Ұзақ мерзімді жоспардың тарауы: Туынды табу ережелері 2сабақ | С.Абланов орта мектебі | Күні: | Мұғалімнің аты-жөні:
Саргулова Эльмира Абдуллиновна
| Сынып: 10 А | Қатысқандар: | Қатыспағандар: | |
Туындыны табу ережелері
| Осы сабақта қол жеткізілетін оқу мақсаттары (оқу бағдарламасына сілтеме) |
10.5.1.27 Туынды табу ережелерін білу
| Сабақтың мақсаты |
- Туынды табу ережелерін біледі
- Туындыны табу ережелерін пайдаланып есептер шығарады
| Бағалау критерийі |
- Туынды табу ережелерін біледі
-Функцияның туындысын табу формуласын игереді
-Туындыны табу ережелерін пайдаланып есептер шығарады
| Ойлау дағдысы |
Білу, түсіну,қолдану
| Тілдік мақсаттар
|
Функция,функцияның шегі,дәрежелік функция,өсімшесі,туынды,дифференциялдау
| Құндылықтарға баулу
|
«Мәңгілік Ел» жалпыұлттық идеясының 5 құндылығы
| Пәнаралық байланыс |
информатика
| Алдыңғы білім
|
-Туындының анықтамасы
-Функцияның өсімшесі мен туындысын табу
| Сабақ барысы | Сабақтың жоспарланған кезеңдері | Сабақтағы жоспарланған жаттығу түрлері
| Ресурстар | Сабақтың басы 8 минут |
Ұйымдастыру кезеңі:
Оқушылармен сәлемдесу, сабаққа қатысуын қадағалау.
Үй жұмысын тексеру
«Көршіңді тексер» әдісі арқылы тексеріледі
№178 есеп
а)f(х)=x*(х+1), =2
ә)f(х)=(х-2)* (х+3) , =-1
б)f(х)= *(х-5), =-2
в)f(х)= , =1
Дескриптор:
Қ Б «Бағдаршам »әдісі арқылы оқушылар бірін- бірі бағалайды
Мұғалім ауызша кері байланыс береді:
Топқа бөлу
Оқушылар «Мозайка» әдісі арқылы топқа бөлінеді
Оқушылар үстелдің үстінен қағаз қиындыларын алып,суреттеріне сәйкес өздерінің топтарына барып қиықтарын алып мозайка ретінде жинайды.
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26k6ZGVr2ancjTfoszF2PrZCd+ihIk94ui/Kyy/FFlllne1jmZj1DlZysWqzlFqGRb2eqObMmNsbMjIyZmzNkdQWqcqE0Krs6skSSKRSMRxMUYoopFIpFFFIpFIoopFFFEfpNU/JD/yNexOhu9oQtHEjhRwo4UPRSRHTTVnCjiRwo4US0kle2n82bE9pfDT/HZy7ref47QfRZKRGRZJ9Gm+iU6HIjqGSJT625MTOTFZbOSRyX0S1WuhzZp39e/e1eK6JaVuxaZX8RD9l0N3/B//xAA9EAABAwICBgkCAwgBBQAAAAABAAIRITESMgMQIjNBURMgQGFxgZGSoTBCNHLRBBQjUFJisfDxJFNzgqL/2gAIAQEABj8CTKHaVj3d6xR5ITFRIhR0ekvExRYNHo8ZAk1QeLH6ZPAGFRECpCyuR7kcJtr0YnKpkKPuupPoChtNgHknva7ZLI801r78VA+jDTCeARiNlE1lEkzKaDwuU6DcJ+Igzy1b1/qt6/1W9f7lvX+5b1/uW9f7lvX+5b1/qt6/3Lev9VvX+5b1/uW9f7lvX+5b1/uW9f7lvX+5b1/uW+f7lvn+5b5/uW+f7lvn+5b5/uW+f7tQ7xintPQ1g1J7/wCdDwHadH+XtOjPj2lnie01cJxSpHZzF1YDzRY7xHZ4HqqyfNYm9nnn2Oirq2dQCjsd+rPaY7RiVOzx2me1XVwrhXV1fVRXWYLMFmHVt1ho52iqvgIOuugDCTxMUWUeiApJVkzR9E52L41ms6h+zljtr7lZVAWVUJ6zS4gLZ0ibjccIqscPJmU2jsPFBrWaSEHdG681W70ixOY4ulTg0i29G+3BR0ekAHcodo9InFjdJJ5rK/0VQ8eC+70VcXojtOMnkszvRZvhb0JnQuY7nB17RnVGoLYBnmUXDimzUKlAsLfNGeKhhKaMUkGqMKWn4TqzqzUXeuHqsyhNx7TU7BQA8NRUKt9UdSuq2qOpOqEUSp4Kmq6LYbB+FN0Hd6cZRLpMiKcFtQpQw/KJmaoQPlCJqFEQUSRVbLtpUBpzXGF3iqj1KBqijMoBs+KOMeCMrgty1bhq3LVuGrcNX4di/Ds9FuGLcMW4aty1bhq3LVuWrcNX4dnoty1blq3TVugt01blq3LVuGrcM7WXlYn6OGGx1mttUTX6LoFjqFCSUaEEaiYmFPUGLKDVO/Zzf7YCBHAc/BNijh3q9Ii6BqB4/KP63Wj5gc0BW156zSHW4c04YYLaHUwwTXgnmCK8dTqkU4IeHVlrAPL+Y3CfpBDsImAVEieSMEUT2D7QKq45oaPDeazyR4AcZuqOCO0KXRaBZ2GZ7pVCCokSsw9Vo+OMq4WEjDs4pJ70cUNgxUoSRWyY25c6L2TSaF3Cer0U7f7wTHdCHQxI/Zz0keV/lRH/AFPTz34f0hP6OJOidiaxtRUX5laY6HCGHABApNURWMX7t5FEM/7j8Q5ilE2ADozpGR7CmHRNAf0ukaCPByxY2FoDOla1kUniidCJZ0roDf8Axp5DmYMDMjYEyUAPxHSuL+eGvxZaDpWtDDoKU+6nymg5WaAN8yFoi6f4xg/+n+laNxromtnSDuxlA6fD0fSaTNbgmN0j2snRN6PG0k+XfZMBA/eOndPOIK0Q2WuGj0eGWyT4clV4/wB/56rdGLNEfUjpHs4HDxUMEDWzScWz8/yGJV1mCzBZgoxCVmCzBYpnwUyqGVmCuFcLMFdZgswWYLMFTqkh1TKG1a1FGLwWbhCzVQM2UhyaO+VE8ZWZTKzracI8FmEeCzIjFdHa4KQeKw4qKcVbrD1bFFfCxN4rauuK/wAq6kdhC46o4LijJJC4qy4/yotxtkXU4wiMYoYKzhAB4JNlGIJoxjat3rZeCpDws4UgyD9KJ7rKZ+FOvh93+Ux0No7HCLaWwz53WCfuBlCmzhi600R/EkV4VTekNGj7eNUQKTpJ8oTa2w0nkgyfuknyhMYbgR9J0Rmm6inDih2sYzErN8LN8LP8LP8ACz/Cz/Cz/Cz/AAs/ws/wg1r6mllDys3ws3ws3ws3ws3ws3ws/wALP8LN8LP8LC11dTPp6H84Tfy/TbqZ1qdXRfmCb+X6bdTeqe5OHV0X5gm+HU7gsQ6w1N6sKVPU0X5gh4a4CjVS3VGpvVurhSKhSNej/MEPDXhBl2uyoNc3CkjU1SU6OCplR/pUQVYraYYTjWeCvFPlbJWj8U28YVOH5UNDAsWJo8lXS18Fh6R0AV8Vm0iz6RBvSHzQ2rdy+0/CArOrRQMxW05OrdEyqDVaUA8Qtl/qo4oQYK0THVlwTPy6o1S4rSXLAb80YxYeCzOWYYlRZSm389TOiw4m81V2j9VU6MjxVme5fZ6oYMHqjPRz4qXFkRzQw9HT+5CrKd6n+H6rR6R2CGuBum8sCqpaFtGTyR0RFDFVClvDVZbJIV8QTdG5kGDqc7kJQGGsj/MLKKmnz+ijD4LSYhAYgcJmJMKshPNdkSqAlTDkwADC4Tq2mtPip6NnoowM9FPRM9Fu2+iyD0WUei3bfRbtvot230W6Z6KWsaD3DUQ63FYRdUn3KQKp2zmupwqcNURhoVMLKrWEKiLBSePJUIbTgU2ADQcVtGlOKE180wG7TzQE/wD14KGnh/Utp/DmtGZ8sSa6aD+7xVRqLeaBmymeM/SvCNLLuw9o4fWE8UOcSeo0CocJlSDI1gBpc42Cm3Ma5Tns0RLBxWJtvpQHZqBsKC/viL63O5CV0eFm193AITFKU1tewSRSE9rxDycWt3gtNX/YU83HW3C7DBk96GLSlwE8OrsnUALDVBKLb81umqGiBqLjYKmuqlYixpPUwceszuugJb4rNNkSHTPNHLtCHK8V4XUbP6o2n/j9EG0gIjmppf0Qktd4rCaody+0zF1XCOCG3/tFM8I1OcIqIUOw9SysrKysrKysrKysrKysrKysrKysrKysrK3bnEclf74+Os1skTyWGSQRxPWpc0CvP0i3mp/unrAgwQsTyCe7rQVUz2//xAAqEAEAAgECBQMEAwEBAAAAAAABABEhMUEQUWFxkYHR8SChsfAwQMHhUP/aAAgBAQABPyFWNLXKckOzGmLiAx1a9HvEarl3XVeY/TS5es5KeTVOk0iomioXn+PLdBhvHTbHOWY43j8faVwSbp0xpnXrGzJuuHondTfF/wDqOEl421ijqOfECzTboLu4pqOTEPMwS3edzcTMFJ+EWoTsgCCg0P4W4E7st5G16RJS+AL0hwkA/MsoWr5mbYxMLFQYvpXB8tny2fPp8+nz6fPp8+nz+fPp8/nz6fPp8+nz6fPp82nzafJp8inyKfIp8inyKfIp8ilmwanJWxUy7r/Xuctlp9HydpVbn/YyXUr68N0H+yMvn+L+pX0VBk/WX+yPTD7/AE1/SrgLbkX44VwrhUrhXCpX8lQnCaDXaIsLH6KlcK+ipXCvprjUTIbAJyoNGkIFp4H+GpUrhX8Q3DWXkjsrc1w8ycx+ipUr6K4VwrhUqVKlkaSpnsbBE2pgPprhUqVKlSpUqVB1EWqCQ314Id3DACasIgXG3aOUJ24dfx1wqWpbpw4DkzFDkrhcXoYJnbEx3noIBNSUvCpUqVKlSpUqVK4CmkV5lQ5Tu3E1QRBqwgG0UDPiL2xMphgDEtSpUrhUqVwr6REtFvhmv6RpiHSPA4Zqby4jT6K4VKlSpUr6XMbwiDQm81jNYJpE7y8jT+BY7pp9Oc6sutZfOORvG9Jol2TUnmV0lhFPqqCkv9PbTWWEySjo8wMhkz5p08UK1TLFLd/aWqSvQibmkwwsgnTzzsj2lcdChLlLcogCaMqCWJV1M8PKhcWDLWIACqWKyhItaI8oBpJma7QEKvECcnJTAIiNL9ZYc0EVQCNadODRVlbLYDCaMrmTbvoSm0cl4KqYqim/ACa1i2o3ps2BzDhKooj2QBWYGvL9+kGKGgB7zTq9ZznoDGD3jATuOK1mjV2PeGrejIv8wcDFGHvMIN6HvBb1y09+BnLnxETdkrXLzNWrI50zZeTB1XzzUsapeuIu1AoDcAbOFtLadZcVpU/50peWIUXhYLX7Z3IlQ2t5jkkdi8zHmCmLmbNdVayw+ioncOqakESsLR9iXClLk7oCq5MdYZR0Y7K+6bicjCxxhvcAzQDpUQWEC7GUtAul1icy6AsVM+3iY0uYwCVdjKMUGVxaxdwxKxwYmLuhactQohV3ioFrlVesLNzloQQjMDKIip90wIQoLjcwrva+AtpI5Z7IzXBTio7h7DaJUg2JcwVLVGVemmIK2istSZYcBUUJSDLDZc3JyhHXDQlgPIks6NdK6+0Zlqs+qF5hpe8uQVZ3RlRUq+RFaWS0SPSk5Zl9wN7RxjUit2X1DanOEwlzi5n0jFX25ow+ku9uKa+GXlPhjUKHaBaDAYBV2nwE+NimXxzLeXtPi4Bp44rY5dcRarwx4utIEo8c+O4ThqVxWPtPg5nvL2nxXBal9GX0ZfRl9GX0ZfRl9GX6fVcvhcHhcv6M0daHOY0MoeOcU5unDa3RxOX0M0ZhKgVXzl4lIDSgJQC0pGXqmY1F0asVVEsvMMnGlX4Okv7ysVsGAVz/ANm+PYwzfsZarJvm3PvLlLWnyp/ecNJtFmu4AMMpT6Vv5glshefGeu5EeYZ2cjHm5u+h0lNTO3p3SoEyhn+ox1VY7GM3dOOw4ECoLZ1Eyzrhl1hpxTXFjtHSB3Ip18SnXxKdfEp18SnXxKdfE6IFfTpO02mms1m001mv93y1a7xBMsg6ObyzBQU6gdJVSiKt3d+0xXirK9ucraRfScnvBRUpUxWFylIauh2gwhDmaS5eYUVpt95dYxppuZeMLS8zFeO6vmioxgjeApV+0Ru8WuYT4q4GMj/JRaBMDPWKgJ3HWYr4aZYLf2lGhLGL+kI/VuyzFRqHVWbp3Rl1Yg19yBfg3aGwLuRuNLEoYRpXrrvxUOG6UdTLjuYhuDQVhMMbewDNYDtgmWChagz63W4crYkocNJZNtZJBXV0zMLFVK9R2YekblNlgvLwh5t6HV/YPMJBQb9sfykAcs3O/wCDX0hrRsVxuEYEby8+IYUwd1yHPKqluXUky93JEwBFPCD9x5+hLEiOKALv/I4AlNgwe8r16Hav84qRaQHPD241/ertpq56NRk1a2GFOQTUvSfKTDeDvBSLG1yvODvMlafWBYAust4nYA7wqyHMmAdfrKtfNLvel5ZR3jcsFFsr7d6zAun1m39yZQyPWAbQnM+nFzArrmw0HcdntCxgDk7a+JS1vbZ4qIdQo5zyevWGa8sHn3m5zazTNzArYFPpLAMhhS9b950AOCuj7zlHVVXSogp1a4/7HPLU1TnjXrNGbStVd76ylOV1W/Xr1i6kAXWmX3nSKjTmVzmDe4s0zmVpoNMZiEts5VpDIaH0pI0VNNdfaaocf99phDZbRr95TEz2AvvUCsKs3Wmr7THaHuaftQFaQC7mkXVAbd/RXVplWnnfvFL5nn392CIjXfT9uA13lcGTC+v7zZlQNn194vra9c6y5XdrBIDh1/8AKEFmaXpWsEArSzPWvzM2RDJowEBV0z39mHGiwOpMjKLvPLWJItF5wjS11h3lkExvz0goBb6+v+QyYFib/wAVyssdzWEpTpot5UcxfF0GVvXmE/Eo7Kq3NMf73l9I6AdRt6j8wVoqW5CkT95y49AqxKvaNyrWLS+xY06a3JSxEQMm+kzazbYNm44xVLuayH7zlSlNV/Eg7im1zuULmOKI0uFCda/tmrkGJ1MdX5TqPKdV5TqPKdf5Tq/Kdb5TqfKdT5Rdi9MtYHqqXpOt8p1/lOr8p1flOv8AKdf5T9inUeU6nynUeUGXn04fcMSJBEiQZiSpUqD9jefudX6TXoPpqfYP44fcMSJBGGC0uy4kqVKh/W3n6nVlSpUqUw6H4lSpUqVD4n8cBfdYwwwwap0E5SrH6A/St5+z1ZUqVKCzcZiHJrKlSpUqHxvD79jDDDdlafrC0YFaPH/pW8N/v14iVGWDQ13ZnrM5qfb6RFdt4C+8xhhhrvm4E9yIu9AistnH/XN4L/XrEDWK6INOC2JynIHmIKQ+sA3gljUjWK9ZniFpKQ0W+AuFWSgmKb6moiiKGSs3Bas4bQitp0n/ABcsblHlrWJiJroyL1iAtrNs8JbBZ4LMzFqUdWKzsbsKnqy2CoU7ka6m0BNA4lI5nSjyhDg2G6DBnbVmEE50NC4xTVcPCpBXM7Re8XLaMXp6o1I9tCLJ1Ilp1ly446QtSxqyUmmrrqjeFoxULIBhiTiiv1iH6dWWzghCw9yNIXetJSkqy11jbDeMOaZRF8hzULAHk1cYpcdVqYcrDkwdpdKg3Ss1wO8gudVEI5791Cm7wL+0/wCvTpeeZkNdcf0tucqqBgX1jXvlrMVu8hnAoeq3mZNdazq4nSn5eCH9kwMKx07SmsLB9/xAB0JjFmUWkXUwqTtrBaCXMlmUyenByy16RFeYNeq37zmAaIanD0Re1Byh2tMy5VsN50tP8hWFhMw19mYQrQ5rf5g1wvzTtkEOYoD95ozYE66e5Lr1N3Xb34NixoIgCiDo0jmA6Ug1DmjWA3Q30QMxwRvic+Hz4fPiM6nuAeB1kldkLUDHW863r3YsWxoMtSzn1Y5rptz+85gncLmaORmw/V+8oPsGkvaKNCgDlTf5gLYZodA6H6Qy82dYqNqe53i1haFYDTbzECrJuuS/eWG8qD21+0IbqNUdZv5jcmpbureAW11d2xu858zYhTd0s/MMKYIpa9MZ7PmPsAMqXI/7EZYHCvR9zxGjAPRvhnyqVcU030dAihQl8z+JnRLZjQAYSUaDk35RWVrTb+L0z0z0z0z0z0z0z0z0z0z0z0z0y0oBdZ6Z6Z6Z6Z6Z6Z6Z6Z6Z6Z6eK19Xo7ynNsja/oM4AA0xXvDJk0Tjf0ASDRFDSajxBFgC2biH3r7Q8zbmV/FcPeAGXne0GuMX2jo3xQ7K8NShkDAOtl3H1QnBRhrjQsVSasfiacaA2J045ic/4igDf8IrBok88cwaODRyjSIBN2cfSOtlcypjRmHIKOB2kudNO/KKFoxhifGwAQNjhgQC2XxOtZKmg4vgiC10ggOEuJl3Kpwvhz7G9MeYNbvLWPpxuOd5emkuUVu1P3TtKQxwFPS/