c9o/7PyQWPI52r43GzoXdk47cHtg192q0GTgXnRacwRoyss/VO5+SM7B1HD+imL9celTsT1KI8cVyXbidpZjJbgxhoUZScmUvC0R/sNqXq1qjcrYq1Z1tSqC0JMVfAvpzo+dB7e+V+UkoeRD9y7r4ykZ4wjhGkIjq6HLt2k+UJV8qZFbwnysqcEGx7aMisg8JcBbYvv1dVFev9MSXz+/8VufTQuNnLrKmaGayv7qPfVxdWMOtX31dDZf7HDjnYoye+BY+n/8pnhtzG84fvUwTod6TS/ElPIL5sRNk//HqT9FxaF/s1hoGsp+645xvY9jE/2Lb/HfwnzF34+jR5VYjIuVSL+mDfWy9TfnnTJR6srQ/Q+uhvZMuXlMg42g95/vMkl7CRPx5fD7mIRw0eg0L34BOp9/uu5NHX4jiU8di28JRzEKVZVA4+uuKK/oe7BjXHfYXYe1yE9VmdM69aDtRuoXj5VtYfrsYDQZVVJNlcuolqF54MsxqMwL/U5PR0RMQxanYF7sI5hu68lekF9HKOyUkJT28pQJP2Lspd4Jaeati6m9vVb6O/e+jbGOU9PTGLEfLNwAjzHtR2pt8ve3oc9A3uX3fzN9i/bheqW0J5ZpxOo0ebo3S3Q5AvSdMMZeCGnGKsbBepRSKMjItaX1yTfG6kUxD7GV2F4lwsS6OJMODBREwxdMdR4i8blNnWsu4jv9phw4Z7UvUHxLgerJnzypUVi5Iie/ONl38vl8ljvtRsF3P+rzOepgazxRGsaxud4cnrHypFbYt0HZc+cfdw7cy8R2Mf8f+gPXcElkgz030um2YvhwbF9yB0dGrUDF/KZZwl+PKVUDZiUYZJCvcBb9g4luKFbEHUcXDtDTV89atzf2lPf31lZ+ytI9OxVct4MiCXzPx7YetsTuxV0u7GLsW3orW0Z8C8/+EL0bY1mz1/Ce9Pl4seAydR38XHUofZetG3o19VLGLj5viuYfBrNU23HVc2lkRmISSBlLrHq9tZAIb90RNx98emz8dNQPeZGlOQpwvj7Dj6PMvmWFAqrextIvSaAi6E+R1iJX2Zv9fQesF38K+EbpdFivtkWokyGOJ7X4c3gjawvaLL3gIfUdfjeLSv2GTVab+XjvnL8S6EQXJ1N71+vpd97Nv+evf91VFWlqcMke6Uzeh5VS4l2WJ6FawaQGr6OHSqjXFU1q+UkzNklfd0KrMm5a36knQLW65HCTQIi3eTFy2ezeGtG9vxSGyCwlwPdmw4WnU1Gz1xJd3+a5r29+4vW3Xc6aCHIYrPZfF6/+aadvHkhWREAOgSzkffFOmbYso2w8sXwb+yB+4Gvi8RKz7aR00+XYUTL/NczZGBgzALvbbsfwzZmH1QfG8BNZO7wPV6hPC1bG83FtvvzqB7SUJtE+uqxX/AfPeYdbV0d56p8nfRadTr8enyT7YA+YBVdOLjcrZ39amfI231oalXc3SbpVc1wQvUEzV79IMRnyALZgRo3w8MZhzH1qXTmECldw+5++Icqt2xFIm+B8itoLl9dRiSCEGRDUaGXEqYqfegVand0di4Un+1gV/RuvyU7F/nDgGy1fJCYhN+BNajX4GidiFSkrqnE6yAudE5y1l6Zf5eZw8neXpUpYnkXfZLJMVt1o+SUaMRvWpC1A4+jHUxK5ANQtqNecvKDz1KmwbYXs37HtaDR+K/QPMRpZaJu50pADp1r/5ApW6pFuocqRxQjtjtfEm13R7WbW+9YFWapnpe6p5N18Nck1QaQuoS+z1dGVciX1u6na1lFox4V22dSsJcCNAAlwPuOtZFV8+6OrjTkdkvH+4yNoVj7mPbaOormI9ToERX7S8TfH243yKo08/Bl96jYf8CydH5+LwmW/jxXF9lbgJ7Bg3EesnXoYhAw/BEBayc8K3sBOPo3TgAGbtPsZq+VIcIbJ26m34N585a8GdOHTW7wD2N0TJ+Z7ydUwQDmJW4lhsmzgBBw08Fgex8OoJF7GK/RkUDzwRbWfe6MWtXvI4DovemEyXie/CMdjHz3nBDBTPep6l/bxWKvvLN7C0ixEb9zXs5aOyB57vjbStmXAWavA3tn5RauQtRt+O+Ipbsdvrr/4AHaM/h/dSxuhvQbycEZv5SybgS9Aueq/fNzt6LCLzH/YEzGzEJMbdgNjkcWg3WpTD11DNxJTZGOzvNbQZyK3YB5BY/TpbfsYv29HXs/TuZ9ZsF8QXfgeR6K+ZWD/j7z/hO9jPDOjo6XN878joG9B65q2omX4rYkt+ilbR15Fg6/vPYAKfTC86ejKiE8ajevqQ1PWLL5mPttGZyTz5bm5zZuFU5b96EdoN/J03wjrKLNXWE27CF9MPA+/T3rvwbuD0m9EhugCe4/LUK1C1cATiq19Gl4GPePtg9E/QacVPsKOEp/k/dI7+NOnuP89zYHvXaObDrMH1HrpHf+SPkB59Bnqye2jftOSo6NGno49nBW9E99NvwgFe2Mk4ZP4brPGlunWFjJjnoluYuiNYxJcWsBRlGKnoUiatXFlicpvZ7yv3EU0BNUwrc+fV0OOp81Lb7upgN3Q6AefwLyYRDQ8JcD2oqlqoiS//5aOfwwhugwbHVd1ccpvpvg22MOxlWQnoFYb4PQTvLqzAe6nKyLcAbcE+Gf+OfQrhbvYqsek/lu/4xpZDmwt69e9wHBOiZbEl2JQK9+N2m3wkBi14FytGHIuVscXQ3vedPsVPb/WzKGXr1VOnY9VCYXEm3wVe/Tz6srQrYvOTfcsy7faTz0G3BfOwdcSXsDX2XCrcK8PpV2txVQuYW2W7Yk+w9PT3h/3lrqiO/YY1DnTRNS1oTnz6TCZ+pnt5ELMaH0j2M/O/k7A/dpJybcX+gxCL3We5oOML77MGLskwXrGfyNI/Eeqd4ktK0t08dRITXfVuUPqEU/lM3lUlp2JvbLiWM5kqF+FHscdbFm9ls/8lI1AVG6mUmvh/OAt/VjlD8cclrye2xF6AvLLsd8R8VKbuqIQfZ+Gr2KyEmTaftHQjqdy6rGC1T1b1DkRSx1KfOz3MdAObQqqWrJontbShxVNLVW8c6PvbT3ltrGMXrn2W1tTUMhWiLpAA15GKimexf/9WTXxdrx2FW7nB292Cqu9j/tYmDZ3wvuSIVmHpfXN6GqaYq65dP2zXzMuZ+OoWCqdyyvfRYaXpRlSPqVvvtks8wayoC7DLqNb5394p30GblWa4zLcpnroLOm6cryuObvXCSF9uV8vYXDfLEqh9VWqmItJXjyRd6qr9ZrsoVYtRiIP6Yo3+LSXdcarKiH5cKT+6bLh6NiNa3mS43gDQ5/OC9l+Gq6mZvzCWTYtTXlO9t9h2ROtWb1CaYbjE0J1fc+BV8L7m0TNxX7diFvAWJsLdWpFENCRUunWkunq1Jb47W3fx3/9NpKs47e2ud32zjSl69vESxq8eLzPMflBl/5Kv46NxYkYqeRwvfsnFWFeiT5eg7bv6zxg48Fee67Jw9KnoPX8R1o9Q8lsyBhXj7ON6lJyFHSVqn6TMq9tLkLC2mVau2hBxn79bWO1z0xso5jWovRCrYqbae4zVb6D1wGf9az76BrSazyzwEabwmpYaYF59VU7lcUyxUfdzWdbqsi5uel5UTPlMF9/cR40lf93PhGhEZCaawccWcfQmhwzP/DiZYJZOsFVsN89UCsgF3SiQANeBHTv+y6zfSk18IxkqZ0OJq3kMW1Qzy0PYfun2TZeXzI7rboRESi7Aith5Xrj6zWJ3fF1IdYszSMzCRM4lQzbu7bYXIH0eXAJupmGGii22KzP1W3ISamInKSVnCp+7UnZX4Oq2hBHiIsgCdImwbafK/y4JdefezFW6ZoxqO2dKXcQt3b52gyYzaivioWXCKrTKWIws4AaGSrcOVFW9aosv44vogd6gnH0NeGxXa10Ptytq12MZFpaJ0Mi4phVpYktEJsew065tdZQOKarSxV6/tGpLeIMkqAHkllwzP+5wdZ/GQ783TXd0tnCLdVh+3NZhmKvYtpjTuXOD3L6ua2A2LOQ9arq+ZbyGupYJJr4REt8Gh0q4lvB+X9/61cWX/xbFtqMdGlaAzerBtgT0xzfIYRcUFrTNFU/aLWqoiV5FhDsRzeOYL8Rks6pRbTeZdt0koW55C6/qXU5ZtUxkGq78ZN4kangSqT9zhEE2UZuE4WmHN+vS+2kS0NNIdxxXvLCwMH+JmXfTnZ0tVzav0LqQADc4VMK1pLp6jVN8Obwfl79CsV3bwy1ADYneWq5LG9+9X7p95VH1881EdMNcia7ttrWgxtePZi+5qr90jlZdrtOdg7mv3ihKlwfROHC9kZuu4rd7lYNynG5EQCbH0wU1vXgFh4fl2x42Z/4GiZSdTxuZTsRKOx1BDaD67JuJuNeGoLRCryt3P0ejWcwF4YIEuJbs2vWeU3w57Wu2opAFJBKu6kIlXBQbSqRlH5pbIG0BCBfFdMdxv8kojyOsPLfQuKxm0yo0ZV23/PU8uYTPdXZuH4NrfiKxRSei5BfQZc51bvqU+7ZfQb86QfdTwliXMSMh8dTt5j7mmHb1jtbD7WObYuxOR43rypc7rzINW2RdjQfXMeyGScKxj2MYoRNbMMU1s/PrynNdxDadVZ1exMOf5K4F5hx8RENAAlxLamq2O8WXw4W3HxPoze2PwK60I6GNfZHOqguOm0m64aivnLjE1xyqo0/Pl1DSsAVHF9KwPCWgOtHUfKg5Qyo3piyqDQw9FzI2rNhqPs2K3baYI0a+1Pi63eoSeqRiwLmPPKYsS1Mk0l9Nt2Wrn4WelthuC498aUuG61YvrLhugbbD5J9u6UrxMF8o08NlOqrlar9sZgqver/aFq/dyBK/tsCp5WI2Ulyinh635Z45rv1ra9Vzuod8yY3IHiTAtSRMfLnmttu3Da2UGdyCBVBW5AiIEya0+phRe/yoGp4w4oh4upy4bT99+nzTHpSSJuLJtGUlZYqJeLNUP5K6j486g7GwC8X+Ivfq7MYyTJdwW7rN81dji6rUFhi5X4F1ZNlISKS2RJRwOFOTR3R9qVXdtzaYlb3b8jMtWlOE1XguUZW/LqFTRdMVTxUwP0x+odoWNjuf0NKQ281GRkI7Lxh5dYum2E/MhBVXzt0+J31fc3IUEWbny44HJY65zTzXoFol3d2SyfZ4LIavkPu5USABrgU1NdtSA7BUhPjy3657V7BCPS0wDdXOCrdOdTtYr+xlWnpM1VbUbb6EFd+2dNU0XbaX2ZIOcsqKJfmn769ae6os+jkS37OJQMwTLSrDgpRYqUdTK90CmCVsfvLc/6idKu3yuPZHC+QH6exJIQR+Pl2hQor1fU0LXIabzSORkh0WhHnF9DBVgBMB66ow6aLlsoRVYQ0PD1sOii+F0P5wZVyJK79Fpefdtp51a1UVNjueTEuWgTyGKbxmWeoWO1Jp6A0MGHmw19Xrpqanir0tzmp+bMLFn63H4xhEA7AaBSrlWhImvvyv2+5V6FW9BjsL+6E6YcqtLZZKylAfBVucg7erImuKqRBblwtZjSfDxXJCe9hVGVHlDVo8fQsc4boFIKbMjytnp6brxy2A21K3BVgghNOulFRLWt/iDhezAofLn/75c72c1MaTDIGyhz1Fg16u6r61wxbfhLYccYSbIpy5ALuEz2Ut6y7bMAGWVrF9DmZzSIqxLYLB+VAtXbflqQqzKuLq/RJJCaIqovr5pbs+9v0XAYwpazLD1Ux0nZu97sfpygS4K1nAjQIJcC2Ixaq0dVN8RbfvIdv/i5U9+sl4CKo+VdnRv6QSUcJUu06votUq3q60VfFNGPHFMaV1p4tu1znn4YKJ/7KzPOEP+P30k73vAJ858S0l/Ek8N/2kZCrrMPj0UzHoNbHtEcyfDgyLXgXxme/dM1/Cf8b1ScZ/G0Oi16FbctvW+fOwZ9oY9Pb2/zI2rpiNDSV+zosmn4hDZvHlI7BpxXRUsvDCOTeg/8T3lbz8AiunH8nSrUDn069E0Wuw4J/C2zrif+gS/THaWlsPxe4VP8YulnZ0zk/ReeLHStpXoHrJYyj00hyB3bFvogYfoV30HmQ+d9Ag7F9xBgoGToeo5uIz78C+cV3hX6VlaBWdmdoWmz8TNSO2IHr6T9DKcS6x+TP8zxDOmY7CieVyw4SJ2Ms/wLD6DbQZ+Eck5v8UiWm3JtPgeZiC/SXs2i/4I9qPfpXlYRr2jOtmCXN6AZaf+jAtSj+8ALaABVvAQcJsph8P2D+u7WNbiG5rU4iovr+6ryqkdho2dgPBjmtayrqlbYq5LdLuxogdZubFhdh+dps2zu1E9iEBrgXRaFFqOUh8+e/AHe/gH8UXAgEDsYIF2cS0evV+13T7uCxiPVw8/Ho+E/gU/Zd+FX+O/QVVqx/BBQO/hy/mb8QiVskPmPNbHLh6FU6cCHy8Yh2WMJGKLPgRLh49A2VTTsLSEl98O01dhRcWxlGw4HacNXoOSqc8if/FfosvRa8G5i/FxyPUqvsELI09iDImwpH572H5CFYFjpiN9tHfoN2p/0XRS5/j83H820jv4MAlR6Ia7zEBnYlNfOrK1c+hN8vLlhWLsIVPN7ngAQwe/Tt0nvJlbCs5CFsX3oXW0bewKzYOe8C/tjOVHeOvqPSOfwQqY7ej6+nr8cXCM1jFy7/UczvL3x3+1JWrX8IBLO09K36P3bwBsOBRdB29GIkVv0L12CmITP2W9853BMOwf8JgxKd8P/WVJMyf630dqWDO3Wj/9NHYs/BUlv7HKIzez45/ExM+Vuax69n6AyzuHOwboV6lQ7E/NpndcKzVMn8W9nvbuqNm4UREoktYQ/Bilhb/nOFMuZ1/TYnltWbFLNR4ovontB39MqJlS9B64iI/6dFPMNGdw84lgujk76Bw4J8Qj32diffXWfl8I1XRu6xh26LVxVS19NKJskynwJl+XJnrLCj9eEC6uijrjYeEM5/yubFFWj3XIGvY/HUtwzheuHhn4vlIBCyH7ZMuHU68uhqD2tpNUqJhIAGuA2HiK7Z/ufIfeKvL6d6yj7RQXaIYUf7XzuFkWsWme1b0hKqWbyS5PaFVANKd2w+Lp1+ddADKY/C/VeOu8sJfiF3p/R4yuTeO9yzSr/gpLvgNBuOneHVEsqIc8WP8LSacifLM4xC9s7YbLpEczsWPV3nxJej99NtoN+5C7FnwJtpd/H/Y89p7qbjxkguwMna+t9cBk4ejt5eXLwGpvmSZrnTnFUDvnxVWmup/YPFKzmQCPdpLu+3kS9DJS/tQtlaM3VNHo8u0hUxk/w8xLEGrJV9h4qumIY7hpxdn9qw8L9EvLa6DECI1TE0HqWUpXAX69pLhqPa+WMRCJo9DoZfXQcAZlzJrvhfaDvw9s