сайт 6 А класса МАОУ СОШ №1 г Тамбова

сайт 6 "А" класса

Живи за чужие плечи не прячась, И не боясь испытаний любых, Живи, про свою забывая радость, Чтоб видеть радость в глазах других!

               Знакомьтесь, это мы - 6 " А " класс

                         средней общеобразовательной школы №1,

                                              города Тамбова 

Классом мы стали в 2010 году, когда пришли в нашу школу второклашками.

В нашем классе 25 человек. Мы  учимся, изучая разные науки. Учимся быть

дружными и активными  ребятами. Познаём мир вокруг себя. Нас ждут

великие дела и свершения!

                   Есть в жизни нашей отчий дом,

                   Его мы школою зовём.

                   Мы в нём играем и поём,

                   Живём, науки познаём.

                   Сюда приходим мы детьми,

                   Чтоб жизни научиться.

                   И стать хорошими людьми, 

                   Чтобы собой гордиться!  

                                                              

Классный руководитель

                        и

учитель математики

Кокорева Надежда Викторовна

Учитель музыки и МХК

Строкова Ольга Владимировна

Учитель географии и биологии

Милосердова Ольга Владимировна

Учитель ОБЖ

Борисова Елена Альбертовна

Учитель английского языка

Рожкова Наталия Валерьевна

Учитель английского языка

Штыркова Елена Геннадьевна

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

                                                                          