eGA+wyv+zAEV9Lt5mahNm9a718xBbv8A9S5XeUta5hpO1b3EPaRUp1q2zr2RVQ35MGTxADCN+cB3cW3raXmtEejHtOXIw6CdOkw0rVen6JYYTF4PbgsNRyWWLKCOF6/RbFsWxbFsWxbFsWxbFsWxbzS2LYti2LYti2LYti2LYt/vEaUiqNstVfR9W1WLWqmU4cHWr6lE1eTnGEUg1d/4slVSo5L7Ptr6qUl4UuaeRRSg+pEeGFEsBl5/3//aAAwDAQACAAMAAAAQFdhNZxxxwN5t90K1LBTYapAh1NcBWMIUEp1JAQywsOytkkkAw1//AMKailPa6+qgnv8AiNLQOyfe8IO7IS8RhBxtW0EHTzhhiOXcikEABL1Q1whj89KyeMIDSu0PV3HKYIg7Aqgc3jE/Q2yIzCvfII0OI59Lnox7xTo7gsuBB8sJ7KKCK5sgRJIbxXWyGBTxbLzXHw1EwxxzwxyxzzzjyBhQzCiBAzTyywwwxwzwwwxzzhy1jTB0TQxTzywwhzjzzzzzzzzjzTDjDzzzwUXywxzzzzzzzwaHyQH6KTLgjYgL3xLPHCWPUtbPmXwz0wmFzrIqG67zXmtflJttDbq/z12cp7Tu9sZxPyiyyxxzjxzzwzwwAwQTUEgAwwwzyTjTxN+CzxTzzCDACB33CJCBDDzzTzzjTzzDzzzzyzzyzzzwzzzz/8QAIREAAwACAgMBAAMAAAAAAAAAAAERECEwMSBBUWFAUGD/2gAIAQMBAT8QpSlKUpSlKUozeyHsv6fsfsfsX9L+l/Svpf0/Y/bCbvBc3xXT5fblSjbLJxJXGp2d4FQlaHeiFGE4oJRpp8CgYyGyjEpIQmYNEEqJTDeGqQhBPpBBM8O/sS/ZQ2QaoaJWj1qLQoEQlWyz0MS09iFRtUQStjaa7FS6xPpBS9jR9Ywa2QmhIjI4NMSa3hGJM35UuKUuXaaDGvJmlUNUXY+hYYkl1/im0hNPrkR2F9MPaLxqmtjk4IrLwNaLwkq4LHh9Mlaz0YQNENlMF3ge2LSD+0J2OTWHbJWNhsIT0IbfZa0sV4UwmNjVFrD2QXY3mb/iNzbE7yQ9MWKcjV9iXp/Q/wD/xAAgEQADAAIDAQADAQAAAAAAAAAAAREQITFBYTAgQFFg/9oACAECAQE/EPr0gmdHieB4HgeJ4nieJ4nieBQJRfoN7X1eNfO4mJEp/C4bhTkClrFKUpcNENk50RyY7SoarrHm0RZpSlHsddCEW0iCGMKlopSlKLA4Q3XhIg0/APTRTSV2LNehv8Ejo0WDXQnEvkSPgoysa9JCLg9RpDVyU9UTPRBaIYm9kMaKYzUGnRokYUTHBTkSWJG9cCIcI+karhnseR5CRdDR8o8jyPISLgg8if4QQIovB1k/JE3s5EUEPLbfP+KSb4Gy5+jOA/lhNmLEJ/Z7jg6LTZL0PcbEwxTIosij7nFiKhPD7YgEK6RLHYIKJT0o7RTUZ3UU2WHwQg0i22NC0JApUPoY2q2UBQdeif1rEPeE2htvWED9wWudihQSaeL+ok3r60toau/K4T8BvLF/f//EACoQAQACAgECBgICAwEBAAAAAAEAESExUUFhEHGBkcHwIKGx0TBA4fFQ/9oACAEBAAE/ENZhdC18pfAi4RWSjndDEAmA1WQozycuNyxI0tiX7RwgrkqiDFmQzk84OctnDLZd6uYjAuBZaM7WmWSlIbHI9yDZZr/EtLmtWyDjPf8AUCI2pBpq96fSBfQUIyqnqgCiTtXQRppYMcPECYJXBg3ePuGX2dVHya8LlJC7P1Nx+aSNbUAdg+bPutb628nz8DKo8EYRq0oUY0GMx9dBVV1m99IUzQ7Q3Zx0uFsdsrFVfmDAGAaDiXLly5cuXMQ/xo2YKdV1upZuh10NAv2jQfaKUnRXBqPLiIuxs584SA3QNhRT1TrcoyqFYWiGNdTO8d2K0WWuKvdhzLn2b5n2b5n0D5n1j5n0D5j9Y/mfWPmfWvmfUPmfUvmfWPmfWPmP1j+Z9Z+Z95+Z9t+Z9p+Z9N+Z9F+Z9F+Z9F+Z9B+Z9F+Z9F+Z9F+Zz6a84lQjaOd29K0nMTphplSpUqVK8KlSokSVKlSpUqVKlSo1bZmJ7tlG8aA64A8uehERdWJUqVKlSpUqVKlSokqVKlSpUqVKiRbN8hxAAAUGiVKlSpUqbff8gH5lSpUqVKiSpUqVKlSpUSVKlSpUqVKn06qnxKlSpUqVKlSpUqVKlSpUrtKleCpUrwaBv+BypUqJKlRJUqVKlSpUqVKlSpUqVKlQ3qP0b/MSJElRipUqVKlSpUqVKlSpUqVK8FRP/EZ/3K8CRivErwV4lSpUqVKlSpUqVMoA4IC6CBtBBx1g4GkmmVElR8CvBUqV4leCpUqV4KleBiudEZVaxHeZutY5C7lJjBB3/Bm98yokqVKlSpX4CvBUqVKlSpUqVEsDnC8Uyd/vaMcObtPYQhe2sHqJ66lSokfEVKleCvBXgr8QA5U4xLFeAXelWHIRDUtRLe9f3HDtx50/P6joiqlSpUrwV/iABQKOcRHSGnE3fLVAi1UaSN7HlEbgpAkxmgB6RpgA0+9oAmfL3lSoJ2fBUqVKlSpUqVK8FeBwKq+tSr1vSEULL0pcxrVoQlSRcSolrgKqBgRyoVdvMiatepX7+f1HTd5kzwY7Sv8AIACo7lTMpvziRC05gaQDljF5MIrJQQbrRmXh23pNT2PvaYizMaK6keuCGYyiR8RX4CvBUqVKhvPnGyxryiK1tlTICqxfpyxuiNd2KgXiKjhjs73FlGNJBI/zGSMqVK8FfkDLpKlSpU3MKvKAVQUEq635rFs0dOsr0yv/ACOCLv78xKvj7/ftC2luHpMOD3QbKYzplSpUqVKlRTg5Z96hawzbKlPWVMY8B2lMsu1zFpZqVImnSYFYDnzJua1X8VKrRbv76x3XQmuJZWbXi4j/AKYHc4uaUslSpUqV4BKHE+9Sk8KiRzs60IBCHp61Jy27kDtpV7pcO715ggFA1Q846TMbBfDpnOPNtwuSHAksgrSIwygjpNBv4uPKZ4SShcByrmHSVKhIpTpYd1PZjftFIELHklqvpNtoLe0aiAVo6zi+IYReRU82JjGRNj6xI4VQDOpyvSMDQ7j+oP6vrlsu741UGIAZXAVWwa3zuXMIdVDa5AFXUytjTYq6gVrd9GLLiBV2FccxBWz3LlHNdCe/aERnGr0e0NMjqE/cve4uiwEDU7MneicPXaBjTnpHZ6reUvrjziOB1KFpNZ6fqMbXkCMt7t9YhfmOAirRnm4FMMqgTCYFMLtga3z0Y2UNVaO136tC2wWf+wqktWHgsNBtCK5OinzhXQWYAhHcQNEmYAsKrSrzjsuNwZOhT+40CCpah54lANHb/wBRDEBURWMDq5R9ukVofTiE6SsUviKCGwl0e5F6xiDovV7hlhHhlPMoV8UDgShk2D0JduiguECBVfLE8dq6HzCZhZgI4dwwgZBECZb6PfcLqJbD9o0MzqKLzW4JsLWpKcfahtWLnw1es35RKkYFARXJLIgK4JwUXB2DMotCs9ZsNwpMue8TawUn1jmBac49faZVwFMH0juBaWNvn2hsZoFNryIodMPNOdvtcYpBsLOp76gWhVausNvTfMcwsCVdBtv9xFHR9dYnKKir0fSADQubd+cQwFXeaDUMqKLsYG65KzMyvMPoQZDQtNwuiDVPSCNVLwPTvOQiy4yKINXzEeTMA6jDYapl01b1QIYFyvmCAa3XSBpS1Myt675ly2A1ZFYgoqIOIjhp6wgLYKTvE8jg6wAaAsh17xsaFeUXaysjoFQyx+4cwCt1V5cy8SLXMA3vpM3UsLWvaH2gS0rG7R7fuWm4Nq/K99wiWqIJvNEpT5INpo7RgZTDhcXGt2yLQxxVwAdooFuLgJkCshnGyNFAFigbz147StiWxIJkL7pbYNQAlDFPfrEWFsGow64b6LB9moEUBWPYC2YlNcRAcVj2iZql2F6vV/ai042FCBXXzgBmURnDeun9S2SRZGLGfKrlUAgDSjmNr4pUMPiLfNcKJKUPNMqvzX9xsQOLf3Mywulf3Eh8kgWgaDSYkxMhUmHuiQmhQvRLjgtMLXaXvKDUM4IFQmhWc3AAo04QqoK0q6HpBAYFUTUBjNR9d/ubCi7qn+4kJg2Ftykr9yXhVih4eKQGWX/5S8ryvK8ryvKvUfMfkkxleCBWsjw+CBrK8EBxkeHwSNZXggVrI8J+BGUwLa6EIBFYcK0Xey8Xy+PVGLF6Wl/p9vAdBAW2yeFWUzC+GvL8FQvEwiq6qymdK9d5LZ9fmaa3Ha0q5Q0TRS47GhHCmknQbces3ainfkTLZAApLNMVDz4vLNynRewIfSHKivgtbh2qMqrQstar2D