{"id":38,"date":"2021-05-12T13:32:47","date_gmt":"2021-05-12T11:32:47","guid":{"rendered":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/?page_id=38"},"modified":"2026-03-27T10:45:29","modified_gmt":"2026-03-27T09:45:29","slug":"co-juz-umiemy","status":"publish","type":"page","link":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/projekty\/co-juz-umiemy\/","title":{"rendered":"Co ju\u017c umiemy?"},"content":{"rendered":"<h3>Monitorowanie osi\u0105gni\u0119\u0107 szkolnych uczni\u00f3w przed egzaminem \u00f3smoklasisty<\/h3>\n<p>Celem projektu jest cykliczne diagnozowanie umiej\u0119tno\u015bci uczni\u00f3w z j\u0119zyka polskiego i matematyki na rok przed egzaminem \u00f3smoklasisty. Dzi\u0119ki temu nauczyciele i uczniowie uzyskaj\u0105 por\u00f3wnywalne w skali miasta informacje na temat poziomu przygotowania do egzaminu \u00f3smoklasisty. Opracowywane raporty maj\u0105 przez wszystkim s\u0142u\u017cy\u0107 doskonaleniu nauczania.<\/p>\n<h4>2019 rok &#8211; I edycja bada\u0144<\/h4>\n<p>W maju 2019 roku sprawdzian odby\u0142 si\u0119 w klasach si\u00f3dmych. Raport z diagnozy zosta\u0142 przekazany na pocz\u0105tku pa\u017adziernika tego samego roku. Zawiera\u0142 informacje o poziomie wykonania sprawdzianu dla ca\u0142ego Miasta oraz opracowania wynik\u00f3w dla szk\u00f3\u0142. Podsumowaniem dzia\u0142a\u0144 w pierwszej edycji badania by\u0142o spotkanie z dyrektorami szk\u00f3\u0142 oraz nauczycielami j\u0119zyka polskiego i matematyki powi\u0105zane z e-szkoleniem w zakresie wybranych problem\u00f3w nauczania.<\/p>\n<h4>2020 rok &#8211; II edycja bada\u0144<\/h4>\n<p>Druga edycja diagnozy odby\u0142a si\u0119 we wrze\u015bniu 2020 roku na pocz\u0105tku VIII klasy (przesuni\u0119cie spowodowane epidemi\u0105). Raport z badania zosta\u0142 przekazany po miesi\u0105cu. Wyniki opracowano r\u00f3wnie\u017c w postaci broszury zawieraj\u0105ce rekomendacje dydaktyczne w zakresie nauczania j\u0119zyka polskiego i matematyki, \u015bci\u015ble powi\u0105zane z poziomem wykonania poszczeg\u00f3lnych zada\u0144 przez ostro\u0142\u0119ckich uczni\u00f3w. Spotkanie z dyrektorami szk\u00f3\u0142 i nauczycielami ko\u0144cz\u0105ce drug\u0105 edycj\u0119 bada\u0144 odby\u0142o si\u0119 zdalnie w listopadzie 2020 roku.