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TPnWWzanhF8VJrlDCsq7mHvaJklx19zlxCWjuA8EjBOB/Ss8pIuisIvkDVDsN9tCvunNowQVEj08aaNrj0K5VJjB0xq5MgIEqStKT8IWjaPl611KdQn8bObdQ18KLmxIbkNhTagtJ8RXSjJSWUc+ScXhmeajAj41MhBqPJqBBK8aJD0HA9KUIZBzioAIg4zUAFScimAClzGoMZyQ+sNtNjcpajgAUraissKTk8I5B7VtVO9o2sC/HD0eFHR3TfvbSecknw58hXDuuVksnepq8OOCBRodUxoFqSoL6pJGTn5gVl3o07WStps0y37EylEqQOHUBQyPIpA5+eaThvgbLS5CXfVM+xtBBbcdQcgq2qcRjy6HA/KookbXkLLVM6S63JUy0l6O8Q8nacg8EKTjzG4+GOPStdeMmaabFHJlSI0vvGWQh1RypJycHzxXSSTXJgbaeUWO068vkYllwuPNJ4IQsNJJx6DFZp0wfQ0QtsXGBj6b7RJSm9qWHyrHxF9CcfTbWKVSRsjY2MrTlwcuzjbkmWhphI94LcBCT4nP/QrI1jhF2cItLd4tshwswJiJ76Bnb3mxCfqDk/MUjyuWRZLR2Y64mMaiNnujgLEnPs6wvclKxztBPIyM8V1dFqHv2SfDOdq6E4b4rlDjHJruM4p8o4xUCYK6UCAlHimIeJORSjB2+KgrCozmoAICRRQBYfaD1YrTeiXG2myt+Wruk+ISMZJUPEf2rLqZ7YY8zZpYbp58jlW0XKGzK75eyS+s/dtDKwD+tcOSbO3FpF+N9lWW2CQ7LTDZ25IbSATnwH/efLg5qpRy8ItfTLIGxa6uesbq7Ht6nlx0IJdd9woSPM8ZJPz9MCtEoKuOWVRe94RI3G03Cfb3lR0d4N2wF4k7yePPAGT4eVUZWUaVBvgqLHZhd5EB9bKN53K45wFDgnH6dPzrR4kQeBJI1pPYdKeVFi7djjg7xxxI9ATj8zUWpaeRFpVMlJv2cpAi70KLjwOQVDhQ8v70P6mTZJaWK6EDI7G32FLZUp2O+3zsKTkjzGAcj1FTx2upX4OVwwdv00u2yhHmSt6AcbFIcUPyVgCo7NyykBVtPqMKBGVbGx3KSWz8IJ4P6HiszakWrKMGnpEfUdukJSWY7cpClhClZTg5BHOB08B86NcUpJ5Fm3tawdhNrBSk5yMdRXqjy/Q9Uc9OKhDAqxUICUc/OiQ9Qc0Bg7aqgodJyagAmcCmAcvfa3kz3b7aIxeVGt6Yylp2/jXuIJIz4AjHHnXN1WdyOrpEtrFRpu1x4zweccLqk893jGeM846/55VznlnRWEa+pnrhqy8xooWW47agEtA8FWefn1qyuKgsklmbwP3s70HG0xpRMRDY9ofKQtfiTj+nFU2NyNMIJPgY8XQCVtw0JbAaCORjjPB/pj61U0ka4Jt5Jy19nbFva2hrCVDnjzOf61EsFz5QF/RTC5BdCQFJASOPTH+fKlaTKo5j0JpzRcd+GpG0Ajpx/nhRC1nAs9XaYXBKkPM9/G5I2oBUk+nT0pJCeH5C5uFjiPggoQ82T4+4tJ+fA6+dVptFUoNGku1PWxhS4p9pidCko95J9R1B9R5UGsleSEuaXEWh24NLKw0cIG7cpK8ZAGfDj6U8PiwLJ8HTPZ/dpN80PYZ8xKUS5MJl10J6bigE16qt5gsnl7ElNpE8o+VWFZ4o1CAVKx61ABEg8VBgyDR7AYVHB4oEC54phTnT7W8Vhz/TL61pS6hbo99XupT7nJHjzjn/ALNYdSs4OhpZYyjnWK/JE0O96O6A2ttgYBH+eNYnhcHQWWxl9ndmTdL1GV3e9MYDJPHvYHP55P19MGuTwXwXc6b0zZUvhAKfhOTVLRvgsDbstpaLaAR0GKmMlvQmXbU2UH3RRwHLZEyNOIWUqAwc1W4jJm23a0tMqCh9aXA5V9SWJEhCspByPGoB8iN7Sez5xuA9NgOKYfa5wk4BHiKm1Mzyk08MWem2JMpbpedSSB8IASTz0I6fX8/WuUUyiTwQetZZtLyQ+FbXFDdx08sj+VCEewjawdH9li1nQVoCklOGuAfLJI/Q9a9Lp8qtI85qMeKy0lVaCg8WeKgGBUoE80BTYSfKiMFRz6UQBkdPWgAIeBTAF/22aSXq7RTkZtvettxLhAGVEDqE+p4qi+LlHg00TUZ8nIUuJH0iXlXFIQpIOGsZVjJHI69R0rjtNvB200lkbfYY+xcbaue0ypttxe1JUPix1pZcPBoqW5ZOktJpACSOar6m9LCGbadgZSc80/TqDuSYfQfxjj1oFm1nhIIzkUGg4BrWkpIHPyobQt4IC7OJCVbsD0NI4jLBQtQFD6FoIBSoYIpehVOKZy1rpmforUMp2KlTsN5JWlopyM+IH68eNTGTPPBQ7zd39XS4KUBwMKx92tQcRnyGfn4mnikjI13OxNEWsWTSlsiAbdjKcp/hJ5I/Wu/VHZBI89bLdNsnFHFWlQNa/dqCMCpeKhDcTRGCpPGaIAyOlAgRXWmQp8tIUkg8iiA4o+1HZm4OvimM0ru305cIxhS8EgAemf0FciyUfEkl2O9VCXgxl5jB7FyydC2xcXJaV0+ecVitWJHSpacB12S5ewEB68W2CQM7JKwlX6qFSODQ5PoSkrtah2nDS9R2FS8/AHwkkfnRlJBjl8lg07riJqBsORZTL5PuqLKwpOfHBFZ2+TZF5RYLpe2bNbFyZT6WWkAqWtasJSBzkmjJ4RBU33t3tFpdBVcJJQRkJjpCSU/xZWUgj1zipGTfQqms8sjrV2+6X1NMRb482J3rx2pXcJ6myT5ZbQtOfr1461a249U/sUJ5+F5+pJXu9m3raS7HaebcUEhcF8v7NxwNwUhBA55IBwOaz74vox/ex7ywJXtWsd31BqWJHcUq0w4bifaAQUuAqwUbsjpg7j9PoYzxB8clMoxlOOHlEt2fdl4aUoz4rSmljIQU/i3YJB8sf5wKs03vWpMTWrZQ5LsOppvuGUIByEgDmvSJHkj5ZqCMGtXHWgKBWcHrU6jG+nNMHqGRnFQgZvijgBmTk0UKejJogFd2i6Ctl8uzsyZEQ68horbdIwpGAOh+n6VwNUnG1+p67QSU9PH0yKzT+mW9OaZs1qcW4uOX30ux+rS08d2onxPxEpIxk+OBjHdbxnua9PWs4a4NDVVmvq3YkSzh2Na933zMNKUKWAeMEEf4KoosjJt2cm62ElFKvgrelOzS+Rbg67dEPCK20sNKSHUrcUem8K9zj0HhjnqOpZZW4YijkU1Xxt3SlwMnQs+42TVkFaFB2WvZHLK1K2EFaf4SCQkFWATxk4rnKTTwdSyKfMeB2dsvtqLJG3BtcV9aA4tQVhjaQsKHPmkeZ6YpbJPqiqK2rl5Ebc9DK1GmQy0y3JbeZLSvaNySg4xuBwfeHhkY8Kmns2vLLNRDxIbWaOl/s5LtcR9uTIRKMhYUtbzhecASoqTtUUjByeeta9RqpSXCMOm0kKnxyOmHYkWuxNxUe+takMoPUgkhIP6/pXKgueDo285ZtangInzC2sZzk5684xn/ADyrWnnJjkkkSFiHeWeG4tKUrDZQNvoQP+62aPi1GbX/APp3l+RuKVivQnkwK1HFATqCWrgUCAFq/wAFQJKo46U5AyTxUCEb4FAUJnNMiGQNEUh9QxwsNrcH3akqacJ8ARx+tcvWx4UjuezJ8yh9RemwpnS1QVABxGHGl9AFY4+hBrjTjuWDuQltllE1b9LzozRQ8whfPVHvD88CsapnFnSdsJLGAz+nZzjSkNREJJHxLQR+uDWhKT9CnhdmQmn9Hew6jalyVHvUqyho4yk+Z6/Lr6/J1FJeoMuT5WBy6iiM3myCPKSFNkA+XTmlccjOOEU62dnUpCv3WS33BPAU3nHyINV+Gs5XAVlrDLVC0DLcTh6QnHmlPP8AOo4Z6sGXHob/APpNi05cClOq243LPT5AAD9KKgl0KnJvqUC4oU7cXQhW1WdgPlmnXCFxnqSrTaWYjLSBtbbTtQPMDx+v9K6Ogh77l5HK9p2YrUfNmC+U12zzQBXzzQFBLVQIAWRUHRLJNWdBQyTgUCBEKAoogQUQMySo5qABTW+/irTjccZA88VTfDfW4mnTWeFbGRQLgHLdeoz5wULSAkjyHh/KvOM9YviwMvTzyJTDe7B3YoGuPBY5HdsNEbARjij0LVyJy43Q2vU6npTLm1T2MJQThHgcDwHnVeWnjA6hxlF3u2s4Mi3JMVtT+AOGBvOPP5UW/IEVnhkro2U8mO4spUY5VlBUMfPFBBlhPCLy3KZLGR5dM0Wiplc1BPCW1AHrSCvoLFTgEveoggryc9KZdCqTwiTRJbmstvsn7pxCVJ9ARnH6129FHbXl92ea1891qS7IG4eK3nKZrlVKAGo+dQIBZ4PlUHwSyT505X8w6TxUGQVHzooBkDjxogCJIJ61CGQ4ogFHqaTdGdbTbQYT8iGllNwYkpwEMsBISsKJPXeAMDJ5zwK4d+mcW3HouT0Wn1cZKO7q+C76PubrbaUE7sdDXPR3IvJbJF3WlolfHlmoWuSRDO3+wNykM3O4wmXMglDzqQR9D0o7ku5IwnNZiiwR3dNW5rvFTIDDKxkKU6gJP1zT7o+ZFXZ2TNxF6hLa3RZTL7JHCmlhSfzFVNoPK6oyiTHXHMJVlB6c1ANmreB7hJPOKRlTZzn9pbVEvSXZbcp0EqD/ALRHayhW0hKnUg85GOPpzzxWnTwVliizHqLHVW5IlewTtUR2laXWHIqosmErutxKcSEDgOABRwcj3h0z04NdmqfLqfVHE1WmlCEdQk9sv17/AOsjLd6VqOUzXUKAALpxQGQBauKg5MpNOVBkGoMgoNFAPQeOT1okM0nBqECpVnioKxJxtfqkdrtouc5q7NaP1RCes9hkOFv2OY+07l1e0L3jJAShSkgq3HwxhnW2stdSxPHCfKLtYHDZboYr/Jac7pRPiOqVfUEH615acPCm4M9hTarYqa7l01RBh3eAGFlYbcTg90soP5g5qvuaxRRuxdyDcFOxj+0YynNxbekLS7j/ANs81W4PsdKvVwxiXDLpH7PYIbcQxa5LaykBIXJVtCsc555ppVrsixapY5kYWTsStsa6pn3BCJDo5DKAQ3n1zyr68elIouHLKLtT4nux6DRgtxoTQQ2hLbaBgISOBTLryYmQWobkhLLpyBwfpQ6lRyT9sXUZt+hLRF7uSpmVckPPmKcLDTaVEDPgSrZjPiK6WgjF2Ny8jj+0JS8PERCdnmttUaMm2KPBdtdmgR5yX3HXbgyt8tlwlTRSHMnKSUlIRn5VqsjWrJXwy5Y44eP0NNUr7KK9FdtVeVl7lnrnz/Y760xqiLq2xx7jFUFJWBuSk52qxnGfEcgg+IIrRTarobl9Th67SS0VzrlyuqfmvMkFnHSrzAa7h4IoDI11q8uKg5MIWc05Sw4VxUIFC89KIT0K5okCJVxUIZpUQahBd2jsF0zadUw71vmyhAdW/bre+4kxoK1YyW0hIPGONyjgnPXBFsrZTwmBLCwixaztn3JurCktuR0fehaglK0DnqeARz18/lXJ1dG9b11R1dDqHCXhvlMibDrWPcm2il9LqSOoOeK4uT1C44Yx7K9GUylZ4SRnOelFLIdpZ4saO60HEgFPmKbkO3sa9xcbYBIAAxVbQ6h5lIuur2WXlNoUCR1xQEkyHWp+8jvXUqaig8Jxys0DPKQm+3q1QJ3dRLqG1RwO8eQ4vahCB0STngefPnUUpxl7nU3aLTV3pyu+BdRAQf2DKv7F007AitRI0+Ja2ZTDIT3ri3UqkKBxk4bASCfBa8cGt78RR2Wvlpv7dPyGP9NO1W6SCUU4xTSxlt5l+OPqz3si7b53ZnrmLalhyTYTaG2XYjqykpcabK1LBwffSe8RjHOADjAI6Ef7cHNLqzzOoX9TbDTyeNsOPmll/nK+h2BoztK052hw0v2O5x5awgLcjB1Jeaz/ABoBOP5etaFJM4s6nDrz8uSecOKYVGus/WoMSyTimKgwNQBklX1psBM0nJokCJPFQJWdZdp+mOz+JIkXy7sRAwjetsErcSPDKE5Iz0GcCqnZBPGeS+GntnHeo+6u/YSWtPtSXOc4ljS8Nm3xAk+0TZiguS0opSpKQ1jalRSrPJVj9Dgs1TaxFYPSaX2PHcpWtNd+2Ojx+TlS+domptfag1A69c5EgoPdNSrjJJYjNpJClAqOASroAP5Vc4pRh4jz+rM8Zt23f08VFLhN8JLvz5tjG+zdqC4G5ybEbwxOCWe/jFlwq2KSRuRk+BByB0G0+dYtXFcTUcF+lbinFzUl6HWWke0lMVoQ7kC0Qcb/AA/tWFSSOonkZkDtBgRogDMlDiD/AMulM3kOfMhb1rZ+7FTMUHCuCvH8qqlLyBKxJcA7Np0FQekDJ67Ov/6arWTI5ZLHJDFmguTZSkI7tJUhKiAlAx8RPy8aK5Fx3Z+dnazdLj2wavm3663QWLRDbxbiOyFY79tJI3ttdXFK5I44Bxzg12qnChbYLdPv/tmWVFuqSnfPw6V0z39Uu7MtWTDo3s8sc+2wHLdb4t3juxIj/DzqEpcUXHT1BcPh4ADpnAoqirrpRk8tp5f26fI7Gqm9Ho6rKo7Yxmmk+uFnl+rI/tLhRpV+0XrK0p/dZ76G3fcxlSl7+QPE7nAf/WmoclCyifVFPtGEJ3afX0dJNZ++f85Ljoh6LbojR0ZbbXLuUYZXdpUZxT7Z6HCI7SlAeXv/AFPWqbN+7Nkml5J/u3+xfSqvD2aeuMn3bTb+yT/UZ2ie227W2R+ztWTrXcH1rw0pkLhyyPEBh1I3/PKfXNbY6jC+F4+/6HEs9mZb/uRUvLlfh8jjtl6hXlnvIj6HR0KQeQfEEVphbCz4Wcm/SXaZ/wB2P17fcn0rNXnPYULOKJDJK6hDyRNahRnZEh1EdhpJW466oJShIGSSTwABzmjnuRJt4Qg+2Htq1NICYOg12xuOR97OmuOBx30aCQNo/wCWc+WPHmz1cG3FZS80epo9jXRjGxuLfXDf+DlftcgXNzSq7nOiCBOkzGhOaZXvbcUhLm10HOcHekc85A69aTSyi7dqeVh4/Bo9rU2x0vizjtbayl04Tw19yOuGqlNXzVD7R3shmO7x0Kgz/Xj8qZVJwgn6/qSWrcbr5LpiL+u027JqDTektLRYF1iG63J5IfdaDKHA2VZV7xUfiyT0zx86kqrbbHKLwiU6vS6PTxqtjvk+WsZ5fPclrPZ5uju0Oy6pj93aYDbjbq4LSMK2KG1xKwON2FKHGegqt3RlW6ny/Me7QTVi1McQj12r9+2TtI2KPeEtSEBIWvHIAINcvAqm4vBZbZolXdp2bRx4o/vQ2gdj7lltGkHW3AVYx5gYo7cCbslrYtjcFvcrwHzpWh4iT7f9aIcgf6ZiON/tC5NL4WjvENsjAUtacjKSSE4PxZI6Zw6W1b/I6GkqV9mzvj5r5v8AnLOINWagjae1X+ztPQzqLVCV7HbrcAZLiXf4GkfCkp9BgdMcV1qoOde+17