1lRVyG4rCvigeVxxN0NG7zO1h6uI/4patl1a6Y7SjDQW6q9zShQcZztiZXNXgLcOoPU7xEovRAKdsOy+73hlOwfhueMyp8utZ6xR7d4hWbAq66JsnLzfuLvsItyXp5xNdgVOCfPJudD3v9wVuau8WzvEJCqG1jb3mt8bi3UKTfWaks+hT6FPoU+hT6FPoUbGCvlUoZ31fwcwXFFOiTZhV7aqUYdKguFnhCK4lh1UqUYdJbgF7hFcQQ6qf7uD9G9Hn2mGmYLeMl1cuOc0GHNbqY+jEL5+II9O2OmxxGCb1VNf1d5UZAjQoO8Xh50lQrUbDFhnoHWCGekKvLy7xBkog0zd8Swy9iXqya4vV6gCAwHR4a6ztghUOU4lxz1NNNLre4dDQSBavAfsQCgwyGL179JTnIxAKLVnK76xoBI44rCnBk3mNAWgAvtzAmXgQ2ce31jij1S1XRSjXa/wAa39+xyM8jZmNR0De0+VhF5q+ZS5PIZ5PMnF2bl+y95RlqtDxbXmFcdVxAAoq+nmQwyAnQSPeMoXEAiWw0h7pcK+S3QVxrEExWgoyPBpNFEe0MygF3Wk7lXeIM+7+UqmrbpOcQeIZNhwrQoVnQ6hqEaNwzXJcHRkiea88BLWUCneGoEu0dKnrPe4qsH6QGJhkCs8ncVI6kZ2sWN1UXZ5Ry5TVDLAoMil1xBsEjb9lp2/THaFV3NR7moUtQ65xUcKCG8PsYP4Dc6lXN65aAFWys3WZRxKOCVKOJRwSiUcSg6SjiUXdSshgqUrGjTjCUmZpB1g3QF84B6SiUcQZAeBQyX7JQ1iUXdZlOCUcf7u0UGcANh7uoi3gaSt1X8kU0sFjtz7x8p3j3fh9oNWi604X+B9oqSiBFtXf8PtEQjot10NP7QmSLBaVwVf8AELi6aG+HEH38iooS7P0+0771LOYOCi1Nc1uLmlV3Y6Xf8PtCtTXrDv8A0+0LG9rB3/p9oMzCsdDp/TEipVbjg5iaKqLji9TK5YWlcFX/ABLs1KClrdfyPtBrXdJZjH45IFgaUNYRoro9bxK1BqbFOy5yY4xVw6LxKbjlgl9mPWZfTmCihaXhqs7x3igvApYtBaVbd7bcSnUR6KPXnLz7QLzXmmDS9WPv2jaRlMUFK73X7lGpQRWlSXwpVo1jY4M5y8gNRat6aELQyzSYvXXcTpyXLVuMf+u1GJRUK2aW+osNpshutLLHuUunQl91mxGjg2ir83Eu5wwgomM3WlX6xGG1BvhyOj9X3jhcFG3IKc51gxFmvG0xNVlvPlrpmOMGg7spWei3Fnu2scq/P4su8Cr4ZJnujYVWDRyK98KIvVaKC5/VoiTwNB7GXvDUoBRUUBnvaCADSrykz7oMtMjXtR5tdWMVqKpkKv8Ap9oesspnYjT/AKIkp3AKZDtlyvUCyh0cDj5ouOmwvy1xsytFBJekbx6w7K3tF1V/o84NDTDd03W9oKgoI188vNW1G5BRANCN/wBsOHOjrzf/AMTf5IhEq9nY+UTxvAclMPUHmwQziAcjQPdcSuMFA5vD6dGANvdXJk9mDAUmNgVex3B8zAnB0nNxOWFnCWvOh9oOQMUNNq91NR4QBAObEfpPpD+EWsDpP8OoG1bS1ZVV1TmU5OohcqxXZ9oJwgFEpL8RwKFeDW3slHiJUrm5gZ+Q24EWMzs2xrGA1uKakZrUdR0ETuojvSurOpS3ZWY8d4ABx2UJyTDUSIAp0RQCsD03A3Vdciwu+6hCsQK1SLFZoSpcU3WNv0eA7dkBEACsEK/xLadT0MYkqjzIV4yhBxVYWOYAOIulc1y7/wBtSoSZG68okfIiG/sdoh9D9RPf2u0Q39rtEPpfqJ/S/U+hfE+pfE+pfEDaEarTR0jkKwCcXXTylP0P1ObwAhnH1j4n1j4nefTtPoHxPpHxPoHxEjEUFmi/A397B4fblPTxylFa8Fhlj6T0Q35CCRIkSHUGLPcGVKlSu0pDVB/7vA39bB4dc2+NKmkizwWWWaft4Q35CDDDFlogFSKG06afkGr7eXh9CaPGs3hA3bVs29IQeEId/AYYYoX6UgvysGFRgE3f84jqU6LqTy/j9b/enwN/YwTsTtztxKAtZc5Fyu8W8twvt6nDOxPJGKW4/gT0H/lGGD9joQrWvPMwV7u0RyzeDfiEnZL396fD7E0eD0JfCK/+ZUaC94egzrSKRt0N4h24b5OzHtj2yhuP4ktPZ/KUggVxbuU0810R6TSOhE69zKbwcv6ioM7P/EsA7BuooyHmQUEWWKC/LmWRQ2NsbAiGqArw9ZPxKQBWroIdo5SQV7bqOKs0LJniZSEUHMa85YgFND+48tqd2II6llUyVt80zRpy7IDhxVzL4Jr1YHmRQZGk6npKU+9kEmcs96GdQbRVdL/tekVgU3qfqDZbr7OMrLQQg5wPXBDb0MRVlddw9IMqO+hNe0JhkW2mvaKkFK5g7FxpV1RdulPXmBxgUDsejm4Ai2W9unhlCo3cAzXrMqJcJoekeZQlO+HiFcpcODzjnrIWuo5QG0c1mC5Mq1o63LXPnPL9VFCLDBixRqD0wkXciDAjsAU0NSm0zTIo43KG1R3IJSilW3iYLJyA4mNEQABEXJQKkLqnVdu0BH2zXRg4aX2hDz10QDInNvrPbmpQu/MqaZTYY6lJiJYOoEwZYHSFwHoLC0s1Zk7+AqIcqLAWYzqbAhDbcIMzoFkFRSfNia1V2mWOvr3eoxWCEODInHeLOeqIW815x3FFY4DGu0VAJ0w+sRBrIynt2hFO8ZAC0VEBwMl7ZtGwvEGoTV0Pe5W5RFMvMi1jofUVDncVydOC7FY5IY11ScMaiy5swwvYg5E9oCBWiuGSYBdUnwB6VLqgtYhQbyCKFiEECjCXYJqdeDXMUC37Mx+cba2iEIVkNXvtHQCU0WOuC+uyzNdIXbcoJEJdnWp7d45jD3wKbpxp7zdyihqreuzvLgDJgvIA6UfuX1gggb5Bnpm843yMK1DStdH78MHYE3rgzDZksGE9o/Y92Dd/0+0aduj7w1N+BbWb9QQBDsmNMbspAxDN9NRbf3O0Wbb/AKdJ9g+IDGboo9Q8Dxt5Klop1Fi6AhpoFs3dD3Y+qoJN2hsaKMZ1DM3QLLnvrJrVt7gQClijZay4LVoxlgLQbyKGbvGur7vLLUkQF2rFVi66PaCGMnqaVVXjHvDeFUvBQ16r9CBw0AMuKKOvFexwRavUVqWVZ+ntDwIK1pz6wPiRnkWNOzZ3jNpE1qMCn0y0+PuUF6Ny0QStSB9HS8O8S/Q2iiuQGMeSVurLRUU4bvdMeFay6Uou7R10tLqnVpy1qeYr71CvRBbg1Ct5dsX1IXuYW/Osel+cHkaWOqNM+T+kSZlg0PbwvZWaOlzpDiarseh7w2W0MtvDwfz/AIrzoAAc9DOvOF7Yo5LS32v1iOGBUou+5+IzRKFdPT/FXKa5TXKa5TXKa5TXKa5TXKa5fhVVfG0dWVymuU1ymuU1ymuU1ymuU1ymuU1y8YIis0xgoL0usQ0wecDpF89vFaLdRDRXWn0ekBQNqsTxVuZtgobVcAY95fzTUrYzp4I7bI9AimOtpdAK2z1jwiJkQjSI6z/iHn5KDZZZAF32j8IDQhu5aqq6V4gkAQ6UFmUhpmUnYZdc9IsA7HIwo6GPEmu0mjT0REF+tkBALdaqnv5yvAJRVEDrlMoEVHDgtPcg3O40qxdOfF94xFqd9tx1yTBdsvQx+KILCxFnTnZhz2jcwZwXBRADvR0JcXMDRoLq0GHdnUsSV2Jemeg9sAJ+DoPBEVBAXHkRJWCQyE6U5lWOih6+Uu9aldhvSt0W/qA2qB7OolMALb3YUUFHBKXQl+COXEQOg3ulGmHKwAUXL5filBpF1WihtdVTRjcUTa4nEjZ3a9A8pWkpZUABAx009dShX6S+GMUdv7i22KHS889sPaL9PZ2VySrMPK558ajeQ9DrR24hGnQpUUFpxS53LVMSyqAfN+kBogF0RxVAocCPqap7QkgRYcqey6HaopELrvzfx5BAVhEgkqgyR027Rqi0Stam9wDug06aA7N+u9YgVqqKDFAKY3n+pWJggt4CvL5eFLAhOiX0MJnzihQBajYHpdmK89wwHj3HuTuPcnce5O49ydx7k7j3J3HuTuPcnce5O49ydx7k7j3Jm+Qnce5O49ydx7k7j3J3HuTvPcnce5O49yd97k7j3J3HuTuPc/3nuLkdGoY9AR3Br3z+RIt1cAGr6RKYuI0Jpc9fyL0Q9ILqwngB3Ln/ABA5Q9w1cBuc0a4Nf1f5Xfkag2UiQSKK7gW3a5wfkyxLps7nePcEFKtz/v8A/9k=) 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