<\/p>\n<h4>2021 rok &#8211; III edycja bada\u0144<\/h4>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/przeblyski_przekonaj-mnie_.pdf\"><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/przeblyski_21-184x300.png\" alt=\"\" width=\"184\" height=\"300\" \/><\/a><br \/>\nTrzecia edycja monitorowania przygotowa\u0144 do egzaminu odby\u0142y si\u0119 na pocz\u0105tku klasy VIII w 2021 roku.<\/p>\n<p>Raporty dla poszczeg\u00f3lnych szk\u00f3\u0142 przekazano w pa\u017adzierniku. (Po prawej stronie znajduje si\u0119 ikonka, umo\u017cliwiaj\u0105ca otwarcie dokumentu prezentuj\u0105cego fragmenty raportu dotycz\u0105cego umiej\u0119tno\u015bci matematycznych).<\/p>\n<p>Seria spotka\u0144 z nauczycielami\u00a0 szk\u00f3\u0142 odby\u0142a si\u0119 w listopadzie-grudniu 2021 r. Spotkania odby\u0142y sie w formie on-line.<\/p>\n<h4>2022 rok &#8211; IV edycja bada\u0144<\/h4>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/przeblyski_od-dziesieciu-odjac-zero.pdf\"><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/przebl_1-196x300.png\" alt=\"\" width=\"196\" height=\"300\" \/><\/a><br \/>\nCzwarta edycja bada\u0144 odby\u0142a si\u0119 w czerwcu 2022 roku i obj\u0119\u0142a uczni\u00f3w ko\u0144cz\u0105cych VII klas\u0119 szko\u0142y podstawowej.<\/p>\n<p>Analiza wynik\u00f3w sprawdzianu zosta\u0142a przedstawiona w raportach dla poszczeg\u00f3lnych szk\u00f3\u0142 we wrze\u015bniu. (Po prawej stronie znajduje si\u0119 ikonka, umo\u017cliwiaj\u0105ca otwarcie dokumentu prezentuj\u0105cego fragmenty raportu dotycz\u0105cego umiej\u0119tno\u015bci matematycznych).<\/p>\n<p>Na pocz\u0105tku pa\u017adziernika odby\u0142y si\u0119 warsztaty dla nauczycieli, kt\u00f3rych celem by\u0142a pomoc w przygotowaniu uczni\u00f3w do egzaminu \u00f3smoklasisty.<\/p>\n<h4>Badanie 2022 w liczbach:<\/h4>\n<h4><img decoding=\"async\" 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REXGdJRwABLDe4aAwufhSW894w+GWwkW558BX7IcqlyHJWYXmrkJHYXwh8T0JFWrxDUdERMR1lnAAEMB6hoPhsYW\/qe8YPSY3Eksw0MuCqqFectTcNXni9Nlzr\/rmXwUtvuGIiIi4zhIOAAJYr3AwNDr3N0faR8829cysPL7UV+BXqpxBaDk6X2rpmRkfPDX93eXl5Wq\/98DiG46IiIjrLOEAIID1CAdjU+e\/Ut8+OtDcc26lgPcV9tVzqNTWf75U3z42e+L9ub\/3LU8FWnzDERERcZ0lHAAEsNbhYHGx+LmW7sIhuYyoGjcfZ3Oo1NwzWzrSPjoyOrnw177lKlOLbzgiIiKus4QDgADWOhz0n5h6q6517Hx9x5SniK+dcoai9eh8qalrtGnu\/NIXfMtWhhbfcERERFxnCQcAAaxlOJAbkOvaRkYbuqa9BXytrWsbLzV1T1\/sGZzc61u+MrT4hiMiIuI6SzgACGCtwsG5+Qt\/3tQ91t7cuxb3GfiVpyHJ\/Bs7JseHCue\/6VvOQC2+4YiIiLjOEg4AAlircNB3Yurtuvaxohy99xXua2YUEDqPLZXaescPXbxY\/KxvWQO0+IYjIiLiOks4AAhgLcLB3MLSs02dhVZ5c7G3YF9j5f0Hh5qHJs+OzL\/iW94ALb7hiIiIuM4SDgACWItwcOr92b8\/2Dw8X603IFeqXNbU1DNb6hmc+jff8gZo8Q1HRETEdZZwABBArcNBsbj8dEf\/xLtyrb+vUF8vW\/vmS\/UdI0dnzl14zrfcGbX4hiMiIuI6SzgACKDW4WBkfPGv6lqHz8iRel+Rvl4ebi2UjrSPLw2cnv2+b7kzavENR0RExHWWcAAQQK3DwdHjMz9s7J4uHmoZ9Rbp62lb30KptXf84NLS8g7fsmfQ4huOiIiI6yzhACCAWoaDYnH5M629Y3Wdxy5GxfjQNcX5etvYNVOqaxt+f3S87LcmW3zDERERcZ0lHAAEUMtwMDF1\/i8aOgr9ebukSD3cOiaXFl2s4NIii284IiIirrOEA4AAahkO5FGhh1uGx+o7przFeR7sGLxQ6uqf\/Jlv+TNo8Q1HRETEdZZwABBALcPBwKmZfzzUPLIkR+h9hXke7BhcLLUfHf\/l8vLyU751SNHiG4419tVXX\/16tBuX7rnnno5CofAZXxtERNzaEg4AAqhlOOg9NrVXXjgm7xXwFeZ5sLV\/vtTWPd5QXF4up7C0+IZjiu++++7zN9xww+Ktt976fmhxPzk5+fRNN900ff311y91dnY+6w5fXFx86u677+667rrrPnjjjTe+6g7fSMb1k6zj7t27v\/Hyyy9\/y7ZHRMTfSDgACKCW4aCzb\/JnrX0L3qI8L8pbmxs7Cx1z55e+6FuHFC2+4blQi+Roc8sfx0QfffTRd3zTqJWVhIMHH3xwvyzzjh07vuMbvhXCgZ452QzriIhYKwkHAAHUMhy0H514r33wgrcoz4tN3bOlho7CwNjE+a\/41iFFi294bnz44Yd\/ftttt52IM9oVNlQ40PGSlncrhIM9e\/Z8TT6\/5ZZbhn1nTxARkXAAEEStwoFcw9\/WO\/7L9oHz3qI8L0o4qO8oHCtMLv6lbz1StPiGbwj18pz1KKIrOXOQ5lYIB4iImC7hACCAWoWDixeLn23pGa9v7Zv3FuV5Ud51cKRt9OTI+OLLvvVI0eIbviF88skn34x2hZWben3DaynhIJuEA0TE8iUcAARQq3CwuFh8prl7vDH\/4WC6VNc6cmZ4bKGc4tHiG5579axBtCvEXrvveuDAgS\/deeedvTKOevvttw\/u3bv3RW2j9wP4tJcCxRW9slx33HHHoLR\/6qmnvqefy7y3bdv2noyj07v55psLto1qw8GHP\/zhtg996EN9lRbWu3btesWuu0z7\/vvvr7PTzbLuaYHM7Ze4fiI0ICKmSzgACKBW4WBhYenzzV1jLRshHBxpGz07NDr3N771SNHiG5579YbWrMWlFqMyzr333tv8wAMPHJJi+cYbb5yzR+efeOKJH2a5r8FX3GpRL22l8Na2sqw6b1GmaX92C20JEhowdHglBbQW9KKEArtOdt5Z1l3XO+5JSzovtz3hABExXMIBQAC1Cgez55e+1NRV6Go+es5blOfF+o7J0uG2kbEzhflXfOuRosU3PNfaIjzrWYO0JwTFGXdfg1vc2mWyBbc9w2HDhShH8zUk6HK5hXzo8rrqcsr03LMUL7300rcfeeSR2Bfp+dY9qe\/tGQ9tTzhARCxfwgFAALUKBxNT57\/c2FHob+qZ9RblefFI+0TpYPPwzKn3Z1\/zrUeKFt\/wXKtnDeKOXvuUcOAW+FnUUOEW9m5xq+3cswBpl+HocDsdObMhZw7KWV7XtPknGbfucdP0FfyEA0TE8iUcAARQq3AwPrn4YmPH2IA8DchXlOfFK+Fg\/sTpmX\/wrUeKFt\/wXBtXtCapBa0U3Dt37nzd18Y16dIlW9zK5TjSTopl2y7LGQ6djg06viPw5Zhl\/nFmWXc3nGkf2+1COEBELF\/CAUAAtQoHw6Nzu+rbC+\/LNf2+ojwvHm4tSDj4YPD09Fu+9UjR4hueW7WoDC2cpVCWG4KjXefqJTtymU1cYRp3OZGqyyE3Fcu\/Mk03rGQp8nU+tQwHodNJW3df6IibF+EAEbF8CQcAAdQqHJwamnutrnVkRo7M+4ryvHiweWTlvoOjx2