Y+S4+5ztXqIUanwdJHxLe8ny8+SXRY+RdNSWG4O6X09a7/AHBV0u1yuzK5JWRtQlIUpaW0jACUpSRwOSSfEVjqnHfOdawkmdvUaax0VUame6c5rP0y3j0wVaNqCPaeyeO3IaLq7fqAMxm05yVId73A4/hKxWmVblqG13jycyvUQq9nJSWXGzC+jz/ksjzl4jPQbYhv9u6pfV7ZNbkn9zgJUeBn4msAEJ7pSVHBJJ4BpThzN8R6Lzf+fqbrIXNxpS32vmWfhjnt6emMPuWa26zbuhkWmSuS4lhRQ6xLhG+284HIDjYDwPmHCSnIyKrdajiS7+u1/boNG9zcqnl468eJH7rn7k1p9yDbpX+0TIEV9GP3S2XYqUTjhJYeCe5HjtSoUsnPq8/VfuiytVfDHb8lL/8AMuh06lWea9AfNmECzkYoiBErCQSSAPEmoTrwjkztq+0TH1JebvYIjYc0xbe5aml1GPbFuOpSrIP/AI0oKiB4nBPQViucrIpQfX9v9noNDCvSznK+OdqSaf8A7ml+gldaad0npm6PIu+lrrAjFzDU23v94ytJ6EbiAk+afD1qqid1kVsmm/Jrk6Oto0emsauokl2cXx/PQ05b7UrRd3h229qu9iIaQ01NSfaIyy4nx490JCz5ZHHjR5jbFyjiXp0ZPdnpLK6bd9bxw+sXlfjGSK0bp97V1gvslDaj7VJ2gBQThtO0nKlcABOeTxxVls/DsgvJGbSUvVaa6xL4n+F/ouMvtbOmrYuHDsMFtWO7YfhShIZK/wDmQAVHGTknJP51UtKrJbnJ/U2S9sPTV+HCpejTys+vn+5bdEWC9X1+yL1FIUudPmMoYgBsIDTaTvUFADlRSkk56dPOsljhu21Lhdze/HjpHbq5e9LovL/f6HTmkZD9vm+wyUFIbOEFXiPMVlyc2XvcodFjdaMdJxnApyvBYGZTaW+MCgyJFX1TqREJh07whCUlS1HgAAZJpMFvXg5L1WqfqK53u5syTFuVxKWWZC0EmKwnIQlKfNIKlY6b1nw4oeJFtbllLseqo0UqaZRreJy7+X8/UpkSz6Q7GbYZj7qW5CwQZD57yS+fEJHlnGcADoT51ocrtZLC6fhGaNWh9i172+fN8yZXGdTSLiud2h3OI5EtFtjLas8JxWFOLXhJcPluOE8Z4J64yb3Uo400HlvqzBHUzs3e1Lo4hFYgvNvv9en/AIKhpyUy7Zo1zlM97EYusy9NtEe87sbSlAI8+9U2PrWi3O9xj3SX8+hzdI4uiNs1wpSmvXCwv/k0iZmXF6Bb1xLncPYILqy5dJLC8PzpB+NG/nYhPw7UBTm1I9zaarjBSluisvt5JfLz+yNFtsq4eHbPEf8Ak11lLvz2S6YWXhdEWnS0+Hq+Db2LFb0wIMM5ZdWw/wByyecqCU7UKVg/EpzdnnYCSKz2RdTbm8t/LP8An8fU6Gmshq4QVEdsY9Hh4Xrjp9W2/QkbTA09bXE2LT9ksOo7j7ypFwuaO+DRJ6OuBtfvKPRGU/LjlJTsfv2ycV2S/wDKLIU6aLVGkhGcu7fOPm0ny/Lg68Cz9K9Bk+bGSV4PWoDBQO3rtAZ7POzWbcXir751qJhHxYWsBePUI3n6VTanOLhHqzbopQquV1iyo8/nH+/ochaj0Z+19c3iKl4Jh6mgJfgygco79rYvBPkQlR+SuKwVW7Kot9YPn5M9TqdH42rsin7t0cxfbKw/2+xraj1JfNJOQbfdkKnwpFqSZUZ3C+6cbTsWQehBwkkHglXHJ5auuu7MocNPj6gu1Go0ThC9bouPK8muH+wvJ0hTFiSpllLD0mEEBlkfF3j7hQPU7CcemK2JZnz2f7HElJwo3RWHKOML1k8fgZmitHMaQ0spWq5ITa0kPotqE7lyXNqSQQD7yEq4xwCRk8AZxW2u2f8AZXPn5I7ml0kdHRjWP3Fzt83+6X69Qd37SU93Fkv3Q2NpSSuLbrfb2pDjLZ4SVLWcJKuDgAcY9DRjpsZSjnzbeCu32mniUp7F2jGKbS9W+jfoM/7J+romsu09u393LlLYYekmZc30qd6BOENpSEoHPOD5Zz4JdT4eJPH0M6161MHWstrnMnl/RJYR1pqnTSVRvaI4++aO8YHXFYpJETwzcsN0UYqDnBIoBxglJl2MeMdpJPpQY6WRE9unaBMscCNBiWuZdLhOJUY8YYAaSR8a+iEqVgc9QFDHWnjBS+KWEaacwsUoVubXZefqzny6J7UdRvlLLULTkZQxkOoWrB81DeQfUBNXx/o6/OTNdi9tal4WK18/35f6BNP9idvhyxdNQz3dQ3L4le0nLQI8wSSvHqcf8aFmtlJbKltRfpfYdVcvG1Ut8vXp/v6/Y15s2L2m396OlaXdL2Eha8HCJcnnanPihIz6HI6gihh6WCf/ADl+EByh7Vvcc/2a/tKX+EVN63XG4am01arQ2hxqTb/2ipx7PdhSnS8SrH4d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/>

