Юдина Нина Александровна

сайт учителя математики

Профессия: учитель

Профессиональные интересы: интерактивная доска, презентации

Увлечения: оригами

Страна: Россия

Регион: Ямало-Ненецкий АО

Населенный пункт: город Ноябрьск

Место работы: МБОУ СОШ № 3

Навигация

Ссылка на мой мини-сайт:
https://nsportal.ru/yudina-nina-aleksandrovna

О себе

 В этом году мой педагогический стаж 30 лет. В городе Ноябрьске работаю 16 лет, до этого работала в городе Омске в  школе № 53. У меня высшая квалификационная категория. Мне нравится работать со старшеклассниками. В настоящий момент – классный руководитель 6 класса.
Общаясь с ними и обучая их, я даю им не только знания по своим предметам, но и учусь у ребят смотреть на жизнь их глазами. Много лет я работала над темой: «Дифференцированное обучение на уроках математики». Помогла многим детям поверить в себя, не потеряться.

Книги, которые сформировали мой внутренний мир

Книги А.И.Солженицына "В кругу первом", "Матренин двор", "Архипелаг ГУЛАГ".

Книги В.Распутина "Последний срок"

Мой взгляд на мир

 Волшебная копейка

 Шел по дороге паренек. Смотрит — копейка лежит. <img alt="" 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oMY5mHYMMdFVBUyTcwwUIYN4aQHALuBeCfHBFg+TNIBGHWhuAcjvNF4l9+/zOVcDAKObEE+97w9l19+7rfvuen5Hz3y3s/e/OjD33/w2/deeea+W687a+fa/HCRG+nXx4assSFzxVhq1Xhu4+r+0UE7Fu7w+5eCiY5YvA0AuhIJB0H4YdgZDrfH490CF9WkhK5AmSRl6WjaJg0V1uQEBrtAsDsSaQuH2zDMVSlKtbJaysulvHzySZsfevi+X/zy7cZn6guOwnoz22g0Gtded2U6q1Zq5kDdtm3G7+1ecOzcZU2LerubOjqO8/q6eQ4Q+agigZaBJS2C56OyDLJMGEFcEOLAcLcsxXMZiqIDNBsi6QCMuUDI4Q8ud7mXILArHmw9e8/aP77/2tPf/+aD91xz1y2X3njN+Wedum79VGGkitcL9ORQemzQrBaFek0b7NcnRtMTw+nJ4VQ+zXjdzV5fC4H34lhvLNqKQL0o6kZRNwD0EISPIvwcHTq8LZX42GEjZ2koTfhoxgfBPRDcDSM9mpIYGUwNDdhpmzFU7NZvXvX004/9+29/9xkO5GfDZna2MTPzv46HPf7EE7xA5ArqwKCZznCuvu7jjz1macvxPb0tXd0Lw+EO26QENijxwaQJa1JEFEKiGMVxD5Tow3EvCHWJYriYZ3QlLooAJwAMGyGpEAj1+YLLfP5mCOn1Oo7/0taBi05fs6qurBtPVvNMKUtkk1C1QA6U9YGKWq8p9apZzsvFLDdYM1aMZVdO5CaGk8UMH/A0h4NLCLwbQ7oI1MFS3ki0NQ50MFyA5YOSFCNwD035acqvymA2edhVowIXEcQgy/kguDsSWx4MLLN1Ys2q/pTFqDK6ZkXtvjtufPLpp/74ySeNvxcVjnBf+tmwmZmZnZn52xbst7/793KtpGhMrd/qHzDigPuYOXOblyyMRLsTqCcc681m+KSOqWLINgBVCmpySFXCOOHCcQ+KuBHEDaMOmvLSpIdA+zg+ygkxUQYZNoLiXl6KAokuf3BJX8+xJ24d3vf1PaNDxthwaqBs1Mry5Gh65URmeMCsFMTBmlEryaUcN1K3Vk7kJ0YyY0NmrSSWc5LPuSQaWowinUB8Oc/4JCGIE06KdqOYIwF1UrQPQfpEMUqQHkUGbB3T5MTfXJwSl+UYSXoQ1AHGuwnUW8xJQ/1JVcWLaf6ckzY9/MgDLx44cLgid7ik+89n8/eLAzONRuO000+WNKZcS02uqKgavnTpgnnz5obDfQDYi9NBkgnzfNTWEUONZZKwoUY1KcTSHhRzEoSXooJ2kuLESBzsRuC+SKg1BnTGgC6c9MbB7lC0IwJ2+YMtCbjL6Tj25B1jZ5++EYM9EhdD4k6BjvB0QBWjto6IbGSwpleLUiHD1qvairHs8IA1WFMHa2opK/pczRCwHEO7opEWFO6mCJdtwTwfiEaXx2KtENTDskFRjCJIH8sETQ2xDUyVQFmI6zqsqhCGuWG4j8DcSMJBE4HxkWytYuZS3Gi/ffW+r/7wiUffe//9P/35w48+PtKc22e23hxOzf74hWeTaTVTVPsH04Wi6vN3HTN3TnfP0kCwFYB6ImBPINym61A2iRlqTBGDihiQOB9Du3khpKpgLsen0gyMeQDIAYB9NB1OZUgI6Y3EWqPxNgDqjcO9CbgbANv93kUM5k7Eelqajmlvm9fdvqCtZW5f9/GaFOXpkMhGSlm+WhDrVa1alCoFMWNTxSwzUFWKGSHobYmGmkBgmd+3MBpaiiG9hhrnaC9LeljSg2MuUYqpKiiIEVVJpCwiY1MpE1flhCgCqgpTVIgg/BzrJ3EXBPbmM9yOLVNjI5lykZ8eL9x9+81P/vj5d375879+/NcjdAWf1byZaTRmP/nk41O/tLtYMqoD9uh4nqbiy5Yuam6eh+GBcLQdSPTEEj2haLssxVMWJnJ+lnIJnE8WAqIQVLVEMkXYNiGrECPEYNTtcC6m6ACCOTHCHQM6vYElcbAXxT0MG0hAXeFQs9c1z+VY6PU0B3xLg94WT99CV8+8U3dOjtYNVYxrMqgpYC5N16tqpSCkLaJa5Mp5OmUSAU9LNNSEo10U0UfifbIU5hkfDvdylJcmXBzjZ5mAKERUFbRNVFch28J0DUonSdPEJTlBUkFJgXg+DEM9BObiaP/0VHnt2no2y2Qs8ryzT/nBDx8+8M47f/74k9n/NT7/ndPYnxGbxkyj0XjiiR9lc1qlZk5OVrI5tqezuat1KQS7YNQNoy6c9MUTPRQdEMS4Kic4xq9IYYELMJRHlmOqjghSnKB8ggxguB9CnBjhRnGHx9cMJHoDoVZ/aDnHxVQVRhBnJNKG4z2i4OvtXtDXuzjobfa55ntcC/zOBeeftGb1eFbiIxwT4LiQbSKDVbVaFMo5bqAqlvKEraPO3oWRwOKUASZNUJHDlp1gaC+JO2nSzdIegQtaBiyLUZ4NikLEstB0mtC1RCqJ6yokinEUd2Okj2bDGOZG4B4ScyQtZP36wdHhbLGgTIyVv3X7zU88//zPf/Xv/zhi8M9k02g0Pjn4yQkn7qjUUoPDmf4BGwTc84+d29naBEJ9IOSAkD4Q6kZxj6rBySRZyHKyGFHlGEt7VTkqCBFWiJJ0gKQDDBfhBUCQ4jjpiQHtcbA7BnSDkINmgijmTST6fL6WaKyN5wNBX9uSRXPdjqU+V1Ms1BIOLQm6F++/5LTJupmziVKeTVroQFUeqRvZJFEp8NUiV8xR5bzkdTYlYssLSdjW46oS0tWIyAcFLsCzfkWKyGIkkyIsA1bluK4AmSSRstBsijS1hCICqgTSdADDPSwfoZkAlOiicCeFu0YGrVWTxYGqUcyJZ+494YFHH3rx1dc/+NOHjUbjHy7pn8bmyScfK5T04dHi6Hhe1dCO9ubj5s7pbFsYDLfBqBNIdAFQJ4w6eTGmaXDKInQlYeqwoSZ4NsQwQZTwYoSX5SOyCpkWSbOhGNAJQp0w6oQQF4K5/cHlPt/yUKgdQZww0gMluuPh7t7OJo9rSSzcEg83Q4m23o7jztgxuXLQKqfp0QG9WhSG+rUVY+n+slQtCoUsVSsJ5Zzs7WsKeherrFvlPBzl4BmnqQMiHxT5oCJFdBW0TYQmvbIcKxf4jImlTbSUZXJJIp9idDkhclGei9BMmGYCLO2jcKfMBysFbsv6er2ij9SM1ZPFfVdf/vizz/7ivfeOpHxwRGz+0+2WmRNP3J7Ni0Mj+UJRgWHPogXHdXW0uJ3NMaATgh1AogtCewjSx3IRUYgpEmioiCIChgqLXEzgowwbYvmIZiCSkiCpUDDUCkI9ghg+nGT0+FrcvmYw0SfLCZYNwYiDYf0U4QWinbHoMjixDAKWRyNLPI65Z584uWtDvZbj8jZeyrL1qjI2ZNWrykBFLmSobJLUJcTRuSDkXWzJAVMOSKxLEXy6EmUoj67GLQNU5Xg2TZk6lM8xlYKQT5IpHcmaWNbE0gZm64itozwbZtgQy4YZ2peItytccO2K7EXn7FizojhcUcbr+ulnnPCDxx598bXXf/u73/23MwX/fTb/+S7SW28fyOXM/v7MyFDO0PCu9iXzjpvr9bWHo8sjkTYMc5GkF4J6ScxracjhyGAbmMBGJD5mqLCuwQThY5gQy4YxzAPBfSDYS5J+gvBFYp3BcFsCcZJMQBDjySTJsmGC8IlClGcDKNwDxJaBQCuMtCHgMiy25KLTprZvqtfK4uFJUynw1aJQyrGlHFst8oUMndQJT9+ieGSJpvpE3sWQDlOLSlyQIdyqGElbSMpAy3kxm6SSBlbMcvk0lTLRpIFYGiSLUU0BMklc4EIk6dM1SORCLOmppPDTd01cdM623dtHJ0ZTgzVl7arKrbff9KOXXn797Z/95eNPGrON2UMzjf8ipM+Gzf4brjYsfnS0WKsaigQvbZq/pOm4PueSBNwDww6a9pOkF8fdJOZNmrgqgZqcMDXEUGFTQ/JpVhYBDPOIYvxw4gSGnQjiise7o9HOQLCVJP0sF6HoIMdHGSYkSYDARyUxhkA9Qf8SINYKJdoTYCsUWxrqO+6CPSu3b6zXylIhQ5dybKXAl/NcxsazSaKUYw6z8bkWA7EWlu7RFL8mB3UlrAhhUwU4yqvLsVyKzCZxU02YaqJelYf6tVyKzKeopIGoctwy4HQS11VQV8FMirA1UBNDOQ3Yu2vi7FPXnLh9bN3qysiglbGJiy8+54nnnnvhtQO//cN/zM7O/lfBHBGbw4AajcahQzPrN66SVWJkNJ/OMBDgaVl8nM+3LBxti8W7YrEOBOkjSS/HhSjcpytQKS8YKpxJUuWCeLiEJQlxHPciiOswFRDsxTAPQXgpys/zUVGMI4grkXCIYpxlw7IMopgHSjhCgZaArwkC2lGkG0q0I0BrxDn/a2eu37Kuv5zni1mmXlUmRpJD/VohQ+dSZMpEsknCkBFnzwIIWIajrSLnEjmPqcUKGSJrYwLjV4SwKkYMBUgaUMqEcym8lONqJXGgIpcLnG0ikhCxDFhXwWKOSRqQxgfBcMuerSO3XXXul7aPn3bCyk3r6iunShuma18+++TvPXDfUy+8dODtt//wxw8Of50/TzaNRqPx5ps/VTQ2k5NHRrO6gXR3LG5fvgBGeiCkNxzpgmEHgvTBsIOivCIX1RVosN8oF8S0TdoGpoiAJoE8G4GgPgR2kaSfZcOHSZCkX+Bj6STFkAEC9eQybL3flBWQZcMo6gbi3RDYhaMOBOoicAfLeDjSCfqbLj1708qxdCZJDFTkqfHM2JA1PKCX81w2SWRsrFLgLRXr6ZiPQO042kpinSLrUcSgqQK2njCUuK0nTA0w1XguhelyJGlApSybS5FJA8kmiaSFagpgGbAixSQ+lDJAXQyyWO9TD35z33m7dq/rP+9L67dvHl21qrp+ZXlqtPCNy7762HPPv/ja6794773/xqpzJDHtb2Wk62+4UtOYsdHCyEiaIqNNi+f29CyKRDpx3BeL90TjnfF4JwT3MJTHNrCURRSynG1gDBVAoF6BC3NMgEDdFO7TlARLBTHUgxMBnAhguI+iwwIX5ahgJkkVc3zapoBYFwb1KlwQAbsQqJfEnQTmiEeXRsJNNN4NBpu+etaGtSuylRwzUBYGSny9IpdybD5N2TqcTVHpFEXhvraWuUi8S5UCsuBTxJCpApaZsGxYVeOGmbD0hMQGDSWWScLZFJZNEvk0Vc5zaQsz1UTGxks5NpsiFTGaTcEa7181knv58Xt3riqesGnwpF2T27eMrBhJDVS04Xry/PNPfeChR595+fVX3/75n//rdxyPiE2j0ZiZmdmxa0M6JY2PFUol2e1qbW2dFwgs93iaQ6G2cKQjEGpNQD3BUAtDuXUFZKmgKoECG6UIL4G5BC5EYC6Rj+gKaGgJFHZgiIsg/RDsBKE+hg3jqIehgrk0IwtxmgokwB6acPOkR2QDkhBJWrDA+VG4E0XaCaQj7Jl/yXlbdm4aGOlXRvqVUpoY6lcHKkoxy6QtrFTgs1na0CBH53w41mXpUduI2wZoa4mUjdgWpMjRpAUbCqAIEV2OWQaQNBK5NFXOc/1lqZChVTGWNJBChh6oyOWCUshQRKL1hn2n3XzF3k0rclvX1bZsrO85cdWWdQPjw+nx0eyOHavuuPuuJ3788o8PvPne+7/++7h92gn032dz+D7K2+/81LT5fF4dGkzl8myfY6mjtykcbg2HW6PR9kikHUZdCNpHkm4K71PEeNLEDRVWRECVAUmIcEyAYwKqHGNoL026gVgbjjlpOuDzNYfDrYIQ4ZiQIgKanKAJP4q6CdInCmGe8Yl80NQTqhxlaTdLOUXBowheAmz9xgXbT901PlbXhmvyihFrzVShvyylLczW4GyatGxYVwGPYz4UaxdYD8+4FSGky3FLAzM2mrLglAnbOpwyEUOJK2IwaYCFDD08oA8P6AMVuZhlSjk2lyILGaaUV0s5xpR8p+6onXHC5OY11XUrSyvHsidunzx5x+SalcT9Hh8AACAASURBVOV6vzm1onLVdVc8+uwzz732+utv/vRPH/7pc2NzqNFo3H//fbwI9/fbg3VbECO9PU2RcKffvzgUXgqAHWCii6QDMOxA0F4M6TFU2FARHPHIApCycQp3E5hLVxOyGGFpj8AFMKQ3AXTEY+3BQLPAB3UNkIWYxEUlLqYrEC/EEMwVBztguJuhPDwbEPkgjvZgaDdJdDFEDxBYfOmXt5524oqBEr9yLLl2KjdaN2olcXzYrpXEfJa0bYilva6e40mklyH7WNolcn5TAVJ6opgmagW2XhGqBa5c4Eo5Kp9Bc2ksn6ZKOa6YZapFYXI0ddgXDJTlcolNWlGe6Mrrie0bBzduGJheUVgxnN29eXzHpuGVE4VCVhgcTJ174Rn3//DhJ1985SevHXjv3Xf/S1vRI/UCX/3qeckkNzqS66+ZOO51u5eEw+0u95LunvnRWBeCuQHI4fW3xIDOWLyTIjw46sQQhyrFdB2EEl0U5iqmKU2IoGAHgXQh4DIcbqfQXoZ0q3LMNCBJjKOIC8c8ipwQ+CjHhlDUIfABjvHzTNg2UE0BRC5E4X0c2YvFl15yzpaTto0NVeXhmjQ+qA7V5MGaUq9KpSxdyNHZLKUrcXfvPDjeJvE+Q43ZeiJlIrkkkU8RpSwzUBb7y1Ipz1YKXDFHVwpcIUPaOpQykWqRqxT4XIo8bM3zGUIWvBLnVoVgvUCfsHFg3VRhuG5vXjd00rbJ1ZPFoQFzaqJw2p5td3/33seeff6lVw+8+dbbf/no408P54jYzMwc2rpldSGv1Ot2Pi9JEggAnS734h7Hoo6ueX2uJT7/8mC4FUj0UEwAJ70Y0gsnOnnWrykxhvEytIcnPTob3LGhftXle3nSSSJtIt2r8QEK70OgHoLw8EKUIHwsGxbFuKZAKQtjaa8kBE0dlPgYGO+CwF6a8HOUTyAdidDC8/es3rVpeHRAnRw2VowYY0N6Oc9UCmzGQpIWlsvxSRNxdh8fCzRLvF+VIraeyKepYpbJp6nDvxQytCbFkwZSzDLFLJ1NYqUcXcgQuRReyNC1kpgy0YyNGwqQMhOWDph61FSApIr0l6R6TV03Xdl70rodG0dWjGfHh1PbN6248eYbHnny6edffvW1A2/+/j/+2PjUYe2I2Lzzzk9Hhkv9NXNgwEqnWY6LMkyQIDzB4HKXa3Ff3yKPpykBdUNwD8P6dT2hKTGBCwhcgKW9FOk01KilRFmo5/zTNvz87Wf3nDCJAq0U2ilQzpC/CQI7ELSXpoMk6T98lFCVQZYOwIlujvGpcoQiPBDYFQ4uJTGXocR1wZcILfraWZt3bx6ZGDLH6upYXV4xYg1UxIGK2F8WMkkilSJVKebqOT7iaxJYrywETRXIp6lChinn/5YCyKVIS4MOW7JilqkU2EKGNFVAFSOHA9phq1bIEKYKJA1El8BUkvvS6SecuGu6XuZXjth7T1l/8s6V01PFiZHM+umhK6667KEnfvTsiy++8trrv/zV+zOfOid9RGxeeOHZ/v700FBycDBZLCkcF2XZUK0mm0bC61kcCS8Ph5dTlIsi3RTlEfggx/pFPsTSXop086zHkMM5C2LBjjtu+uoNV18wPZ4y5TCNdUmsC4U6QKAVJ/pYLoyiHpL0M0xIkUBZjKFwL8/5FSkkcH5JCIlCMGUjlgYakp+CWq+86ITdm0eGa8rogDIxpI0OagNVqV6VBmtyMcdaFiYJEb9rIQp08IwnaSSKGaqUY4tZpphlMjaesfFynsulSF0CkjpczNIZG7H1hKWBxSw1UJHLea6YZYYH9HKB0eU4hfq/9pWz337zxz8/8NS93/r6tg211RPZL+2a3r5xeGIkPVy3Vk2UL/zq+d//4SNPPvfsyz957c233vno40/73rIjYvPcc09UKsbIUKY+YCdtShRiohi1TXjlRNrWwJCvCQbaIbCNxHoxpBuGOjG4m6O9shDkaA9P+QwpwCBtm1fk333rha3rB2t5rpQibDnGYl003sUzTp73CEKE5yMU6Rf4iG3i2TTF0n5NASQxTFNuQ4srYtjSAIHxMWg3Gm3+yt7129b1jw6oU6P2+KA2MqDUq9Jwv1qvypWimEwSAhvwOuczuEPi/ZoUsQ2omGXrVaVS4FMmmk9T/SWxWhDSNm4ZcDZFWloil8IrBa6cZ4tZJpciMjaeT1OFFCowoVNOWPvRh+/dds0F5+4eO3lz/cQtIzs2juzYNLplXX1qPDc8YKxdWT7vy3u/88D9Tzz91IuvvPraGz/94E9/any62wdHxOb22/Zn0tz4cGGoP5k0CZ4JWXpCk2PD/eqe3ZNTwwaHORCgLR5pQdFOCGoXWK+lx3QlwjMeiQ7weO9ojf7g1wcuv3BvLc9ZMnjxebtfeOb+/VeedcKWocEyL/MBRYxIfAQCu2nSqysJTU7wdJijQwTuEYSgxId4yqtLEV2JcHgfi3Rf+ZVdW9dU6iVx5VhydFAfrkrjdW2wKudSVDpF6RrMMl6fez6NdWtyRJdjGRuvV7VaSSxm6cN7zFqeL2dZ20SSNlYqCEkdSVtY2sKySaJeVQ5HvFyKLCVRQ068+spj37v9a9vX5McGtZQezxjAyrH0iTunTtixYtO6+tRYZt2q4plnn3Lnd+794Y+eeO6lV1557cB777//Kes5R8TmmmsuzeekybFSvWpxdBhHXZUSn89QwzX9xG1jZ56yetemAYFwJaLLKaKPJp0i57P0uCaHJSGAwx2lFPmbX772vbuvGauKUyNpGnaOVJRTtk1ed/n5P3nxscu/fpat45kUqcpxONHDUD6eCUl87PCpF4r0CmJQlaKqEDblmCaHBdIlEn37Ltq5e9PgiiFzrK7Vq9LogDJUEftLQinP5bOcqkKqHI0GmxTea+mAKkZSJlopiIUMUy0KtZJYzLHFNJ2zCduAsxkqnSQMBUwaSMbGByry8IBeyNDlPFfKsWkDHqmprzx739knTa1bmQfj3TDgXL+2v96v7tw6fuLOqa0bR1aOZydH7JNP3X7r3Xc+9Ogjz/z4xZdfO/D2z3/28cFPFdaOiM1ll12Uy4qTY6WhfjsW6oTA3umVubFhe7Bq7No8unVt/8nbx752/o7RfsXWQIkP0oRTkUKaEhY5n6nGXn/l8UcfuHd6NLl1XclWoVqOO2nr2NbV/eN1W+ZiGOSiyYCpQ7oKcEyAoXwM6T9cUygXpGQSN0xQlaMSGzTkqCIGFNbHY71XXLhjx/raytHk+KA+PKAOV8WRmtxfEvrLcrWsmCamylE00WEqIUUMqWIkZSClHJdP02kTrRT4Uo7NJ8m0gaYs1DIRTQEtDcomicPhbqAi16tqrSRlbCKdpKeGzFuuPOPkbaNb1tXPOf3Et9946/GH7zNVeNVkYceWsc3rhyZHUsP96q4TNt1027d+8MjDP3r2+Vdef+Onb7/910937e2I2Jy596R6Pbl2enCwZgOx7p6u48dGjLXT5Upemp7I794yun6quGW6tPfk6RXDpsQGONolMJ58GlPF0IMP3PrcU9+fHsvt2NA/OWiwmPvEraMbVhSGy3LSgGCwKxppleVY2sZtE5XFmMCFeCZM4T6WCpoqrMpxgQ/IQlgVIiLtM+RY3oIFrPfyC7bu2TkxWlPGB/WJYXN0QB2qStUC31+WU0nKtglNjjJEr6mGdDVuaol0kqyV1UpRyNh4rSwWc2zOxnUprimApoJJC02ZiKUldAVIGvBAReoviYYcz9p4uSSn1fjKAXF6PD29wrr43K3fufOGdZMZHGq1dGTVRH7L+vqKkdTksL37hI37v3nTAw8/9KNnnn3pJ6++/sYbH/7lz//fg3tEbGZn9+zZWa1okxP5et1CsF6f73iedZVydK0kFjL0uuny5nX9aybTg2Vh85ryQJGVeK8uBFQ6cOF5u3/zq1c2TVe2rO2fHs8m1cTmNaUVw6YhhhPR5eFgCwo5cMStyXA+wx4+/iqwEZ6PikJMoEMpHTfEeFKLlzJ4So9rQtBSYgMFWmXcV3x1+6k7x0b71VXjqdFBbaRuHK4RZGw8ZeP5PG+bYAJYqkrupBFNmUA+g5VydD5L5bP04ICaSRG6EreMhKkBpgbaJqQrUYkLGGo8l8LqZb6So9JGIp9ETSWeshKWHhM5ry5HxoeMVWNJKtEjkJ7N68onbhs5dcfE5ICxciS5ZcPk/huv/+4Pvvf400+98PLLP3n99d/8/vdHnc2Ze08qleSJsdzgoIoTHTC0BIPbCcRRzNCqGBsbslZN5tasyA7V5KyFjA8Z+SxmCKGchvzyZy+cf+a2qeHklrX9q0YzJ2wdPXfvxu2b6iduH123qiBwgaC/RVcg2yByaaaUF7IpWmAjuSxXLAgyHzMkKG+R1RxbSMGG7DEUpyL0SqxDolxXfPWkU3dMTNT1qVF7oCLWq/KKsfRgTS3nucF+rVzksykMii8XaWfWiplyIKXHsiaYS2Gjg0a9KuXThCpGUiac1BNJA6qV+JSJSFxIl2NJA+ovC7YOWXri8N/LecZQo6YWJVEHHO8Me5pC7qbVY6lLL9h1180Xf3nv5jXjmY3TpV3bVl97/TXf+f59jz7x+PMvvviT11//2S9/eXS9wMzBQ6eftrta1aYmiiPDhsC7woEFEh38zt3XPv7oHasmc6unCqOD5lC/tnIie7g8nE7BIuG+6pK9Tz9xXyXHr57IbV5TG+3Xy1kmY2GHV93VKwvZNE7hnmyKzqW5XJrJZ9hMktIVKJ/j0inKNrCMRdRyQjFNWkosn0KTZjxlA7kUWs1xjz905wVnbhkbUMfq2kBZqJWEkbo5NmQN1tShfnWoXy1l6enx9Oa1/YNDqeHR7MhYoV7P1Ip83kZzNpI2QF2MZEw4ayEpPZGzsUKGzqcpVYzZOlwqcEkLNXUokyIKGSafIm09YelxlnRLbIDFnDzhGatIZ+2a/N5tl3/jwhPH68bm1ZVd21Zfdc2V93zvu488/tgzzz//ymuvvfOLX3yacs4RrTfnnrOnXFZWrSivnMizpJclfK/9+OmXn3/snDM3bd88PDWRnRhJDVS1tdPVybFsLsOIXEBlgm++/Ph5Z+4arunrpgpjA0Y1x0lspLdrYcC7nCH9SQszNMAy4FJeSFlUJkkdxqMrkG0TSZvIpelyji+mSFUI7j1146svPff2gVfef/eNd3/2k/ffff3AKz/cNF1eOWqP1bVihjxcVD68u6wW+ckRa7AsfWnXyjdeeuxnP3n6Fz955vc/P/DqU4/UizxP9FlyJGsmTDlmKfG8jSVVwJTjKyfyqyYLpgqnTLxYFLNZ1rLwQkEoZNiUiWWTuKHEedqniZGUBupCJCPFT1xVevCuK6/5xhnrp0s7NtZ3bJm++tqr7rnvO488/tjTzz338quv/vSddz76FFfdjui8wBl7T6qUlVUTpYmhVN4iH3vozrtuuVKXAFEKo6iboiKKhKQtqr+sTI2nR+o6CTnPOGndK88+MDWU3rp2cMOqYqXIUkSsvW3Z4oXHuV2tENytqhGJi8p8bLCm2zqaNMlSXsqmWENBNQ2VJdBQErkkbukAiXZfcf6uO6487+SNQ3t2jJ26feSUbYPTI9qKIXNi0KyV+EKWyiTxw1/8QoYZrCqrx1PrpvKrxzM7N/Sfur121smjZ5wwPNHPCoxDEf2mEsnYkK0DIutLGmCtzNo6kLISxRxpKHFVjKoSkLKIpIknDcw2MF2BdAXKpRjbwljap/DBtA6mxei2idwPv3v9votPXT9VPP3ENbt2bdx3zZV33XvXQ48+8vRzz770k1feeuedg5/irVJHxObrl15Qr1sTw9mxujVcVU/cNq4w4VioLRptDwZbIrEWGO4Q2YCpJkbr9mDVVOjQ7Td//RtfOWXlcGrT6tpo3dBkYNGCYwL+LtuCclkiaSO1iogmXDDQW8pyaYvIpthCVihkxXyGz2Q4WQQlLpLS4XwG4yjn1RedcMvlp09UxZVD1tSgOT2Smhq0ajkhZ5GmAhkKrMtg2kIrBW54QBut68M1adV4atV4cqgqTQ7rk8Pa1KhRzuAc7TK0iKXH0jZkm4DE+zUlXMoTSROwjXjahgwlZmmgKsSSBmrriCJETQ3S1QRL+1UZ0LWEZcKGHEsqsf4UcfL6/uceu+uCvZs3rSrv2TW9Y+fGfddcde937nnw4YcOs3nz7beOLptGo3HjTVcO1u3VK8pTY5lSlo74W0LeJQTiVGUAgbti0cXh8AIU7DYUwNYwVQBlJrh1ff+6lYVV46nxETttEz2di8L+znKBSKfCiuQv57npFSWWCApMOGMR2RSdz7DZFJPPcPkMW8iLloEbKpQy4FKONKTwFV/edcauFcU0hQEuCvFITJjF/DFfR9jTFg10BX1tsXA7DPSiCRcOuzGolyO9IhNQhDCNuXQhqvIhTQhD0XY43qVJUVOLpW3QNmKKGDC1qCaHFNGviAFDjepyVJNiuhyz9YShALYOqXKM5wICF6BJD0l6NBXQxIjOB4cL7AUnr37s/ptO2z01PZbZsLKyY+eGa/Zfe/e37/7Bww8++cwzP37pxTfe/umhT3H18IjY3HDTlWOjmenJ0uRYMm3DoUAzx/oUMRQJtAhsePvWycsvPffrXznnKxfsqZZYMN5Moo5104VN6yprprLVqpCAnO1LjzPEaM4Cc0k0pUMZE8snKUUEkgaWS9GlHJ9JEtk0Vcxx+SyTSbP5LF/MshkLzZhQOUUUFEihQzDU0+eY39t1jNs5DwI6Q+7Fru5jezuP8XoWBLxNbsciR9eC9mVz+3rmOXuP87oXEWgfGO/yOZvheC8Y6XL1LFCExGBV1+SIoYZMLawrwZQNZFKgyHs42q3JYUMFLA20dFDkAhIf1KSowAV0LS5wfgJzELhLFCPlHJ1S4+vHU5eeufX+O/Ztni4PlsSxfmvb9nXXXH/tXffc+eAjDz317DMvvPzSm2+/ddTZ3HH7zcND6RXjmYF+NZslcLSHpbxIwnHm6Ttff/XHLz790P33XvPw92594ZkHrrhkTzGF0Wjv+JA6vSIzMWoNDGgBf5u3rzlvYzkLy6fYYoYrpJmshWdtLJcmyyU+n2eyaaqQpaplpljAM1k8m6MHq8pIRalk6GKaTKtgRgcVIcCzPo7x8axPV2NpAxBoF4P3MoSDpzwqHxEZP0d4WNJN4D0i79XVcNIAJMp/5TfOvveOG8aGB1587oGzvrSOQjoN2SNzfUk9ktQiWRM05IAmeVQxoMphkfdKTECgXQLjpPAeDO60TdDUAU0HijlGk+KmBtpqfN2IcfsVpz/38C2rhs2BIj8+mDnxlB1X77/2jrtu/8FDDz7x9FOH2Xxy6P/7hWz/XTazjUaj8cLzT4+PFUeGjYF+o1aRWNqNgt0XnrvnV798Y9fmif4MNVJmh8rcYIlfOZLevKq2YVV+24ZqKUtnkkQuxwcDbdFga1KHsjaeMnFLQ7JJKpukilnWUBKaDCgSYMpwrSBmbdSQw7oYKqSJSp7LJUmZi7GEX+UiWQMuWBhPB0nMDca6KMzDMx6WcuJIFwK2CawXSXSCsVYIaI9HliJAOwp2qnxQYNwEtowlO+ol4p7bLh2tan1tx+LxVjS2jISWocAiKLqQgpapvItBu6FIBxhr51mnKbkpZDkcXxKPLJF5r6lFJSEgy5GMhRoSoCqRlAbsXJX77v5zn/r+/v4sVc5QY4PZPWecdM0N1911z50PPPSDJ5568oWXX3rrZ+988ineqXtEbN7/9S83bhgfqKmjQ8nRIZOlnOUM/f4vD6yfqpVzyPS4NVrTRwekVWP2xJC5ajS9aXVx5+Z6vSJmknh/TYMTjkS8Q2R8pgLYOmaqsCaBGZtMGsR5Z+688/b9995+zc3XX7Jt/cj5e3feeet1N+w7b7ykCGRgbCx78ze/ce+dN155yVki7tOZyDe+cvp377n5jm/tu/Gqi2667pK777ju7juuu+mmS0/asfqyr59z002X3XTDN67ed/7+q8+/8doLCjaxdqp8w41X3nLT5Vd85dSKAp6yfc23btp3yw1f33vq6r2nrLvlxstvuvaiq684Z6gsn3HiumuuuOTSr+xJ2wkO75qo29+66aqbb7xq1bgFRVtYysUzHhp30qSrkCPqGfLLuyceuOXie2+4aLgo1ovS1Fhx79lfunr/tXffe9cDD/3gyWee/tu8OYpsGo1Go/HxR3/ZvWvD+Ghm49rBDasrKT1+y/Vf3b/v/KwKTgyqHOOJhpthoE0VAvkUOtyvrBqz1q/KTY5YlRJfq8pwohtJdMqcz9bAtEVaGqJLCUtHVDV21hnrH/zuDffdetlZe9aU0uTF5+267cbLVk9ULBG8+PyT3znw3P4rL7z6snMfffCWG/edIaGOi87a+u3bLr/xynM2rqicsKp85xVnPnTrpZeevrFsQrfuP+eR+67+1nVn79k1uXvr5FXfOK2SJabHkrfecMkt1335lO0TItq37+LT7/zm5dfvO7eYYjZND37z2n33fuvKXZvGsVj3uaduvvOmq2p5jSU6g86Ft91w7esvvXDT9Rf3FzA03gLHlnGUU1PCohAopNGhJHrFGRte++Ed+87fNVHTR6rGxtWD51941tU3XHf3vXf94KG/eYGfvvP2UV9vGo3ZCy7cu2n90I5No2smc+umsheft2v1WHJiULIVMOxrHh+RLD0ERFoE1pdJEsM1eagmDw+o1bKYThNQoisRbxMZjy5FMknS1GBVhkwTMYxof4G68iu7U1JYotwaH7jm8r3VHB8Pdp5x6sZfvPFUXkV9nceCwea8Dl725W0T/VzZBE/fMSrhzrBrXsy/5LSTVo30a5FAi7N1zvaVhV1ryjzU42qfE/bN44i+tB5jsc69O0ZN3hfxLHS2zbnl+os2TBcRoLV1yRws0nbpl3fVyxSeaHF1zLnqknMrKbmtaY4u9YmE8767r63mhBXjkiH7fc5joXgLFGvN2EitzOpSYP2gsv/87S88evsZOyZKSWKgJG/etOKii8/bf/P1d91zxwMPPvDkM0+98PJL7/76V59mcI9gfzNzqNFofOv2G4fr1tqp/OqJ7PpVheGaUMhg9ZogsV6V9Q8WWY0LDFbEt958YtOGAVNNlPJcpSAM92vViszQfhTq4UgXR7oNLZ60EMvGBSkm0L7JmvZvt1zaX+AMKb5tQ/2b+78KRbtyJvW9e/ZfeuFuGurQeLeAO6/88inbpisZMz5V4y/40vpKmkQTy2i449ILdm9eU8PhTnfnnAtPX/+l3WMa743655NIz9Z1dQrpYbDOy8/bUcniULilpEGP33/zYE02jXjEN9+gAt/cd3Y5i7NYz7rx4i3XXdG9bB4Sa8LB5pESd9Ypawwhtmf3qrFhy++dHw7MiwWXZHR4qCIwWM+J6/I/uveK5x+5dfWIuXvr4Gl71m7atuaSb1yw/6ar7/72HQ898sDTzzz54ssvvvur9442m5lGo/Hiy8+tnCyvX1laPZGZnkjXCnRSB/Np3JRjZ526+oKzd568c8tbB569Zt/ZlgGKbKiQpmslsZLnSkVelqM04dLEoEC7FSGQtuCkjfJ8mKO8YxX5jusuLCSxQhL7wXev0zhAF6MjFfnx+29evyLDE30C1YcDXfvOO2X9eEblPKMl+tw9a1M6GAsvjvmaLr/olE2rKyjY7u6cs3f3xOm7J2wlUi8q37379n2XnN3TPgcItFxw6tp6kYXDyy46Y/OFZ+4wZMA2EwHXPAl23HDZ6aUsaQqRB799PR53R30LUaC5r2POxeds2zw9INHBM/+v9s47rMks/fuxYAFFESnSewk9CYR0kpCQTgrplfRG6E1RRFRs2FBQsVcsoGJHRQQVEaSLotjrjM7MrmWskPcP19nZ3+/dvWZ2Z2bd993vn3muXM+T+5Nzzn2ec879nWtWK2hxIJdgv9GgcHtsvA+dEI6D+1QtSOtvrGk4sEYlxOuVDJ2GWzArq2rD6l0124+dOHK+5Vxb++W+a/1Pfu9287ky2g9/ejFnVlqGkZ+mZRnUdFEKkkqMopMhHBpUK6N0tp18eLd35+ZlEj4+OGBKAjJEyMWqFTSllKyQUWi0WCTMj4gNJeOA9KRIBgVExIehEAHxEK8UcuzBbcup+Mi15QW7NpZxyLFUXISKg26u36gR4yODp4QGTAzxnlxRWmiSU/FIHzYpomyOIRETAgyxjQy237i62KLlgCKmu0wGlOanlhaqU6jwU4dqTtTvJ2CAoIhpUUHTVpdmilgoTJzfjjUlfCpaKiQiYL6eLqNQ0TO2rS1mkCCrF83cXb0MA/UL8Bgb6GXj7z5mS+XcBKh/kLfdwrlpBiWbmBAUETwWEm6LgjgTUb4ccvTRLcseXz21qEjBZUAF3ESjUTa/rLhq/Zp9B2qOnTjWcvF8R+eV/oH+59+9+GfY/PKNhyPDI5+GR6xW6/qqpQY1O03HTtOzZIIENj0umQLVyKg6BV3CxSglCWl6BokQ7es1mYCN4HMwehVTq2QwGTAqGUzEhdNJ0UxyDIcGZtFA8RB3NDwQgwgQJcPrd62W8bFCJlzBS1hdlsGnQ3lJ0bvXzhYw4qJCp/m4j/ZyGlUxP68wTYBD+iLBnvOL9GRCZBjQLth7wvrlRRopKdjP1nUKoNAiKMqWoWODpowHeDgBoGDHaOC0ML9pW1bOxsEDso3c4gxVEiLaYuCjkUE+M8ZgYty3VsxOFSfxk3F6KWtmpiw+2jPAYzweHnpsX6WIiRRyCc1n9uemiQWs+IhgGxh4cgLUGR3rYlGS24/tvNF6JENL5ifDjVrhwoWzFy4u3bh5w/7afSdOnWi+cP5qV3v/QP/rN69/BZufkHx2G/kl3/xcJMVqtTY1n0xVss1GvtnAMWnpAg4CCvZkM+LVCopKTpZLiRgUcOrkMaBILywmjEaC6JUMMSdBlIJhUGLJhCg+B82kQuhJ0eh4/6J8V3zezAAAIABJREFUfaqYhIH78GmQ4/srFGIcONKZig83plLmZEvJmJCCdL6Mj46NcvZ1G+PtBFi5MKPAIgjxmpIAjVgwx4RHBwb52wA9bTavmpmhY0QDp7lMBeSZ+QWZfGiMm7/nmJjwKT7uo4Up+CyjcPk8LYMUlZsmjvb14FPgWSYePM7X3WEU2N95y6rZkhR4gO/UiBAPg4I2K0foO2MMm4JsOratfJa6dtv6dauK05REfSopMtwBEj05Ae6CBjnvWlnwoPNE05GNcg5SI6VmWFKLi/OWlC/csr36wMGaU2eOXWxt7untHBy88ebNr1n3/InHLz/UO/KlivWLF08zM1VaNSfdzM8wcWRCbHysNxTsCYp0DQue5uNlO8PFJircHYMAopEhiDh/AQst5xO4TDidAmbRoUIuRiJAoeP9DuzY0HSmPoUJQsd7UzAhOzeUKsQ4MNgdgfBjM+LMepZOTiZhQpQiHBbh6+UyymEcYGf1smyDwGXyGCTYf+3yPAzcO9BvbHTA5LKZmsJMUUy48+RxgBwjb95MFQ4RFOBp5+owChUX3N56ipQQW5InM2kY4Ah3OwBAzkZlmthohJ+9DSDMy2HN4nwmKQYY5Dx10mhEnF9etoDLRK1eNs+iFNsDANHeU6DhznOzhRIOMj7WAxgwFgFyYGNDztWsutN+tLxYpxTi0nRck1FaODNrxeql23dtOnhk/5lzJ1vbWvr6e4aGbr169epXsPlZxH9pn/alhs2w1Wqtrl6pkNGNOm6GiatTUulk8OcaF9ERzsCQqfFxXihEIAzqj4QHwuP8khIitDIaiwZNpsVxkmEMCkQuwq1eNvPOQCcOERwPmY6E+mhExFMHN6jkSXw+hpQUnZspVsvJ+RbBzAwROSHMpKFvqpy/tnxB95XTGCjQbizAomUdrKkQsJE0UjQm1r/hyNYci5BGhmKgwXu2lC8uSUdDg/lMYk6afqDvcl66GoeIaD13gMtC0kiQcN/pOzcsKptnwWPCGHh4qpDeeKqGhIugERBhAZ6zC7R5mfylCzOGrl/OMihSqHg/VxsFC955vtakoFkMbDE7Fhw4rjxfdvvSwfYzO1V8dJqGqZYnG43yktJZFZUrduzecujIgbNNp650tPb0dD58+OAXWoL8K2sEwz81st6eNrNRlGYQZJh4GgWFy0JgEIFoeEAs2A0McoHH+8THecPj/Qj4SAI2goAOS6HBpXwcl4VgM+KZtFijhnN38OrsfBUO4Y+Be2MRgasWZC2cbUBCfSU8olxArK4oYeBBGIj/vAIDKtYHBvZavqhw7/Z1xASQi8OoUP9Ja5cVayScqGDPlGSSXs7YWLkg2Hc6Bh2TphGuW1mCBAeHB7qVl83es2NjXobSw8m2tNhcWpTh6zmZRcfSEyFrFheTEmARId4Zasn8opzsTL2Xmz0Zi8BCIivKZhPhEZiYEDEdt6g0Mzdb5+owpqI4f/uKucm4qMIsmVaKTQQ5NdesfNx5YmN5joARq5FR0s2SvALLgkUlVRvW7N67/cjxg+eaT3dcvdx/rfe7X5YI/Etsfq6PH94vW1qsUdP0SoZBmZxl5vJZMAzMFxQxHQpxQ8F9ExNCkTB/ChHEpMXj0UAk1J/HQvE5GE4yQiEhmVTMVQuyFAIshRiJQwdR8OHoeJ+oMEdwtEtYiAMM4gEHz4CETw31m+DpCqASw6AxMwK9Jni6AGIiXbAYPwhoeljgBA+nUZ6uNs7TAV5uAH/PUdFh08KDp/q4j/N2GxPgM9HfZ5yrI8B9GsDHBYCOc4sMspsxFeDnOsFpAsDfeaybHcDeBjB+7KjxAIDr+FHjAYAxAID9KICzzShHO8A0W8DksQCHiYBpkwC+HmOjgJMigyaFBoyLA02LCJgY6jGmLFv0pPPEwMU6nQCrFuG0qbQMi7xoVt7SZUuqN1bt3b/zxMn6lovnuro7bgwOvHz5S2uv/ma1Hxobj6mUDIuBZ1KzZuXKc9P5SdgQZJxnfKw7LM4THOUaHeaMQ4dyWUg8BkhKjKRTYiUCgkJCkomTeMkICQedKiIIUtAMCoSEDU1A+GHRgXhsCA4biIJ7o+GeBIwvBu6GjHcm4vwxcC8MwgsNc0PEuyJgrlDI9LioqZDIyfBYZ2+30bxkNA4REuI7CR3vHhczLQ7kGA+eHgea5ukG8PYCBPgB/P0AQYEAULR9PNglxG9coCfA0wXg62Xj7TYWFGQX5DTaw2HsZFtAgO9UR3tADNA5Jmw6OMIpwHtcqL9tFNA+OsweFDkFAp4Gj3UiwD1oSN/2E1ueDTRuXzMnlYvWyslZ6dLsLM3s2QUrV63Yuq267uDe02eOX25r6e65eufu0E/OMn8Qm5GRkdev/1xYYNGq2VlmQU6aKMvMF6cgCZggNMIXBvUERbrCY31iY9zQcH8sOhgN90dA/T9v1KeRINQkkFSYKEjB8NlopSSJRohAxHkiYT5opD8K6ZeA9seifNDx7jiUJ4MMhERNg4Fc4LHu8XFuUJBjfMwUVKwjCuwMjZkc4DU6Jy11oKezoX63iI31dgGE+Nsg4pzCAsfPmAZIxAC1atbC+Rk7ti0/07C7p+tU87mD1VWLMswCBhkaFuAQ5DEhyH2i8ySAiz0gLjooNz+zre3cwhKdv+c4ROyMUP9xwAC76DAHKMgpMtQuPMg2CeWHAzsvLhDfv3r02uV6s5ykkRFSJSS9VpCTYyidP6eictX2HZsO1x9oPHeqveNSX3/302ePrV+O/P1BbD6NfLJarUfqD4uFlGyLMMcszjGL0nQsFj0Wiw7AYYJIhEgUzB8SMwMKcUfCfLDoAATUD4MIxqKADHJcIj6KTIXyU7BcBlLBJ1h0yVhkABLmA4d543HBibhgFMwdCnKAgd0EbGRhtizLLJoz0zir0GhQMyho32g/ADh0TJjP+AWzLdc6mywaJocCra+pZBLi/D1GR4dOyc+QXz5/7N6tnutd5xvqd25bt7RyRfHKRTkVS2ZvWDm/o+Xwrd7Gs4eqm07t3b+vpmbvgcZTh7vOHehqPrB/+4oQP+dAr0mRIVNhEDdggC0U5AoFO0cB7ZLQQRxiFDcx9NLhlc9uNW1ZM5dPj9OpqNkZUrNRmV+QsXBxydoNFbtrth89fqi55WxnV9uNwf43b/5y/uaXpFy/ZW27169f5RekadRso5aTmyEuypXlWXgcBoRBjqYQInDIQFxCMCzOE4sOJBHCMchASIxHfJwPlQQiJcWQSBB2MorLSmDTkTolTS9LQkE88OjQeIhbdLhjMhlSXpZ/9viu3kunXjy6+eLxzce3O777ZuDlD7cHupqP7V2nECDNKmbX5VM6Gc2sYXKoECTYk0OJErFQFxrr7txs21K1IE3LoROjkxKAAhaCQ4tNwoYmJ8Wk0GKlXISEBTXLCWsWZ21Zt2hX9dL9WxYsyBMYRUnu9hNA4e7x0BkQ0HQiJpRFhUsFKLkImYgO4BJjkxF+tdWz7nUf775Um6ujZ+iYOelio0FkNmuKZueuWL1409aqA7W7GhqOXLp0vqfn6v3794ZHhq1f/Ez+IDbDwyOfDRjPnW9I4ZF1Wo5Bw8w2cZfMM1r0yWwqiIwLTUQHJCYEE3GhOFQgISGYiA+Hx/vC4ryRMD88NpREjKZR4rhsHI+DT2GilpUY52SKYkKcU+jIupqq+3eudl89v6VqXmmeJlMtsChZZhWpuEBUnC9ZXGo8VLNqsOfsvRst2TqWkA6V8ggidkJcpBMFF/Rg6Mq+nVUKAZ6fHMtnw4S8BBEfa9Qx5WKCgItNlZGY9FgqOZpNjZPzcVwKhJYQzCeHm1KJhlS6h/MUF4ex4KipULgTDufPpcdTCJEiDjJdw5SxUTh0cO3GuT8OnHp2+3L5fFOaHJ9l4Jj1ArVKkJVtmlc6a23l8h07q+vr9547d6L9ysX+vu5vnv26o9K/bU3IkY8f3y8sm6NQsIx6nlGVPDNLsnS+yaJjkHGhJGwIBR+GhfviEH5oqBcOFZCA8OexYCQcEB7nhUEFYjGhJEIMi4HksTFiJqxySc6Zk7ufPLjeeOpAUZ5Sn5pkVCbpZESLhm3R0tP1TJWEIuFi5aIEPhOSpaHNL5AlY0OI8d5cJoJNjwcG2M/KlszOS+XSkZlGrlFNl/CxfA6KmhSTwoRLBDgyAUQmxCQmAGNj3MKDpyfAQ0QctIiF0KlJqQqKu4u9s9MYFMItATkjFuqGw4TDor1iwiYSkSECIlRIiDx7bL3Vev/Pz9pq180vUDMtappFl6JSpBgMioLCzCVLS9etX7WnZuvx47UtLae7u67cHBz48cs26F9YTu23ajefPn36+HmIG7pzQ6sTGfWiNJ0gxywsm6NeviAtTUOnJYbHg1yxcJ9ElD8e4YtH+qOg3lRCeCI6MAHpj0YHohABifhwLCYMDvVLIYPm5kjbLx5ZuiBHxktM1/MKsxSZZo5GTiFgoiNDXIL9HLzd7Py97OOi/aS8JLWEIOWiWeQYUkIoER+OhPknooEZeh43GSEV4MQ8rJCTkJKMFPMTYiKcwVEzGJRYD9cJoYHTuSwkARseGe7hYD/G3WUimx6PS4hxcrQL9HGgE8PRUE9eMnr/ge2tF8+ePn5g7kwNJmaGlhXbeXrjuxetN85v312eW2BKyTGy09XJ6QaRKpWfnqEvLilcsXLRps2VdXW7z549euVKc1/v1adPHn5eLf4jzrD/rb7UHRqxWq3Wmn3bxWJmulmUYeDkW4TLSk1nD1W1nd4+M42NADvB41ywKC88ypeCDyZhg5IwgfSkMCLWH4vyg4DcxCLCrFzl/Fkas5ImZKJVUmKOmZ9nkVi0Ajox3mX6ZE/XSVCwT3T4NHDM5Ohwez8vmxB/+0RMqJiHFXJxKSx0AjLQy92GzYBrU1kcdhwuIRAY5BTs7wiH+kqFhPBgVx93OzoJ4u/hYD8ewKTAzFo2KxkBAQVMHAtwd5o0BgDwcLIlYQMT4/2yNJIXTx4+uHNj07ol61bNaT9f335my6WDS7oOL795ct3BTXPSjclmFdWooBRmKdSpKWqNNL8wq6ysuHJt+e5dm44fq71woaGrq/Xate5XL//0a2P6u3hFvHz9qmTBHIWCkq6lp+sEhRmiJQWy+sqZN5u2X23Zs2hBulKSTMJF4NEBGLg/BhaAgQaQ0JF6OWv7ljVPH93csLrYqGKyKFA2NT7bJJyVk5quS+Ey4BMAAE9nOyzSBwl1gUOcoDFTIZH24PApkcF2wb7jCQmhEiGBz8ElYYGRQEeRAMdioVHIYOdp48cAAE4OE8HRboIUnJ/H9BnTJxCxYXhUkOMkgL/HVIUIr1HSw0M8J48bbT92tLezXUK8V3ToeDou8sWTofraLcZUuk6G10gxeQbmmtmKVZms9trlRzbPz9TTDVq6jJtgVLEsFpk8NcVo0c4uLlhRvmDLprUHa3edaai/crmpv+/q/ft3f/m05vdlY7VaB28P6gwSo4adkybJSRcVZYpWzVKVZws3L8+7da3l7kD7rYHu3u72+rp9Rw/WXWm9dH2g+97Q9Ytn60tytRo5TZyCpSdBVBLyrFxlTppIlIKNDnUxa3ipYlw0cCIk0h4OcYJETo4ImRANtI0MsQX6jYsKsacSoxiU2FQJQSZKJBGi8fjIIB+P8YBxE2xsqiuXF8/S0ZLAbk6TZjhNQMH8iLgIR/vx40YBvN0cfN2dJoweNcPBNsR7Uojv+Mjg8UGegEVF0sZjGwkJQWRsaKoAn6XnaYT4HEVi78lN9dUlM00ci4YmE+DFfHyaWSyTs9QqQUFhetmi4qo15Xt2bTp+9MCF5obuztbbQ9ffvfvxn4jh7+BHMDwyMjzy9tPHU2dP6DT83AypXsfJMPHnpEu3LsstzRXK+ZA8A65iSdq+Pcsbjm86dXTzwf1VG9fPm5kt1ssTVWKsgItNQIXSybFmQ0qakcfjYOBQv/BQpwVzTJeaajavLyIigwK9RkEiJ8SDpkYDbSOCx0cHjw8PGAeNceGz4dlp3JRkGB4bRiSCPF2njAUAEGDghcZaDgM1w9FuwtjRTlMmBvpMd3WcPgYwejQAMH4swGnKKKdJo7ycxoLC7CKDbGJCJsQETaCivLmUcGDQRGi0CzbeT8FPzNJzaqrm7F5TNDNNaNYlW7RMGY+g03HlqhSxjG2xqIpnZ61cPn/zxrV1B3Y2njnacaW5v7fj2ZOH/1wkf5d2M/xp+PX7D9+/elmzd2uqhGoy8Q3alDQtvyRXVr4wbU6+QspEiukwrZCQa+DlG0VZWnaGlmHSJIt4iRhUOBIWEB/nw6DF5efIzUYelRIbHuaMwQCTSXGUhIitlSX9nY3bqheQcCFA/3GQqEnhwTYg4CRIxNQw/wmJSD8WDSLiYRi0OCoVGhY0w94GMM12vP3Y0TYAwBgAYMLosRNHj7EdO8p2/KgZzpODAx1BIEdYrAM4fHJMqC0a6oCGOICD7GL8JorpoHxjslZGVAgxcVHTecmQ/duWriwxFpp4OSaJRkVXiZPS1DyFisMR0dU6aV6+edGCwvVrF+/eWX386P6LF0739bTdvnX99auXVus/Y73y+7CxjoxYrd+/evnshxdVVcu1clq6nmMyCjMM3HyLoHyeeXGRVsJGpVDj1RKSWkbWptIEPAyDFk8ighMTomBgTzjEK03LnJkjk0hIWGykk5NNeLg7jQph0WAsAtSioB/ZuWrgatPh/euyMwQYhFeIN8DPBxASODYq2JaTApPJCUJegpCLJSaGu04fZwsAOIy2cRxvM3n82OmTJjiMH+3mMC4q1A6H9ISBpyNjXbAwN1iMAwg4PiIYQEF5pSsoR/asGOptqFyUrpfj6CRgckLgqS2LdlUUzTLz883CDB1PJSZmmIQmk5TDo0kV3PQMzZzZ2SvKS3dsqThycEtT4+GrHS0D1zq///5761/nGL9Ovwubz963H0eGH794MfT40fzSQo2UkmvmmtXMNDVzZqaoYlHmrBxpEj4sFuyOQPijkf44VCAWGYSI9SNgwvGoYHpSzKwcWX6mmJ+CQ8KCYyI94sC+Pr6TYkBedDJcKSGxSGEqbtzuDQvaW04P9bcfOrDBbOLBwe4hruOAAZPo5GiVLEmnZPDY0Ojw6c6Tx0y1GTPVZrSz7RiPqeM8p4wBetpGh02ERNoH+44K9ALAYqYRkL56OaVm+4rBvubH966cO755ToaASwfhcQF6Ca5t79pzVWU5aoZFSdPLaWYNN90kVMgYbA4hhU/TG2WFBWmLy4o2VC6r3bux8eT+tktnrvV13L9369Onj9bPWeyvN474XTxWRr6cynrz/v2dZ88Gbt+aNzfPIKOY1CyThm3RsrIMnPJS87L55mRKTETo1MiQqaG+tmwyhIqLFDCRohQ0FhFo0iTnpgsZFCiLjggLnuHhOt5p+qipUwBurrYQsDcBBxQxkUI6XECD5mmTj2yY09F6aOjmlRPHD68tz5+bJ9XKkxQSgpiLlAtQYi7W32PajGkTPZxH+cwYFeE/AR4zPSkhOJkUlWvhbVg76/ih9fdvXbrRe/Hs0b0LiozZBpZBTlLwE9iJkfPNgkt1G3aumpWtpltUNKWIIBUQtaoUNodIpSewU4ipKl5GpnpeSfbaVaW7tlacrN916fyxvu7WW4N9b17/yfql0Ny/s3b3XzVitQ6PfMYzYh15/v23tx4/unHn5vySPKWMqk1l6GRUlZiYrqBUL84+d3hDaZ6cgQuDRbnU7Vg2N0cuZqH4TAQo3FkhSszLEIm5eDjYf/rkUTMcx/i4jvecPmGa3SgnB4DbDJuQUGcqKYbPimeRojnUOD4LWpjO3LrUcv5g5aFd5RwKiMuGmZQMGQe1qXLOjf629iutly40Xjh/qq/70qN7ffdutl/rauq92thx4djWqkWzc1QmBVUrSVQIElgUMIsCFrDhFWWZ3ad2rZubZlHTlGqSTk42a9lGHY+bQsATEQxWkkTONpllM2eaViwr2rZp+ZEDm1vOHOxubx4cuPri28fWkb/mzV8Nmy+PMmK1fvz08cHjRzfv3r0+NLhy7SKhmKJXMs2pDL2MYpJTN68sfNh3uvnIOqMYvaxQnqtlSFOQGKhniP9EPguWaxRpFQwKARQFnB4T6QyJcA72sQ0LnIqBBQb6TgVFe3q5TwwJcIZBApm0+GRaLJsex2VAk8kgEi4MCfUi4UMzDZxsI1crI1r0bKOKPjdXvrTEuLhYP3+mstDCydTSVQKsKBnGTAKJ2Cg+Cy3kYtCY0EDPCRpG/MktC8/uW76kSGWSJZlVdI2MbNYwczPlOp2ISEaTaAkCMV2rFRTm6ZYszN9Qtah2z7qmk3u72hqu913+5snd4U8fvwr/m3+s9x/e37w9dPPenVv376xeW87nE1Uygi6VrlMwLCrG0iJ11/k9j66f6Wuty1FRcTCvSOCUSKBddNjUVBExVUxiUePwqMCoUAdwpCMw0DYu2iVVhIeBPaAx7iF+9o6TAXY2gCm2o92cJvp6TEXGA6nkuARUSFyMOwjoKOVi0nVsizZZKcbikX5A/4nRofaoOA8cwpeSGEYlhFMSI0g4YBIaiEdEIaGhwDB7DNixoij1m67jddUl2VqqXpyYqWMZVMkqGS3dKBDyk7D4WAIJncInq9Tc7IzUhXMzq1aX1OysOHN8z9VLJwe6L9y/0//h/Sur9bPnzD+v353NyPDIiHXk2xfPr98c7B8cuv3w3vbd1UIJSSqm6FUctZSiERFyDCn7ti19duvi2X2rRMmQqAjnCL9x0cETmAywLpUqSkGKUhCIWI/o0EmRwbYRgbYwkGt4oJ2vOyAi2B7ob+fpMtZrxiTPGZMDvB193Kc42ttMtR3tYj/K23lsiPckWmKUUUk1qalmXbKYjyNgwxOQQbExnqBIj/AQx2D/SUH+E919bIChTiRY0LIc3q2TlW8GGzaVp2caWWo5ySAnpxt46WZRqoLFZidiEkB4QjyHS5LJmOlpspJZ5rXls/dsXnry0Ka2liP93Rfv3b729s2frdbhX7ZG84/0+7IZGRn57J308ePHb158e+PeUO/N6zfu3T52tiEnz6hTcfQqtlKYlCpO0khIZVnSM7uXNR9d136hbuN8k5wcngB3Z1HAGhlRLsSkMMBoqEt89BQQ0C7cf3xE0MSI4HHRoXZA/wkxwClhwZMigFOgENdYkKuXs53L5HG+znbe08d7Oo7FQP2o+HC1NDFdn2xUUY0qqklNk3DRfAacTY7BxLsloj151LDFhcyB5so3/ccv7ltdNkuhVZIs6mSDmKRPpacbhTwugZgEQ6DBiUQEi0MUSxgmg2h2gWHlooI91UtP163vaD7Q39l4Z6j31cvvrFbryOcZ+L/Wqf3+fdrPHu/Zd98MDA12XR/oG7rd0ddRvmqBSp2iVyebDVyFhKaVUPLNKeXzDK0nt/9psPn5tdMXj61fPEeToaVmaSlZWrI5FYsCO0LCbMFhE2OAk8Dh06JC7GLCJ8WBHSIiJiERM2JBUyAxU8JCHEP9p/m5TvSaZuPnNDrIY6yf+2goxF0sQCkFGJ0En6VLNijIWmmSSU7MUSZtWWS627Tr7dDJtuMr5mXzNCKcWU0z65ItWlaWjpum4wlSiDBYRDwiGk1A0JgEkZhu0AuLcnXlC3K2r19w/EB129kD1zvP3L/d+/rND3/50b+FWeEfMd78pI+fPt2+d69v8Hrv4EDn9f7em9fqDu8xmiQSIVmn5liMPLOemZvGzVLS1i3KfNBzavh5r9X6p/dvn56u37K02LS0VFeUx8Wh3YODRkWHj4dG2SFip2IQjjCoI4cFZ9JjY6Oc4WDXiIgJCegZSVifyMAJCXGu8OgpkYGAmBAAPMo2PsweBXVjEMJKcySbyvMa9izvbthy8/yuo9XzyrJEGakUo5piVlE0IpxBScvPVRoMfCIxDgQJjEdGYQhwcjJOIKLr1dzCbOXK+dm715eerFtzpfHAjc6mB7d7fnzznfU3tWX/Q9lYrdY/v3p5//HDa0ODPQPXr/b09vT3Xum4vGpVmSaVLReTM028TBM3U8fJMXAK03iz0nhHd6++3XX6wpFN7Se3nd617NzeFVWl+gINWcEGMQm+2DgXKg5IxQEJKE8s1AUUPDY21CYmyAYaPhkW6YCDuuNhfmRMMBMXpGaBSs3UtQtV++uW3hk8ebe19vKBNfvWFK4q0eSZ6CouUifC6xVklYwkF+JNOrbRwOfxkyAwYDQ0GIaJSkiCUlk4kZBi0HKLshWr5qfXVJY01lZ0nNt9s/P00/sD797+yWr9+Jui+WPZfB4d3757d/v+3f7rAwODNzp6u670dLV3d9QfqyuZP0tvlOm0/HQDL9sszDbysgycWSb2gizh6mLVjhWZp6oXPLl0+F5r3fDj9o/fdDwZPN13cc/5o5Wnj1auX1u4YlFa1erc1YuMKxbqVi42Vq7Oqdmz+FDt0q6L2x/eOv3qu27rx7tW6zdW67Nrbfs3Lk4vK1AUpvE0YqKUh1OIiQpJklxM1qs5WekyqYSGxMREQUJA8Cg4BpJIgtOTMUJBklHDKsqSVcy31G2Y11S7vrt5363+s08fXX/79pXV+tmpefir9sX9R/ryr/rx3dv7j+4N3r7eN9jf0Xf1cnfHpc72S1fbao/UzSzOU6ayDTpehpFfkCHOyhBlmPlZZkGWSVBg4i+bozuwtazr4t67fWefXrs88sNt6/Azq/W51frc+vGJ9dMT67v71g8PrCNPrdbnn0lYrc/e/XDj0e3Wga4TtdvLlhdrC42cPBPHpGco5SSpkKCU0o16nlrF1un4Op2ARIbFgANiYoNhGBCGACOS0UxmolxItWh48/OUGxZnHKouaT+68UbbkXs3Wn74/u77j2+Hv7ymGvk84f6N9Ef3aT/p4/CHB0/u3xi63n+jr+96b3tX24XLLRfbLpy/dH5//f4Fi4vTTFKzlmsx8TPNwkw21TQmAAAIBUlEQVSjIMckyjTy0nXsLB2rKFM0L0OwvEBStdC8fkVh7c7lDXWVV5v2tjfuudK4+1TN6qaD666e2dV8cN3ezYurVhYuLJDMMVOKzHSTnGSUJelkJKOKppQQ1ApKZrqoIE9pNEiYTDyOCEURICBYKAwdhcKBEolQKgPD5ScppdQ8PWdZgXLP0qzGmoXdZzbf6Wh4drfzzZ8fWa0frL9tR/Yz/dvYjFiH3314+/z754NDg/3X+3sHerr7u1rbL52/1Hz2Usvp5sa6I7UVlSsKCrIMeplaydKr6WY9W69OtuhZBZnCLCM7J41rUTMyVYyZupR0CTlPxSzUpmRIKemyJD0fo+NjLFKCXorTynAWNSNHz8/W89J1bLOGZdSwDGq2VpWikDJFQjqXS0HhwLHwsDhUBBwXgybGEyhoGiMhhZ0oE1NMSnqxJWXjvNQT67Iv1y0ZaNl5p//ci2e3P7x9+7mx/IuJ8j/Qv4/NX17qjLx8+fLh4wfXBvv7b/R19XVe6Wy70HahsaWpoensycbTR08c3b5z8+Klc+eV5ubm6bOzNBazNDtDnpUhz8yQpxv42bqUtFSaUkk06Gl6HU2tIkl4WCk/USYgaOQ0g5Jm1jAten6GWWExSTPN4qx0uU7LFwgoyQwMPhGKTohFYGIxhDg8CUYkw2l0DIOJ5/NICgHRLKMUmzgVhdK9K9Kb95QOnKm801X3/H7Xjy+/+3x6YuRLR/bbpMz/S/82NtafH/oZGX724unN24P9N/r7rnV3dV9uu9JysbX5XEvj8bNHj546fOTE4aPHj+7YuW1t5aqysnmlpUVFhRm5mbrcTFVGmsSg5ehVnDS9wGIUmrQ8k5abYRKk6XlmXUqGSZpulOk0fLmSnarkyKTJXD6JwUyk0hMoNAQtGU1jJtBYWGYKgcdNEvEoCj5DLU1O13DmmFIqCsQHlhjPbynqPVF1u7320eC5H74b+vThrXXEah22Dls/jHxOzH7LIeZv9O9k8z/0+vXr+/cfDFwf6L/R3Xuts6Pz8uX2C80XG8+cO3ny9NHDx+oOHtp/oLZmT82Orduq162vWFmxbEl56fyy2bPn5hTkW/LzzPl5abk5xpwcQ3qGxmJRm0ypOoNMoxMrVHxZaopUwRXL2EIxQyiiiSV0iYwplTHksmRlKlOtZBrU7Awdd5ZZVJYlrZyt2rvCcm7bzJ5j5Tdbdz+61vjDk5sffnz5BwfkK2JjtVo/fvz4/Pm3d+4NXbve19vf3dVztaPzcuuV5pZL5xrPN5w6fezY8UOHDu/ff2D3npodO3Zu3rS1al31qjVVSysqFq1YMX/p0rkLF84qKcmbPTtr1qyM/Hxzbp4xJ8+QmaXJyNSkZ6jSLApzmizNLLWkSTMssiyLNC9DWpAln5ujWlSoXjVXu3mZ6XBlRsvO4u6Ta4fadj8caHj+sPfd62fDw7/C4+G30lfE5qcu7u37H59+8+T23aH+gb6+ga7OnisdXZdbrzS3XDx3rqnh9JnjJ07W1x+pravbs2/f9t17Nm/fsW7LljXV1SvXrStfs2bxqlULly8vXbp0bllZ0cIFBQvn55aWZJeWZM+bmzl3TnrJnLTSOeaFxWlL5qaVz7OsXpBZuShr6/K8fVVFJ3bOv3hk+UDj+nttex8NnHn+sPfHV9+OjHyyWq0jVuunPxzOV8Hmpz2oPyUIVqv17fu33zz/ZujujWs3evoGurr7Ojq729o7LrVebm650HjuXEPDqSMnThw8enT/oUO7DhzYtnfv5j17Nu7cuX7btsrNmys2bVq9fsOKDVVLqivL1q1ZsK5iwbqK0sqKknWri6vXzN1SWbK7qmT/hvn1Wxef3L2spX751dMbBi7tu9t9/PHN1h+eDb17/cPIp0/WzyO99UtG9sfqq2Bj/dtlwZ9H4f37t89ffPvgwb3Bmzf6+7v7r3X29HZ0drVdab/Q2tp04eKZpuYTjeeOnGk41HCy7vix/Ufqa+rrd9XVbjt4YGvtvs0H922s21NVu3tN7e41tbsrDu1Ze7hm7ZF9VSfrqpvqN148sbWjcUfvxZpbHYcfDTR9c7/nzy8efHj/5q8e3X9sEP6HvhY2f18jIyMjw8Of3rx58/TZo5tDA4O3BvoHenr7u7p72rt72q52XWq/2tJ2uan1UuOF5obzTSdbmo83nas/d+ZQ0+lDTQ21TQ37mxr2NZ/Z33xmb2vj/vaWgx0XDne3HrnWUT/Y3XDv2oVv7nT/8HTw/etvRz79aru631VfO5u/3XI//OPb129+fPXt86ePnzy6e/fOzVvXB673XBvo7u/v6O1t6+6+3N1zuavrYmdHc1dHS2/Hhe72890dTd3tjd1XG/s6Gwe6m270tQxdb30w1PH0Ue+fvrv3/tX3w+/ff67N87slw/+k/iPYWP+mw/vLi6uRjx8/vHr58ptvnz1+8uDxk7t37w3evNV/81b/0FDvzetdd2713h7ovH2j5/bNnrtDPQ/v9T59fPPbZw+/f/7k9cvnH969/PTx/ZeN/V9mkMNW6/BXxOdrZ/NzfWlA/zt4I1br8MdP79+9+/Ht2zc/vnn5+tUPb17/+dWfv//x9ct3b19/eP/m06cfrSN/r5zcz5rm19R2/pPY/P+m/7L5evVfNl+v/svm69V/2Xy9+i+br1f/ZfP16v/CZuQ/XMM/0y+/9Ds9wN+74//4/Jey+U/Xz0Pwyy/9Tg/w9+74Dy79pP8H2fw/o/+y+Xr1fwB1Aj7QCPN1fAAAAABJRU5ErkJggg==" style="width: 54px; height: 54px;" />«Что же, - подумал он, — и копейка - деньги!» Взял ее и положил в кошель. И стал дальше думать: «А что бы я сделал, если бы нашел тысячу рублей? Купил бы подарки отцу с матерью!» Только подумал так, чувствует - кошелек вроде бы толще стал. Заглянул в него, а там — тысяча рублей. «Странное дело! — подивился паренек. - Была одна копейка, а теперь - тысяча рублей! А что бы я сделал, если бы нашел десять тысяч рублей? Купил бы корову и поил бы молоком родителей.!» Смотрит, а у него уже десять тысяч рублей! «Чудеса! - обрадовался счастливчик, - А что, если бы сто тысяч рублей нашел? Купил бы дом, взял бы себе жену и поселил бы в новом доме своих стариков!» Быстро раскрыл кошель, - и точно: лежат сто тысяч рублей! Тут его раздумье взяло: «Может, не забирать в новый дом отца с матерью? Вдруг они моей жене не понравятся? Пускай в старом доме живут. И корову держать хлопотно, лучше козу куплю. А подарков много не стану покупать, итак расходы большие...» И вдруг чувствует, что кошель-то стал легким-прелегким! Испугался, раскрыл его, глядь — а там всего одна копейка лежит, одна-одинешенька...

Моё портфолио

Я работаю над проблемой "Использование новых стандартов на уроках математики  в 5 классе».  Работая над этой проблемой,  я поставила следующие  задачи:

  1. Использование в процессе работы различных форм и методов деятельности, способствующих развивающему обучению учащихся, а именно,  мультимедийные технологии.
  2. Организация научно-исследовательской и научно-практической деятельности учащихся на межпредметной основе.
  3. Организация внеклассной работы по предметам математического цикла, являющейся продолжением основной работы по предмету.
  4. Организация учебного процесса с целью выработать умение ученика самостоятельно добывать знания.

При работе над выполнением этих задач достигнуты определенные успехи, однако следует продолжить работу по выработке у учащихся навыков  устного счета, по обеспечению прочности усвоенного материала, по организации самостоятельной работы, групповой работы в процессе урока.

Мои публикации:
Алгебра
Внеклассная работа
Геометрия
Классное руководство
Материалы к аттестации
Общепедагогические технологии
Психология
Работа с родителями
Разное
Публикации моих учеников:
Научно-техническое творчество
Художественно-прикладное творчество
Другое
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