4Bvwr6kJ6FmyjfQatbvEF3wDSbgEe3cTdeqag3qlrAptraFK89XxC/QtvtWZ4G1ny5i4ntcurCFWdEJiL5j2yKX6djWryqU5vF069ctonaYWnYS130f185LTzOuxbWt6GDCXc8yLOK9+3t569boQiOgGw0S4FrQqlXnjMSXL/fcs4Ld0/8XaAV7cSEq2oQWZqK6pt3x9Bd1EtD7TF2ybouuH18d9WweQ0gWDy+acwHOnvgW1s1fhz+OuRWXjF7mxTqwnP8OTAmecJ+ro6SLR5cpruj5eGdcH0VwjOOecSq2TfwNs7ovQuG8ldg25ZSky7ggOaQqgjZzJmHgxPexY/5rWDrmfpSNXpWqgCOOCl8M7/LKaPXniA7tzSzZSHJss14m0Tm3o9vEj1A9/0/YPOa36D56rX/sEWdiz7Qb0GbBSOziH25k1nANpJhGvPyJqlG3ypDa5pdIdPR1EAPndTewH1cXYBFWYG0vmHMv2k5cjtj8h7BrzB/QYfQ6+J++EBalbCAkSnr616S8EokRPSxB06+F6dINtohdrmrdKlXykMxXPBUm1k0hRSq+7GfVzyuunJ8QM9k3K13Tapouq1mEx7Xzcse1rWFbzOPK9riWHqx1gfikpHpsWe622MMRFtR3HCbWfPTzoMLCwO1E9iEBriXt238ZO3e+Gyq+/K/XzpX4vw1/wj+KL9IeFFUMwy1h066Ftm6HuIVWSHM8Vd2rfcbSCpZ5kiOO1X3Edu/hXvBDJr5l+GfsWazlKS0Q2wuwrbQMeG0FDmD7fgFZGagWfsX8T/ABdzMvuBMjRo9GWenH+HiEKn6qYB6HLRPGo/RX92LbklHYUBJBr1Q8lssF9zLxHYDPYjPZ8UReIslKWbX9o1rF7+eJ5WHleqDsaMivEwMpgVzwMBPfQ7Atdoc/vegCVTh6Ye/Fh6LztCe8+PsXRuE3UIQgynX/vKPK6yxRiFHW/P/++b/FXu5GXvAUOo2eisLSuWxdpiOtHyEw0ZT4pLYv+B3aT+yDvbFbWEMgksyred5RpUL3r2y8tKdy3qLsTGENCjcF10cKnu2GjqeEVhWwAkM0pWDaYmeHx1O/UpBhbXOlowu+GW4ewxZVJL+wLMMB05J2WbN6GSaMXyjp29au+RcxtunX0txPXVfh4juFrN9GhwS4lqhWMMclvuL2Hrz9HSztdBTWty9J7m27ocOsYBnqFmE9fiRZ3evirb5oIyxk891e1Ur1Q3URFqFirHLnct/aPWA1dwEjte7FGTES63EZjp48EmunJz8wv/pJHPvSKXh3nBBZIYA8vWOwa4BqHUjhFJXp5jGXonT0H9Bu5vPYic+0eG3LV3nrbVaz/DNxLixfndz+LnpH38QXKw5B61MPwV4WP5aqnKKe9cyP0XFeBNumH5Q8ZhSqALcuX+ul1Hp1AfaWJNDKW/craL5937gLUD3xThRO+CET/4JkiRcY5+GnF+Prqzd7W2PJbfIuiCrrgxEbIK07fxsf5PUealb0QuTUg5jAmo0FbsmuT5Z11LsmBeXrkmkXpMq29byl2D1iqL88+R5WLt/CjhFC4FXLV4qHaomZfamq6JoWsYhvCi6gCp4qxOb+8p6QgiaEukBLJx6QljiGjKdao2a4KdAFjnBVhHXh1EXblV56gdWtaV1g9VetJKYF7ApTr5GJuE5d+MhnevWo0aESryXt2vXH1q3+cpD4yt8Ejt7yMtb3vU6RQX16BWm9ylART9hP5kNnyrFuvejyHod8yzaePLr/ko6MLd5+FWkJIY+vnouvD7wFRSysaHQPjJ3wDOZOPxnbxk3BpxMvxrCBvTCMbds+4SomQI/g0IF9cMD8dcwy/h1OiH4DF8xKJnrqT7Fw4VocFb0CPfn66FKMTm7aOfMfWFHyFg6PfhvdvW1MIOb/HXumJUdFD/wFdsVORSXKseeM9RgYnYjOXrxx2LPi1/h83FXYNnEyigee5Lm1qydciGo8i+4D3/fS7zQQnmt6z+rn0H/g/d73hDF6JDvGAmzEDPSYNQ/gfwr7yjcjNqIY8XGXYM/EW9Fx4PnoyML3Tzgb+/EiW78IreY/i6oRR2LHzLOw/4wjkyL2Poqi05LH+AakM28pDow+mlqLjr4L8RVfRWTg3f7I6dFX4MDkttjM+7C7ZBk6iFHVo69CYv4t7Ir8A+3Yueyb/zhqVi9g5/W4P0p69NVs++PYPe6r2DfxlygceJV33NiEEUzoF3jrkZlX+GkveYHl4+7kNbkSVQtHeo0SLHgMXUfPZ8e+H1vH9YQUXd3SlfeYKhSqGNviI/usaxOuipy0jF2jnlXPhdm/rIql7nI2LV81bdPKNt3JahxdMO009HKSVrM5iEwtV5dQ65YslHTMONL1HNHix4001DojVlODGwoL0QVEY0MCXEvati1hIjwAu3ev9NbDxNdzRe9aieGf/wmvHvS1VBqmBYzAddMVbcZIaCEcMbjJjKOSUMLN+Km+UR5WMha/j41VHHpi+NApWBirSK4nt03/mdKTdwoT4XXJnkrpcPt3bHUqDfHrL/fB/2LLUul5YSM+wmql6toSO8Ffjr1nVL/HYWXs33p1Pv1GpSoWZ3UBViUHa3lnvfp59BsYwcbYAuwwJKDj5NHotuBv2Dziy9gUe0GTBky/Vqky30fHp/tgxzgxqOpIVMWeSZWzbcfIBpa3HPs9O7bZ683jFmNn7CktDLEnlfVR2B4bZVzVw9k+T0LeJ4zpV/kpM8EuYj81U2/DtoXmfcAYcTU2x65WcmkLrhqeMMLM8NoIrW3x6kJlW8qyzzgekr4qzGq/rhRyU2j19O04pqjqwquLrym85jnp+0Pbx7aAxTnoRAKW5XqYxSzgrucbmOVL4psbSIDrQKdOR3oCnE58xWCtQdvewfr2A7C86ChFWH2Rs13RYouPOpAJyX2lZayLsqsPWFRoYmiQTF09llwW1rc6aCoO4dqWFYHoRbStanlU4X4sMKqPeGpf/1hSkOOQ806J3mA5VEc9f1FlJ7z01fa/8B2o1XZBMj9CkP1mw76ZX0NVcpsqDTumTETrldHkuemSoVaPbeYwsZ36M+xLhatx9Cuiz2SmS5rcol9HV+NJ354+hp5igZY7PTdBgquKrNiuWm2ZCLAeHmQxS5ezKahScGW4bGLp3ReqoEsRixvbwixst0BLS1rEdff1uqxhl6jqXobgEdfuGa9US1cVbxjLZvMOkPcEn/HqWLZUSh9eyBkkwHWgU6ejsXHj0xmJr/gdvu732Nm6MzZ06A8/prtnV90mQmXvrcQWZn9Z9ETKEN31DchqP5GUItUhLm1qaQ2rQiurYR+5f0QRbLGf7uLWJ4qMQPTmSeEWcyzHk5ZwRMmZKpTi7AqS/dRCdGUcNVzKhRT7SMkFWDdOVl0JJe1IyXn+O8UBMtJmzvdw0MQPgQl34rNxUciq0bQhRfru+brUkg+vMvV9bAG2+/ZSKa1+CV0H/tZzV0dHX4ID5j+DqhHuo6i51n9VkTbF1LaMg0ouSLBVIVMtWlMg1VHTABzhMu24sb9baKHEV/Ojn4PLkk4YadgC6hJn3aJWLVUox1CvsttCDg4La75p+7I6aSD7O6d15tPHENmHBLiOdOkyElu2vIJMxNfbyn7PWjkLfxswQRFhvWKWVmdEq5rtClzYeC5xhbWfKrhIxUo5mhWBTKSWVamUYp/sG4a0YCVCaPSGgd8oiBhVTgQx+PIpq0DZgJADmRLa+amua7EtDv0FFL15YVajarguDcLmSsC0dGGkk8Decfdg9Th9u9te1KVMFU/9epqiGi6rYfJsxSk5G1tiZzuOoufYzolaOrrIinVX6chtspTV+HpJ+rheU/LjFlgiaV8NXQhdwmmLpv2akupncYusOx2XYLvEVg8HzLtMF2S13KGlBy3cdkO7jqHdD0jWT8z69d75BZFLSIDrSPv2XEQzF18R7+S1v8OLAyd41rB0U6piimSoXJMiqbZzpUgLkYK27mMPwgLkSGn1IwcyrnApq7kRVqpwR6siHIE6glrmXh47kToftWqOp+LKcOE6Vl/gkQIdUcRX/EkrWBU/3QUtji+qbznGOJLKmS3MidQ5uUVVt7eQCjftF5ddaVSJRtWK1H4munCre5jiaqdix9MFWK/UzRxL0RL76OFqU8q0aGUp6u+4mn2w7td/zPiw9lOFVLdC3a8hueLL/JnWsGlRh4mvWjYxiAasLsoiPbsRAsgyct8h6nU1rWF5De3GlowTQYfqLbilfQ8S3yYACXAd4aOhi4svxsaNf8pYfPlvx31bccqnv8Mbh3zDE2EpA8Ejo01p1dcBGHuaE3dI4RJ9tQmIPlZVXP0qUKShzxElJMx/jQZaerZAQtlXP78CbVsE4jMHZjpCjGXVrJeLKq6ijMx91HD9T+RGn+5fiLEqPaq1LUtTFWHR3EAqzLYtg6pPe9lddUrcAhy8hy3tZtPADrPtel1g40a8dFauakWL5o88G10cpbjK7fpVtIXW1XdrirgufqaI6uExoyzc6avhenmJMBnH3G7/qkIvrwUsoVbL1AwLvubJ+Oxfh30kvk0JEuB6UFR0DL744r/YubM8I/EVYcU7VuCM5TPw90GTUpawKgscXUDVdVOUoWyBtUXsK6xR33KVNp850YbIiS7YovqIeK16vUrxKy8hZL7ICoHX8yA++CdGPyeUYwkLVgqrn5pMV9hH+nlEoA7HkdVTQsmjbfsIcY1DFWkY6ZjfjCow4shtBVq6evlAW1YlyXT8qv/VK6LjCksn2eaR1JT0Joca7s6xy02qiiS0+Gbpc2JGKatiBC0tW1DtUcS6iLv7dVVL1CW8pnDarxDZFqot+PIYqvja5Rh3xLUbK3q4HqY35VSCpqz0ZufbsRLjigaR+DYhSIDrSdeuI7BjR3nG4iuWO1RvxYUf3I5/9rsMK7se429Xqnzx8KguUomUNl/wZIyIsV2XY/Hgq6OapQhqUzRCrWqlNSxEV7qg/WOoFrMQSdWZKbcmtHOTFrN0V4t8+6OipbiLhoAqyuqxzakYAEB1WZtSkVDyadtcpmCr56iHq3aivE4uGYO1jymorjBzfxeqsIbvJcPiSvNLbxLY9rtscJiiqOchSFB1gXELsyqcpsCpQul2K8v8Brmi4dxfFz99wJbuYg6aQ1oXfnuSDmlJB1vAprC6wt3lLa+f3YiSxx5Q+Q6+1eMrJL5NDBLgetKhwwB07z4KFRXzMxZfdfmE1U96bun/9fKnppAVqWp7STen2u8rhFGIqB8uxSCi7CUsUGlDSmGUYqSPVFbdyiJXBUradr+pmbYqrlKs1X3V95CFJSyOJ/7LMNlIEBapOseStKLl8eMwJUC1CU07KkyMdStZvVKqGJsNDzji6ALrsmXcYhtm5wbLs1uEXdv1JoFZQuqxTKsuyGKFMxxGfJFm3JFO3JG+KZJmOJTtptiZrxXZYhrschb5gTO+H65atbp1rZ6nLbBmWZth6igDKPuZzTuz+RdnFc0RG17GBX3OJPFtgpAAZ4EePUZh375t2Lr137USX7E89LMX0X5PJd7q/w0/HEJwgwdnqRWi3lcc7JwO6htWLea4kpo6OEt9xUif6EMKtvreMCBecVI/h6Bb0eYAKJlTadGKKkkVe3F8v2LSXdCAtIzVPl3b6Sly7rLBTLkwRdfeR4bJhpBsNtkyqAuyfqWyKcAJx14JR3jCcWT32fo5MUU4nQCb6dhCa4q6Lpi2y9dsOtlNKVNQ7XB9H9N9DCNv5jm786O6mNXzMS1qt/iafcCm+Orxg66bH5eL74mf/gEX9D4T9ImFpgkJcJbo0+cSJsKV+OIL/kH0zMVXWM0lm99G++pKvD3gMuxq0yX1EEkrsrYiDMhHMUiY1ZHPqktY9Muqg5JUaVTF1EcdEa3mT1jU+ohmaQH7giqO4lcpYkbmuJInUW1Jt7cUXtMFrQ+wkvmRr0OJ4wJqdWiKLeCSGt2GM2VKlI38jafWddlLGPFsXLZrpriE1w9Xf10Wr+oDgOPMOeKK2GcU3DRR9zNFyS5J+XKZKej6RB2qMEv3tT5ASs2TKoC6Be0SYDOeHa6Wg23Bui1gIf769dDFV80vtGtgxzHFl4fzumT0JzNxYtn1KCwk27epQgKcRfr3H4+VK2clRThz8RXLPbYvx7nv/hgfHnwWPupzpr/NIcK+oNkiLERMvocrHlA5c5a/r9pfDGUpoVU26gAtdQYsKahCkKW1p4qKyKH8zJ+wSk3BFzn3reYaQ1BFI0GNG0mdu6xedUtaTMQR5I5WB5fpTlFTgkxRNmXK/pVxxJWCcRz9qglc9qcaL1iQbYvWTD3YUlLjus9IF0f5a+7rbrqYAqpbgG5rlmO/cmSmrVqvatqqKMvXgVThNfPlsphhbFP7eU3BVuOqeTFnrEIqHfUc9TtLlo1Z9u4w7ZctHLb+7xi0dTGJbx5AApxl+vT5OlasmIlq1gINt4JV8UVqmTPssxeZGK/A4oHMGi7sosicrGblaGZdhv0+UrM6jihiJK1eIYrSShVCmTD2kT27vhCqry6pR9HD5B76O70in/L1JjVvqnir1qtsjIjGh2gASEGVHwM0xdQUVrVPWeS2ILWmii5gVsdqmMumtOXL5XK2191CHO56VnHLs54LPZ4tsOqyq1mh7meWkC5Eukjbr+q4xEwVGlOQ7X3D+4Cl0Ekh1AXbFk7z+KZIm65pGMu2mLsF1W3BZia+ES0d7TqxCuTc936CHq2iKCPxzQtIgLMMv+kPOeQbWLPmKSbCWwPFV743LNeTsbz/PbZ/gnPevQ1LDj4bHx18plIJyiXZpxvR9rXX/TDZN6rHUSfTENImhE6ItCqepvjKKkntcxX2n6w8dOsXqbQLIIVWrsvcF6Ty7qdrNgzUX9lIsQVY5NW0jpEKU4XVtOjdomxbxa4qElqc2lq3YdtM7JSDt5lCax5VxElYcWwB1QXZFitTkN0WqC6AopTteY8jjn3dFqd7ikjTonULJ2C7n9U7yXQZ6wJux9HTMcPVcraF1752yrHZv+7bl+O4VU8lxXcyiW+eQALcAHTsOBClpZOwfPl07N271QurjfiqFvFha5PWcKm0hl0Wkmpt6jItpFeuq1sThjCrAh2DFBRd7Pw0ZJ+qrGjMdFzCa1rUiVROIoZ7PKGtm69D6QKri6k68Muu0m3bzWW56ulHlDRgxFPL1DxuWFyVMJHNVIDT2cq6QNo2t9mkMi0188yhWZK2uOrhquCJ9OJGukBEs1xd4u3u14Wyb0TLcyx1jlJUXWJr5se2hKHsD+34bhFXy1q9Q2ClD2O7GQdaHPnbntUvp3x4Pw7Yv5XVO8UkvnkGCXADwR+CYcN+gtWrn8LmzW/XSXxFeLeqZTjrnVuxpO85+LjvmYp82bNn2aIrpC15POi9khHlvxxdLKtidSSzSEf8qaIr3cJqNW6PgAbUkdeJlHVrinFB6hjyHWVRVcl1VchVMVWbHPLshTAjlT/T7nKLux5ftX5F6aq/UNKxw025cYXDCHdhN8PMra4UTJvdHW6KgNhmCrDLOraFTW/WqOEivj5MzRbeMIEzRVVNw/XerZmOmS9zlLKdbzjyZuZFDTP3hZGGWsYRY921n1wYsvbv6Lf5LU98u3Ydgv79LyfxzTNIgBuYkpLL0KZNF6xb92KdxFezhj99AYds/BfWFB+PZYecZciArAalJJkiIN7HtcNMQRXbpVTK9FRLWFiG8kMS6rEThoAiGVd1GetVdNz4BZAScZGLAmVZF8uIM74umnqYno7If8L6DRJjVzy1DGHFUbFF2ySdTevCFGb3usuq0nPjttRMnwK0szcFxoxvCrNa0vqc0kiF2aJl/6rxZdww8bRF2D2oSk/fnaYtunoZuOOaZQwl/zDCU3liFUHZp3/DIZveRsfqSkSjEfTqdTz69DmHxDcPIQFuBHr3PpOJcGesWPFkncVX/HbYW4lD1zAh3vAWPu15PJb2OysZ37aJVDE2x0sLG1n/cpGMWaBUNKqwyMFQsmrV40pxk45b1SJU4wjrWQ+Xy+okIVLEVYtZxpPVWVzbX29Q2IJt2mMuQbUtXtNqDo5jr+t2jksK5Zr7S60iXrDNbF5tu0mg5kxvKsg0zJzZViMc4SJdU5hVcVPjuIQ0SCRlmGpBI4P0VEs5KG1TJF2uZlOE1fJxjWrWy1FNIyyemS7f1r1qBb687DHvYwoFBRFPfAcNugI9ehwHIj8hAW4kunc/jrVQu6K8/AnsZSLqEyS+dpgp3O1ZGmVMiPtu+BfW9jwBy0q4ENuuaXEUKV7yuEAkZWkKkUSqslGrykgqJbOvVz2mOmhLxDFd1+q+4k/kRp9lS6YsxdcUTrNvOaGEQ9sGJe0g0VUtd317Qtlf7qOWsCvctgFtyQwWY3+fGOpCkKSbAmhu06em1O8ht21vW8HBll+Y4AWty3B75LIMc1nluphmYgEn4D4Ps1Fhiq9rG7R03GHqfjId/ZfH71pVjiOXPs4a31x44Ylvhw7dMWzYFLJ68xwS4EbkgANKMXToDdi06d9Yu/avXphbfF3C7LKIE54QD179V/TZ+C98xiziT0rOVipL2w7y0a1lKT2APiRKDzNdxqpwJiDFV3UvyzBVUN0WsS3echlaOnp4QWpZFWRdUPl/+YqSmp766hFS8c00ZDq6C1yUkEzXlCq1pNzSFwlYDiJiXLsw3AIclJrMgS4EEecZ6AKln63LCg0WuiDhDBfTMME3RxqHWcWuNILe39XLRreMg+LDyItZHlDC1LS58H7548fYM74FkUgkJb4lJeeiuPh4Et9mAAlwI8MfmoMP5i7pIibCf9PeF+bURnzV7e13b8HgVUyIP38La3sdj/L+ZyvyYTugpS1obvErBTH6WEqmFGIpaX6oqGgKjPiq29gluPay/ZqSHh5JHiehxNDfcXalJYQ5Bt0yhrWsWsm6xSvP2mxQCEzrN0i21HUd3WLODqZYuLbpR5fxXdaYut0UHjUdXfxsy9LMW5AIh4k5x/Xurp6mOzxoOcjadefXLi9XXBjhLlezel6lq/6Gvhv/ifZ7fOFVxfe446aR8DYjSIBzBG/B8j8uwp9++oIXVlfxVcPb7d6MwSvnMSFmFnGvE7BiwNkwLV6BEEu5VcaJQ7pq1bjCAo44wkz3tHQ9q65jPzUxEtslxqYFGTH+pPjLo8iq2xZ/V7h7Gc5lVZJ1kXVbu/q+anxRkrbIprOMa0uYVWvHsXNqWmpq/CARcYlOmJXpCjetYle4mr8wATbDzX3DRds+N1fDwc+DxFU2Qdau+svhwnvwhn8lhRea+HbuPARlZVeQ+DYzSIBzTN++Z3mu6U8+ecyYPcv7n0Z89XA1zLOIVz7v/X0y4KtY3/t47GkrHl69utUFTd0eUbar02FKIZJirAqqbikK4VLFSj1CsACrVqxpoeqiHiSsYt2dN11e9OPbFq1aleoNCjV+RMuva3/UYXttsZtbbgFwHT1YKExhsQVS3e6aBdsPV4+pW7sun0PwxwjCRRnQ8xgPSUPPg1s4w6za4HDz/Ox9Sle9iL4bfIvXu38U8W3fvhu+/OWbSHibKSTATYCiolJ85St3Ys2aFz1rOHPxTaR+XaOoxfqgFc97f3vYw/zZQScmrWIZxyRo1LTYQ91qjjT2/4eJsdzHFlFTjKX1aVvFpjjroqxLg+6OFueuj55WXeUJLZ7MjxR4vVTUszbzDy00zAo2m0EudMkPJ2i7mfsgsbYF2W0BmoLjtlozE1u3xWmLpnlcezCT3b9sxjUF0XUMM79uIdWPbX460Mwrp+u2cvTe8Bb7/YQ1ljd7YmuKb0nJOejd+0QS32YMCXATol+/s713+jawB3P1anOQVt3EV6Xtri0oLX+e/f0F5aXnYV3v47C3bdekdMnIUo6kpOqvw0ghUisk83Ugf09djIX167IWVaHl6K8nSbvZtIRh7Bsm2DDWZe5USdCFWYbbVq7cz3ZPBwuqW4Dt6jpouyu14D2C3i1Nd1RbMOU+idR/lyC6BVIXMJflqR/PNYBLYFqz4rhuK9h2E+vpqmdjCmxwuH2O8hzs+ECXreXowoS3z+dvel1FvtDCEt/+/c9lwnuC99YE0bwhAW5i8NauL8TH4fPP3/aEOBvia27nIjxw+V88q3h9n5NQzqxiW0DEspzOzxRJKOtu4dN/OaqYm4JdoMQUlaio6gq0dT+M501/eUY9pmmVJow8posvjmHjGjAVNIjK3RccvB50zNriyo1tvYUf2RRVPcx+S9kllm43r1ts1WMFWdamOAdb2K7fIJdysBXrTit9n66IM3Dli+izXohucotDfLt0KcPQoVeQ8LYgSICbKPwhLCk5GwcdxIX4LaxcKSzi+ouvGtZu9xZPiAd88hesHHQedrfrgs97H2/YhnqCpgXrsp5V2yiihHP8OaYTVjiSaZmCrlZ4akzx3rHry0zqBCMyPNhtLdftxofMix0u8uKydaUcuMLFsksGbflNJ8jBVrArbritHT5iOmKsuwVSDTfD7OPbg74yF06XFZq5Feva15V2cN7N5UjS2l2Og9b9E123LU8Jb5D4dukyBMOGXUnC2wIhAW7i+EJ8DoqKBuGjjx7Bnj2VWRNfc33A8ue85aHvz8WqQed7x/n84OOxp11XKw01VX0ktRpPiqYQ6kgqhj6QC5CirgunPdLYHU8X4dqKshlm5itixFUxxdh014fJmXt7wxJkj7vEOJ4mjtua1fdR93Nb0sEu7PD93CIYLLh2OqZw2vsENTjseJ2Z6HatZMLLrN22uzYr/blu8e3cuQyHH84t3m4gWiYkwHlC586DcNJJd2Eba1EvWfIIdjPLNZvi68mjsq3kkz97v/2ZKG/tWoaqroOZGJ+giLGRbvJX2JRmtaVbxrrlZ9qPpnVs7mO6iXUxhRZH/bVn8VL3Sjj2My1k/ejuwViR1CxiKqYNHOQYbggxDkrdLaYqQSOn7WZIOqs3LL0gARZhYeLnagDIuO58pBfdcC+BaqV3ZoLbe92b3m9bzcUcLL4DBnwVBx98AgkvQQKcb3AhPvnku7CVtbbXr/8X+3vTC8+m+CaMiJ23LGV/HzNRZmLcjYvxEE+M99bSMtY/GGGKpS7ILjetbWlLsYYWpotlkCjryy5L2L2PuoeaPzNcx51PV+puEXbZp+mOEBQvKCzcVneJqytuOkG1l+3RxWK7OyzIuvbTiuu7hDYAzMZJOku385ZyZul+gl6f+c+dFN1IWvEdOJCEl9AhAc5TunQZ5P0NHHgOE+G3sG7dP7HHe48wu+IrXokSy503L/X++i39M/a2746NfU/C531PVMRYiQ/boowoW8X2hLLNX0po++ojqaHsYYu12N9lJQeJTATSWW4LrssKNvcPS12PJfIXHKv2W8JwC2WwiIalEd43nF5ow47rElv9feGgdIPfbw46XjqL3IxTtGU5erGGbufNn3iC64UqYptOfAcOPM8T3rZtSXgJHRLgPKddu27sAT/X+1ux4q+ea5qLsUq2xNeMxyujQ5Y+5/1xNh5yMhPlrtjARNkXZLdlzFGd1GJJCrLp7E0oEqdbmKYgu7fLNFRcrmW3dZzOEhb/g0XYdnm7SCfidSMT69YV5nJdh7mt0wleJmIXHj+d6zs8jTDBNdd7fvY2OlcuZeK7LNWfm7rSGYhv165l3qtE3boNJuElAiEBbkZwEeaUlp7rWcWfffamJ8gq2RJfM5zH7fnp695Sv6Qgb+t2KKq6D/as5OoAQRZHcfUaq65kKb6qEKtObZdIqqLrspRlOq5wO2V7u74eLMKZiGq2hVdNOZ21m06Mw8QvLCzM5Zxun0xc10HbzKsQlq+iLeVot6cSB24xBTd5lAzFtxu737t2HYQ+fU70GsYEkQ4S4GaIahWXl3OreLNnFQeJr1k91UV8XfB+46LNH6Pfx895cTxB7jEEGw9mgtzefuXCfM0noW1zL4etq3NPh+8TPENVmCia1btLrNPlMZPQoJiZupBdBO0blmY6UXOFhe0TLMJhVqyeZmaC78cX69ylzK3bA5Mu5XZJt7J67NRaBuI7eDB3MZPoErWHBLiZw61hzqBBY5hFzPuK38CuXapVbFrCfphcFuG1E189nr+QEuSP/BHW27ofiu3dh2B7tzLPdb3XEuWEthQxQoMGO0lXtoxn5tLuS5ah4S5kl2PWHhzmQk+3YdzNmeI6enrxDQoL79t1p+G2yusqtmHp91z7L9+63bzUC1cnxICxj/ffEFpXWDd2z/bteyKzeAeT8BJ1hgS4hcAriUGDzvX+OMuXz8OWLcvY39JUnIYUX3tfPqCLCfKmj7V4QpT5AK8vvF/3a09iTRda+d/OpS45QYIbMeLrYfo+rrMPk7RwR3bDiXGmlnJYbjOxmO04mQmnDMvMZWyv+/sV7q5kFm0l+93CrFt/sKA5aEq1XF15DRPf7t3LmOAO8YSXRJfIBiTALRRuEfM/ziefzMPu3Zs8QdbfL2448Q2KxwVZirIPF+Uvegzxlj1ruUNXVLfvZu2rCrHtvpZiYEqLe79MhNaWgdpJbnrqsk+2XdNBwhp2rGxYzGHHP2DzJymhbct+2+3anBJbU2TrI75cdPv2PckbTEWiS2QbEmACgwePSS0vW/a897t2LXdVy76xxhDfoHi+KH9kxdtefFjSSu6O7T0Gp0TZF1m3MNvr4RKXsGRDTUNPIUz4dHHOTCLr2s9bu30yd0OHba+t9Zyp0Hbi/bS7tjDB9YW27c7N2oQXqZgBIlsX8e3b92QccshJnuC2b0+iSzQcJMCExpAhX039+i7qZViz5g1lNHXjim9Y2IEVH3l/Zrwvig/FXlZ5Vnfs7q1v71GG6qTVrNpeppXstnRta8+sx+3UXOkEr7lD6mfJuqhtH69N/fqM7XA/PW7N8nBVaAt3bHK6j/V1WNvrIr49ehzKLNxBnvCS4BKNCQkwEUi3bkO8vyFDzvMEeO1af/afNWteD329yQ6rTzwZNzORTuAAJsqdlPA+RtwvmOW8r0M37O3QnQkz++vYzRuVzcOsvBmpB1ul4RIbJEjB1nM25DeoPzwz6tZ3rHPA5uXebyEX1wq/a6EwKbA8e20dI5CDRNTcZm6vjfh2736Y15fbvfsQEl0iZ5AAExnBKykuxBzxu3TpX7xfKci5F99M4h5QsSQwHueLHkOZMPuVsrCiuVBz9nGx7uC/0ywF23G85G+6Ptxg8crN+OhMRLcNE9O2uyrB89gmOaI+Ja5svc3OCi/3hUqfrPc/UDzdcbIlvvze5RNjcLHt0aOMBJdoMpAAE3WmrOw87Ze7qvnXmlavft1791ilqYhvWDwR3okJdKda5LO6U3cmxj28sP2duqfE2tvGwvd1si3rfR3cn54LE/UgwuaAFn3hbXZtsba18UTUj9Vmh7+97a5NLHyzH7bTv4aFuyr8353ymtZGHMO3u+PUR3y7dz/U67/t1+9kdOhA/bhE04UEmMgavMLjCEHevHlZ8m8pdrLKm4+0FjRV8VXjZZomd6fyPy98Y/rjhx/bjrevUw8rnrtPk4kqd+2qbygHanPdhFFfbxriy/tw+Uhlbt1ySHCJfIEEmGgwuMuP/wHnpcI2bfLfPeaCvGnT0pSlnK/iW5e4tY3ni6oeL52wZhIn38S3ffvu6NSpuyewfCKM4mJyJxP5DQkw0aj06DHE+1MRosxZufI171d9BUrQEsXXFa8liC+3arn7mAttx47d2R+5konmBwkwkXNUUT700PO934qKZZ4I7927GRs3LsWOHZuNfmUSX538FF8utFxY+S8JLdHSIAEmmiTFxVyQhSjLcC7MnC1bPvaEaceOTZ4rm8MFm8Q3PE4uxLe42L+AXFiLiw9jli13JZPQEgQJMJFX+MIsf02EQG9KTmf5xRcVmkALSHyzI76+1do92T/bwxNX/sctWU6HOozqJoiWAgkw0azIRKB3Jl+n2bXLH9y0IznIiX8laudOf5nHacniy0W1U3L0tbBUe/YcmhRc/xWqDsrrVgRB1B4SYKJFwYU5SJxdcCEWn2/k4syFcedOuc6XVbHcuXOjMw1OQ4tvx466IHbs2DO1XVikHTv28Ny/Ypmn00F5J9lMgyCIhoMEmCBCEC5WDn/tJVvwQWUm5uQlHO7adcFfxyEIIr8hASaIHOASUBJVgmhZkAATBEEQRA4gASYIgiCIHEACTBAEQRA5gASYIAiCIHIACTBBEARB5AASYIIgCILIASTABEEQBJEDSIAJgiAIIgeQABMEQRBEDiABJgiCIIgcQAJMEARBEDmABJggCIIgcgAJMEEQBEHkABJggiAIgsgBJMAEQRAEkQNIgAmCIAgiB5AAEwRBEEQOIAEmCIIgiBxAAkwQBEEQOYAEmCAIgiByAAkwQRAEQeQAEmCCIAiCyAEkwARBEASRA0iACYIgCCIHkAATBEEQRA4gASYIgiCIHEACTBAEQRA5gASYIAiCIHIACTBBEARB5ICcCPCHk97HQzONwIn9cC3WOMNnzChqpJwRBJF7qvHKaUsxb1FbjFk5BCP75zo/BNEw5ESAh804AjPGrMGkUVXe+rEvH4HLR/KloHCCIAiCaF6QC5ogiCZGIUa+egSo7U00d5qWAK+qwM+T1i9BEARBNGeakABX45Wx23DUrCKsn1Dl3u71CyVXh/fCj14tRjFbrJi9DHdO2JuKeezEIiyeKdPoPasM3x9f6O57VrbjFen+9inCtYl+GJbRMXqh94QNWCwCkvnbJI6p5Lf+GGUh8mnkP3VeAmP7sS+Xoec0kU4RO6cqdk5im+/+Dyozj4n98KOyjXq5ePvJ/Hl5KN1Qy3zZXQ9m+dfu2sjj6XFFGmp5usvBPr6StnF+x7J7YT27F9Ybxw9KQxxnVHkG51GHsswoXTWNFFV4IrJG3tNKmfsE3IfJtWyUdW3z7z5m7e4RQeg1T1NfWNuy+vwTzYUmI8AVs1fj3YtLvApmnrVVPLTiBvcrhjtPg39Tjx+Ca5cmhYKJwuUzijCqLPnwsBv/quSDNWxGPxzLfvn21MPF4vsPHkvTe2D8Y8ATnio8NKnKGwSW/hg8Hywdr8JqizFz/YeteMYRuLasAj3GZ1t8/QEqh7/E81CFF2dXY9j4frh2ohT8q8xKdaSynZ/DSLZ9QC+8O4CLBTv3MUewc01WuqOWoSdLv6eoVLh3wosnBsaweJNgl4tXgW4A5rKyHsDSWboHqHW+3GcuhdnP40Psz8tbhtdfXHOtcXFahXcPjZwbXg4jx5dgzNNKo4KnycrkiZcc+R/P7i9s04/P4j7iVeZyYFGqcSPOeWQm51GHsswoXRN+/lU4IsHKCiKvVbLMQ+/DwnqWdU8cO0EKf6bPd9gxM01DpTjsmqepL+T9KsppA15+pZjGtBAaTUOAy1nl9HRnXPUqb1U6tr+ywW8xD2+HHl5AO/Qczn4cN3Xvsnb6vkMLMxS+IlyerGw4FWVt2X+3tRJ8DJbGy6xlzR7Meb+qwkj+ILKW8Pul/VLp1ptUWXTG4f39ymnGeLm5h8h3xuctKMIRXjmKst2Ld1+qxvdZoyUo/uUz9BC/XKrwAXoxgWHXUinPuufLh5+nLEORxyq8z+6XYRld/yq87AmgOM9knmYm76EB8rxc5TCSVb49h/J1Je3+bD+l7NUyeFlYThmcr5Xn0POoX1lm/HysaodRiaLUNq/xOpOLYrLMEXYf1res65L/NMesUx0Rds0Lw+uLkeYzL/NFEIImIcCLJ2zzWtFBlUlFuVsIOevLq9nNLluv6ycsxaQJAZFXsbhlRWlyY7rVHMcMO8bIXhgznAnwzI14ZUoRepaziiyoQklZlUHU4zUMVllOSrmOa5OOo9LJEL9cuEVQ1AD58jHdghlff3bt/XLmVtz7er55GgPMHepaDtya28asLF75K/ctq7i/vxLe9Z434H2Hl0cn9B4T1KEsM0qXs3ID7hxQ5U6Dl1dpyL4NWNZ1vr6Z1hG1Jqy+kNuOfVl13ROET5MQ4N6zSkIrjuLSEGu0VHcdhfa3sQqw5xkud5uP72bjFdkR+NFLwf114X16hRg5tYg9dEyExy7DmKlDgh88Xikn6uiYXrQNH6wqDi438f50UuTnDVjGzp+7lNNRjY1L6pYl0Q/uVYBBfV51zpePb2kpfcyZXn9mkfdmP+uDhGqVeaS6lcP6CXtwdmIIerDjLzY3pvLguyePmBfcv55Jv3FdyjKjdDkD2rG8VgGpvtGAMnfdhw1Y1nW+vpmkUUvS1xf+aO6ePN6o97E+sK+daKk0DQEuTXNTCqty0R5sYqvF2IONi+BV8qMMt8563ucIJb0l1ajw9mEVSDl7IJLxNy01HhZWib3oVYZt0bN/NT54OsTqDjyGyG8RjmWV1+JFLK1Xw0+t1qTKYq90c3v9UkW4vF4Pt3DnJsuWlcNRIY0VF+uXFrIGRT+/H3zRBtlHX49cCT6ctAwbpyQr1lVVeJfnsVbXvwhHTAQWM6t03tgKHK4M4Hu5dIjiFg0qhwxFYmKR1+D6UNxfyr1RMXujL8pevtk9Ni0gz6HnUT8yTrd/EY4azkT96SpU8PELosxTrtSw+7C+Zb2nDvlPc8yRmaRhEnLN09QXH05aA8zQrV7XdSZaNk1iJqzFrHW42DETlgjnrfyRr/bDRm/gzfv+RmMUdGq/mWvwBIq8B9GDCcEjs5EaoTzPdD2x+D8v81umfguau7D2YsysIq+P0UtvjD8SM/wYRUrrtgijZrVlafVqALdTYaosFgsXpFcW/qjMVCtcc09yi4uJ10olLHlean8cmEU2aZQSP2VF8BHqwlVuV3APmWmaIjx1T+3zZQjrsBkl2Hgay9+iZECtrr9/bfgEMNeC33ssX5EN3mbPGuLHSlll7nLggwSFm5G7MJ8oVfL4yhr9+GW9sF6sJ49/9tKlyTj+AD2wPKfclrW5x0o31Losa3fvCgpTg6VEWemjnEPuQ6CeZb0x5T1YPK0CR5Rvq/f1zfQeUQm95v3D6ws+yOsJVlc9JBLjZUMz+hEGuZsJa4ZrS1A4Rx8kpWIOROLoA4Sq8MQEt2uKNwZeDEhfGwwyMt0xjDyVdsZRAxqqtRtQFiNZYyURtp9ju+IOPGLGEQHnFDwxgqvsU/njrtGxdcxXPfMQdG2C7z2Jqxzc55nEdX7jTXvKOK4rvYzusTqUZUi68v53kLaLJPiZ5GSvrIvrfX1rc4+E7SNJU1+kKRuC4DQJF3SjMLGns19o2JReeP+l7BxC9gn1xMZ5hWkf8GYPq8DPvrgi17kgQsjm/U8QRO1oIQJsvzKTwvEqSV0Rr4fMG1DlvxvY5FFdy+o7ntljmGUJNkUavhyaLFm8/zOjBZc1QRi0EAFuHMJdVk0RmnPXh8qh8aCyJggBCTBBEARB5AASYIIgCILIASTABEEQBJEDSIAJgiAIIgeQABME0ayomL0GH5zRr25zqBNEI0ICTBBEfuP69m5evY1AtFRIgAmCyF9M8VW+xU0QTR0SYIIg8pRqvDKtKvV1I4LIN0iACYLIT/gXmob2I/El8pbcCLDqNtK+G6t/3Jp/M9X/+ojx0WvrW7PBH8VWW8f69z/ll13M74L6x1W+f5r8zm3q+67J428SX3VK5SeDfFgusyJjKr76pKHuW4RjJ1Zh8UyjLI19LevB2M7341/T0cpnIv+SjJFG6YaGSdeqXIPvBes6ZpKemS92rddPEFMlqvvU/7jmV8CsfNXjugZ92zbz+84mlab3RTLgCf7lI7HRO/8ifODlS/3QSZUeL+w5C7k+Qc+qxso96D2mWC/XdHVD2rrDPpZdtnV4ZkPOKX39U6Z8TcvBxF4Ys2RD+HOfpiya6z3c1MmNAI/sh2snJi+k+kHvVXuwUcRhD70uvqKw/Qdc/9as/+m0jclv4qYuJLvBrjJufnGxvRvptAo/jfFDcO3SZH6Sx62YvQGYyoR30Qb9O7dKH1Mx//xZWQV6jM80Hyzv3g3knwu8m7kKD02q8j+snoU0xCfk+GfSMIZ/GSZZIY5ahp68klTLXikf57UR12CkUT7sOKPKzHw1VLoqae4F8zqmTc+Rr/FFqMA2Y5/sHHfYjH44FvC2q+L2/Wxc1/ElGPO0rLC9NL3v8yLD+87G+2Y2r6THsPNnz+jlK1njxMtD8hl4pSL1jGxcyXboz/NUhSOSXwH6UBxHzPecYTmFPqtaDtth/bT3ve9u+w0As25IV3eI7f7+h7/Ej1uFF2dXs7zq94oUMj8NfQ7rhq5/9qSu3TD+hTFxDcQ5T0L6+6N/y7yHmzo5dEEXYcysvZg3QX7Q+8OXqtFzKNu0SIn2SrJlN7wdengB7dBzOLxveL78SrH13ViNoYXJB7YKL3stK/Ex8eSHE2baafQua+fHX+p/WHyk8jm2y19mrUJ2E6Q+QM5aZO+X9kv/ybFUPvRPlFUkP96QEbVOQ5yrKK+9eJeV70h2U4uPRsg0M8cvH1e+0GDppqjFvZBRes48iHtF2aeBj+tT/+tqPTupDy0U1um+8z7t5y1VYSOr6DBFbPE/Qv/KS0x41GdkVTuMShSlzterrGfyRmsV3n+FrWdUTpk/qxXl27Cen+/wzji8v1omybhIc91S2/39g+Zy5+HyGRdp2OdkkdX6pyjgIMkPzayqSK0774/SlnkPN3Vy2gfcc3xPHDthjefq+HBKNTaWFqPn0g1anIry4EJeX17Nmn4Z9P+sqla+vvJ+aBr8w9uTJhS5v2Y0shfGDGcCPHMjXplShJ7lrMKp0+sOwS6r7KfhuKkF2gfd3d9LNvHLJ80hGyjd2twLGeXTgrfIt7EWPa8c5bGydlx2H6KsKE0e6nJd92j7qPew7p6r633nW0OTBohy4M9RlWfNaazcgDsHVDlTyLicavGsFpcGV8I8bkVIBe2lVRq42YnpIm30+qdW6M893cNNkxwPwmItoYnwBPihAWCFzYLm6THCHrLepRkOvuhfiN7sZ30GYiD6e70HxeovYi3+qUXs4jMRHrsMY6YOqXX/g/xm8BH40UvuPo/spsEaNksCNnl9e0Ve65m7teYNWMYq0SHoGZKacA0F9dc0ZLq1uRcyyqfB+gl7cHZiCHqwfRYr4Vk77krW6Dwj+J6t+3Vt531hqGeyf87V113n+y7l8lT7x5N9eKPeZ+WkVJID2rHnrApw9JtnXE61eFbF8dY7NvHjFSPD66Z2g4XgW8jB5xRI1uqf2qA/9y36Hm7C5HwUNP8geO+ZzOplNx5/iD80Iwirc9EebGKrxayltHERvJtz1EilX+NlFlbq36pe3xVnCW8F832E0O9lwlmBw5WBBy+XDtHcL1p/76INRl8zzw+rfNhDz/uder4qAjPMB6vMXvQsQ9+F98HT6g2UjTRUhIssWV4s/lEhD06m+P1RSjqpMm6EdEPvhSzkc2KRfw+aZZ6V47LrW84acMn4qesqqPd1DWloZZy2fawnkuLLK8TLz6jCz73wveg5pQxjliz1GqOpfrj+RThqOGtwPV2FCj4ugo9S9vIoXa+C4HLK/FkVx1sfeF3SXTexXXaD+X2Ofl+u4MNJy7BxSlI4xTnlqv7J4Jo574/+LfUebtrkbBT0Q94IO//BPWr4HvRMjnJLjbCbuQZPjOEDFvj3Q/thozfw4X1/m9Iy9F0YrBKYxsOgp8Fu4EdmF3ktKd6fdS14C4rd1BHfze21spKj76zjBj4ERRg1qy2rlHop1m9hxvnwW8LcFbUXY2YVefuIYx6RhTQuHyDyxMLnvY9Jo/y1Y19OViAszVTLUXMVJ+OsVMKSafLRylr5oMirTLR8lW5omHS1VnD4vWBdx7Tpwb7nypiV5yjz+h0XqVH080zXHov/87Kyel/XitmrNffdE6XK6Nf+adJ29mMqo5m9QTh72LoYHc6FpIqdv18mi/n1Rj9toI14xszRvplcn7BnVYdflzKAiaB07bLjqYMzQ66bun2xuGe97fo9MmxGCTaexso8Wb65q3+YAI5Vr4EUc0mR+7mv97OTj/dw0ydno6BnJJRVdmO4wiV6576KN1BkRnDaoXGTuAdfBB+zuLQzjhpgPqSZ5KPQSnOketyRWUhjlVw8guXpcvN8Q8rHx7F9pF0+Vrqu/eqRLnc3vehMJ+S6OK5j2vRc5THeZW/U7bg+TMwmuN2PMl92+rW5rkEDiILyPjLt2AV7H9f5W2H9i5kF57bX0peTJOhZtSn0XJfB9W/wdctse/gxGrf+SXeuPs7nPjDN4Dzk/z3c9Mm5CzpfkP0PPbFxXmFgxUFkB9418f5LTTe9WjOxp7PvL+f5IohMoXs465AAZ4h4xWbegKosjFBsKFQXVZXxrmKekXr9oImmVyuKghtsGeWrGV1XogFojPuD7uGGgAQ4Q8LdI02FzFxURL5B15UIIx/uj3zIY+NDAkwQBEEQOYAEmCAIgiByAAkwQRAEQeSAJiXAFbPX4IMz+qWdkYYgCIIg8p3cCrD5eSn+YnjWBjrpXzrJjqg3RJoEQRBESyR3Amx921F+5o8gCIIgmjs5EmBmSU6rCvjgerZoiGHvNJSeIAiCyA65EWA+ofnQfg0ovgRBEATRtMmNAK/cg95jipPTOybDrE9vGd99TLddgVvWV2F16uMA/LulfOJ/9fNVx04s8j6DKPfplZpsXD3eJpFHtn7txdvwkJJmvk4AThAEQeSeHLmg22H9tPe9T/r5g5n8L69oX/0Qn/nypiszt3MKvS+vbEx+Oiz17Urvyy38W6A9ceyENSlB5TNZXbs0KaYT++HyGf5HxuU+LF1ukXtfgJH90cX8KyZlFejBt7NjqmkSBEEQRF3JiQBXlG/D+kVsYXhnHO6NJG6HnsPhffbq5VeKcTk2+Jbt8HboAcf2MMtzaGHagVy9y9oF7MPE/GVmGY+qkt8HfWUN3i/tl+ZrKQRBEARRO3IiwMWl/ocNXKwv5x9/lt+hlN8Vldsxsn59x/xbk5PMb1oKxMfXZ27EK1OK0LO8HUY1+TmgCYIgiHwjNy7oAe3QG1XJL2Po9C7l1mhSoFP9vrK/l2+vL2L0dcptrVGIkVOL2LGYCI9dhjFTh7T4L3YQBEEQ2Sc3Aty/CEcN34D1i/ZgE1stxh5sXARPcEd57uWkFercrvQPv8zCSn3n8aalSSFdwi1ohLqh1y/dAy60Kcx9RhbhWNZA4H3UPV/N1kkTBEEQhCRHg7D4+7RlABPShyLvJ8OYoKoDrMztyijonkPZP2ahPjSNh8Hrp02Npl60AY/MLsJV2JgaLLV4WgWOKN8m48xcgyfAR0Hv1faRr0UVYdSstsxC76VZvxWz9TRHjaSJQwiCIIi6kcOpKNNNahG8fdiMIzBD/Tj0yH6YkTBjmd/vLba+5xv4gWkeu7Qzjhqgu7vz45vABEEQRD7QpD7GkGv895L5q1E9sXFeYahAEwRBEER9IAFW6FHmD/6aN6DKe/+YIAiCIBoKEmAFcjETBEEQjQUJMEEQBEHkABJggiAIgsgBJMAEQRAEkQNIgAmCIAgiB5AAEwRBEEQOIAEmCIIgiBxAAkwQBEEQOYAEmCAIgiByAAkwQRAEQeQAEmCCIAiCyAEkwARBEASRA0iACYIgCCIHkAATBEEQRA4gASYIgiCIHEACTBAEQRA5gASYIAiCIHLA/wMxXn26LkA3twAAAABJRU5ErkJggg==)
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)
Рекомбинация. Газдардың иондалуымен қатар оған кері процесс, яғни электрондардың оң иондарымен бірігуі рекомбинация (бейтарап атомдардың түзілуі) жүріп жатады. Рекомбинация сыртқы факторлардың әсерінсіз жүреді, сондықтан ионизатордың әсері жойылғанда зарядталған бөлшектер рекомбинация нәтижесінде жойылады да газ диэлектрикке айналады.
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