Учитель матемаитики

Кокорева Надежда Викторовна

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" />

 Учитель георафии и биологии

Милосердова Ольга Владимировна

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" />

Учитель музык и МХК

Строкова Ольга Владимировна

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" />

Учитель ОБЖ

Борисова Елена Альбертовна

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" />

Учитель английского языка  

Рожкова Наталия Валерьевна

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5t3p1V/oKv0dOxNjfox9oFYveBFNO4N32OnZT6j/AG17vTdZc/8AwdTP+FWi9uNmV/pAX30F0ue0svqO7d+k9Ii6tvu9mRQ70/8Ag7FLCOl92KUjenTs13P6lhicm37TQw/0gtNjAOf0zqtufhO/4T9coRH2YuQBlZVPGjcusm1sDwz+nuF7a/8Aw1TWonOvw7K23WCwP9tdlztjidB6dXUq2/Yr3Pd7aac5mHkKjm34tznvpqyMWx/NtLbKHvg/neg2/EyP81SLf5XFhZkY9mS1uBk5Tzu+jQ66yZ7vd9jsd/n2LgfrHmjO+snUMoyGV2/Zq90CW44+zbvb+/Yy2xdv9oGEy7PuyM60YdT73l4s2ksa57Wud9hro97hs/SPXmVJd6TN5mwjcZ1lzvdY93+d/npBbLcJxMwRJGpH7vhr9Lf/AOe0aq7/AEgOum4ak/1m/wDkEBokQPmfiijgkcCAP/MUkW2S2t7fEO4g6GP+iug6P195LMLqLiXk7actx+keGVZX8v8A0eT+f/2o/wBKuXaSwbhqTyPH/wAi5HDmluvDtJMhJOhFF//ZOEJJTQQhAAAAAABVAAAAAQEAAAAPAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAEwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgAEMAUwA2AAAAAQA4QklNBAYAAAAAAAcABAAAAAEBAP/hF6ZFeGlmAABNTQAqAAAACAAMAQAAAwAAAAECTwAAAQEAAwAAAAEDOwAAAQIAAwAAAAMAAACeAQYAAwAAAAEAAgAAARIAAwAAAAEAAQAAARUAAwAAAAEAAwAAARoABQAAAAEAAACkARsABQAAAAEAAACsASgAAwAAAAEAAgAAATEAAgAAAB4AAAC0ATIAAgAAABQAAADSh2kABAAAAAEAAADoAAABIAAIAAgACAAAAEgAAAABAAAASAAAAAFBZG9iZSBQaG90b3Nob3AgQ1M2IChXaW5kb3dzKQAyMDEzOjEyOjA0IDE3OjU5OjE1AAAAAASQAAAHAAAABDAyMjGgAQADAAAAAQABAACgAgAEAAAAAQAAAk+gAwAEAAAAAQAAAk8AAAAAAAAABgEDAAMAAAABAAYAAAEaAAUAAAABAAABbgEbAAUAAAABAAABdgEoAAMAAAABAAIAAAIBAAQAAAABAAABfgICAAQAAAABAAAWIAAAAAAAAABIAAAAAQAAAEgAAAAB/9j/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwPFRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQODg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIAKAAoAMBIgACEQEDEQH/3QAEAAr/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEFAQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMicYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcGBTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kSTVKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/2gAMAwEAAhEDEQA/AOkSSSSUpJJOkpZJOkkpSSbsSdANSToAue6z9dOl4NbmYbxmZOoAZ/Ngxy64+36X+i9RJNO9kZGPi0m/KtZRU3myxwa2T2935yw8r68/V/HeWMdblO8aWgt+HqPe1eedT6nm9TyDfl2Gx0nYwucWMB/Mqa8u2tVQOd/sKGqRXm+ht/xidMc6DiXtHjurJ/zdyu4/106Bc4MfbZjkxraw7df5de9eZD3D94DkdwitD2D96s6Rz+X/AL8hZ7rgIno+wY2Ti5jPUw7q8lnjU4Oj+s1vuaiLx5hLHC6pxqewy21hcC0/Fv6WtbuD9d+vYUNy3M6hUPzrh74/4+ra/wDtv9VISQYdi+iJLL6N9ZOm9YiulxoyyJ+y2EbnQJc7Gsb7Mlv9T9N/wK1E61pBG6ySSSSFkydMkp//0OjTpJJKUkknSUpM5zGMc+xwYxgLnvcYDWj6TnFJcZ9eeuONn7Gx3Q1m12W4d3fTrp/s/TckTSQLcz60fWm3qj/QxS6rAaSGt4dYR/hLv5H+jo/7cXNucXRB1U3mdOwlQATVxYEjk/AlP+UKTmAaHuO6iA5uhE7RqO+1FC4kEFpLXDgjQhTFz5l2p4JGh/8AIuTBoIBGo8RypurIAfEg6GOCgkA9GbHepqx25zRoOHQFIAxMaTyNI/rD81BNc6t1g/NSYXNdIJ3eXcIUuBLNpNVoOrQSDLdCHD6NjY+hY137i9B+q/1kPU2/Y814Oexu5lvHrsA9z/8AwzX/AIX/AErP0v8ApVwG4Oa2uyAHD9G/gT/r9L/zBPj23417L6Hmqytwcx45Y8a12D+19NIGkmII/l6X11JUeidWr6x09mY1ortB2ZNI4ZaPpbf+Csb+lp/zP8GryexEVosmTlMkh//R6RJJJJSkkkklMmAFwB4nVeRdRvdl9Sysh3Nlj3knzcvXIJBA5IMfGDC8ZbZuY55PveNT5/SKBXRZVVeoY/e3fklEZS0uk6Dv8OVc6Fg23sfkNZvaxwaR4A67h/1Cpw9rgYI0AA8gmcWpHZlEdAe6YYouDto1g/eEPJwyyii9v50tPxH0f+iV0PRMBwrNjwS1s/NDycPdgZFO0b8W13H7mvw/OCZx6/VkOLTxp5prHVvJaNJ9zDwpb2gkDQO5aeCP/JLUrxq8hzSwavaHA+JGhQ8nprgN4Eg6eY1TuIXRWe2QLDnlsRY0zHI8u4cpNDbNRJ01A8P3h/VRvRcwMMaHgjn932qOxjXaabdY4g/vM/O97UUVTEM3NLHaz7gB3I+l6f8AL/wqnWGvbDz+kaId5g/nD+S5rtyZ4c9peT72OLXOH0g5uod/K+jvQb7CdtoAZY3R7RoPEOb/ACUqVdPUfUfMdj9Sdhv+jlsLR4epUPUH+dV9D/rq7leYdMyjXn4OU3QsvpcSD2LvTs/zme1enuG1xHgSPuTorMo1B7rFMnTFOY3/0ujTpkklLpJJJKZ1Eeqz+sPyrxXIaaMu+o6elZYw/wBhzmr2eSNRyF5N9ZsQ1fWXqGO3h+W4sHlcW2t/8/JFIeu+reAcLp9bD/OPHqP+Lhuj+y1an7Hwsj+cqBJ0JjWEL9MLHV45azYYLngkR+6A1FHUbsWwDJqBZ/paSXAH+Wx7Wuaqe5vu3RoKHR0Kum01VBlbAAP48qnf0usPssa2PUA3ADlalOTXY0FhDmuEgjwRTtiSNOUdFavm12Lb07qfojVjX72mI9lsiP7N1djFp5GLGPY4fS02nyjcyP6zV03UsPpFzR9sAa4gwR9LWf3FSzaK76RVjh7oa4ztcJdtLKvzf5tu73JGyQVwIAp4/KrP2KitjQbXhzWN8fcyv2/9csese60B5PLXNjXmQV2lXQ7Lr67J9mKGNrHiKwXkuB/wjrXLmes9MsxcmxrmkN3y0QR7T+cE+E9aY8kNLDlte4WlpM7gBPjAhh/zPYm3thpOoBLXDxbOn+alYxzS17hEzHyQgfpN8fy9/wDpKVg1BpsY9poyGNeZY1zNe0AtfP8Amhex2/zr/wCsfyrx17Q+lj+N1LgfJ1e6P+ivX5JAJ5LWk/EgIx6oybD6qKZOolOY3//T6NOmTpKUkkkkpS4b6zdP/wCzPFtcPZmOxrGeZrLarv8Azwu5VLquDVlDHyHAerg2+rW4iTDmuqtqn+XvY/8A60hL5T5LofMPNw+pOz22NbiDabSN9p4aNd38rd/rvYsrqNfU6M81YzbM2glgpv8ATJa4OZuNjs2iyt2O5uR+j9N/8zX+ku9T/Cdc2prh7hICT6amsgfcBH3xCrQIF2AW3IE1qRXZo9FtvY/0LLG3BpIFrSCHR30XSlgFcntwsjCrDsrcY9o8O/n+8tl49scwOPypp3XuBljOysttOFV7yf550DvHtdZLK2N/0nvf/oafz1ldM+tmYc4YVjC63cGitjvVt3TY17X4zKqLN1XpepkbP0lFX+CuXTXYbXXmwtAc7U6ant9JPV0/GrtdcKW+o/R9kNLj5Os273Jw4QNRf1WniJHCa8KYYufi57BbTG4/SjmD3lv85W7/AF96hm9MxcxzTfWHlo7zqPkrjcWrdu2jd490SwAFMXdez5b9bMB2Bl7C39HDnVu7OBMs/wAz91YOKw2bmcuIJHx5/wCqXf8A+MBgPTGaSTZofCGvJK4Tp7dWP7uc1rfgDuU+I+hr5R+sDZ6bWch1eP2fc2rXwtPpu/6teuWR6jo4kx8F5r9UqG3fWDHaRLGZLrfL9E225v8A02sXpCkj1Y8n6IUmSTJzG//U6NOmSSUpOmTpKUhZRjHsPl/EIqHewvx7WjksMfEe4f8AUoS2PkmPzDzDVpOiV5DGkn5eaFRbIHgo2OdbYf3W8eZ/8xVO3QbfTWGS86EjQeS0PVAMOaT5rPxM302Ct1fEkuAkKxvzrrRYw1MocNWOYd0nvv3/APQ9NFIpsBzbBLfu7qbWH8VQNT8Pa/eXsdpY4+J/O/kq9VdLZB05QUnLWsGndVrj38ER9u5Vr3E6AT3hAoeL+veXudTiNMaOc494dtH/AFK5DHEWAjRtUwPM+3/otWj1zqlu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" />

Учитель английского языка 

Штыркова Елена Геннадьевна

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" />

Учитель физической культуры

Володичев Дмитрий Валерьевич

 

ч

День знаний

1 сентября 2013г

 

      На линейке   

 

Можете ли вы:
1.В любой момент оставить все свои дела и заняться ребёнком? 
2.Посоветоваться с ребёнком невзирая на его возраст? 
3.Признаться ребёнку в своей ошибке, совершённой по отношению к нему? 
4.Извиниться перед ребёнком в случае своей неправоты? 
5.Овладеть собой и сохранить самообладание, даже если поступок ребёнка вывел вас из себя? 
6.Поставить себя на место ребёнка? 
7.Рассказать ребёнку поучительный случай из детства, представляющий вас в невыгодном свете? 
8.Всегда воздержаться от употребления слов и выражений, которые могут ранить ребёнка? 
9.Пообещать ребёнку исполнить его желание за хорошее поведение? 
10.Устоять против детских просьб и слёз, если уверены, что это каприз? 
11.Если бы придумали робота-воспитателя способного воспитывать идеально. Смогли бы вы его себе купить? 
12.Можете ли вы требовать от ребёнка то, что сами иногда не выполняете?

 


Расписание уроков                   Расписание уроков на I полугодие

                                         6 " А " класса

Понедельник      Вторник             Среда                                     Четверг

              Пятница

1.Русский язык1.Биология1.Физическая культура1.География1.Математика
2.Математика2.Английский язык2.Математика2.Русский язык2.Математика
3.Технология3.Математика3.История3.Обществознание3.Английский язык
4.Технология4.Русский язык4.Русский язык4.Английский язык4.Русский язык
5.Технология5.Физическая культура5.Русский язык5.Математика5.Физическая культура
6.Технология6.Литература6.ОБЖ6.Литература6.История