f+xbceKVp8w3Nr3OU7Wd23b9+X7VN74l7ClXY5ji1u5dp9aesWxhs1HGS5FEnPLGib0BBAOEBETJdwABBArcLB8TOzbxxqGZnPezgQ2\/oWSt0DU5kvrTFafMNzqRbS0eYPvkzGVZ4IpEe\/3SJYC9ekexrc4lYLal+Rn7S8vnlVOxyE9FeWdRfdUOO7pEiMCwFxnyMi4m8kHAAEUKtw0H9y+s0DTUMfHG4d8xbkebJj8EKpo39iv289UrT4hudSLUCrVVD6CtSsBbU7rh3Pho20Mx2+o\/TVCgdiyJmW0DCh0\/7EJz7x\/bjlJRwgIpYv4QAggFqFg97ByR81955buWzHV5Dnybb+86W2nrHDxeXlT\/vWJUGLb3juLOcouCpHue+6664ut3CVew5kerZwznJJjegrbu2ZDT2Cru3kM9+jRGWYW1THhQPbB1lvxtbLf3zzl0epbtu27Rf6c9Z1V3Xaet+Fr9AnHCAili\/hACCAWoWDjr6J\/+o8tuQtxvOmhJjGjkL3zLkLz\/nWJUGLb3ju1EI07XIXn7aolnsM5AVo+pIxW4DbdvK5+0Iw+0bhuOJWl9NOV4tuVaYl4+rPWW9kLicciA8\/\/PDPdV66XvqzBoGQdVdtGBJ9oY1wgIhYvoQDgABqEQ6Wly99uq1n8lBb\/4K3GM+bjV0z8pbkk0OFhb\/yrU+CFt\/wXFluUWyVaUiRbIvy++67r2Hv3r0v2jY6H5+2kE0qbn2XP8lRensjtHj77bcP2vmruhxx4cD9PItyliJanjM6bzna\/9hjj\/1Yly9k3a16aVFcaCMcICKWL+EAIIBahIPz55e+0NQ51tZydM5bjOfNhs6p0uGW4cKZ4XOhb0m2+IZjDnWfEJQHQy9FQkTE7BIOAAKoRTgYm1j4an376Om8v+NAlXcd1LWN\/2rwxOw\/+dYnQYtvOOZMPbJfzmVVtdKebQi9DwQREdMlHAAEUItwcHpo7rXDraPTG+Expmr7wGKpa2DyP3zrk6DFNxxzppw1KOdyolqqZzK4NAgRsTYSDgACqEU4GDw1892DTcNLdW35f4yp2jG4WOrom\/gf3\/okaPENR0zUnjUo9z4QRERMlnAAEEC1w8GlS5c+1dk\/+bOmntkN8RhTVe6PaOoaa587X\/yCb71itPiGIyIi4jpLOAAIoNrhYHGx+ExzV6FlozypSG3onC4dbhkZeX9k\/pu+9YrR4huOiIiI6yzhACCAaoeD4bGFXUfaRs82bJCbkVW5KflI20ToTckW33BERERcZwkHAAFUOxwMnJr5XlRsFw+3bpz7DdSVm5L7J3\/mW68YLb7hiIiIuM4SDgACqHY46Owf\/1nzBrvfQG3tWyg1d421LCwWP+dbN48W33BERERcZwkHAAFUMxzMLSw9Kzf1SpHtK77z7srL0JpHRocKC9\/wrZ9Hi284IiIirrOEA4AAqhkOzo7M7z7cPDxW3zHlLb7z7qGWQqmpe+ZXR49P\/dC3fh4tvuGIiIi4zhIOAAKoZjjoPT79o4auqV8fahn1Ft\/5d6jUeexiqaVnvP7ixeJnfevoaPENR0RExHWWcAAQQLXCwcLC0rONHYX29v5FT9G9cZSzHodahsbPjsy\/4ltPR4tvOCIiIq6zhAOAAKoVDk6enXvjYPPQ\/JH2CW\/RvVGUG6nlBW49g1P\/5ltPR4tvOCIiIq6zhAOAAKoRDorLy59u75v4n+bec96Ce6PZ2jdfqu8YOTozf+E53\/oaLb7hiIiIuM4SDgACqEY4GJ1c\/Orh1pGhpu4Zb7G90ZQXotW1jS8Nnpx9y7e+RotvOCIiIq6zhAOAAKoRDroGp37S0Dn164PNG\/VG5GttPbpQaukar19cLD7jW+crWnzDERERcZ0lHAAEUGk4mDl34bn69pEBuRTHV2RvVOXeiYbOydlTQ3N\/71vvK1p8wxEREXGdJRwABFBJOFheXv7U0ePTP2rsmlqSdwT4iuyNbHv\/+VJL93jDwkLx8771j7T4hiMiIuI6SzgACKCScFCYXHzpcMvIUOvR+dIvG4e8BfZG9kj7eOlI2\/j5wVMz3\/Otf6TFNxwRERHXWcIBQADlhoPlS5f+tHNg8mf1HZOXNtO9Bq4tvXOlhvaR3un5C19y+yDS4g5DRETEHEg4AAig3HAwNLbw9cOtI2PyTgBfUb1ZlCcXNXRN\/ar32NRetw8iLe4wvOK77777\/A033LB46623vl8oFD7ja6OGtN2KxvXP4uLiU7t37\/7Gyy+\/\/C3bHhERCQcAQZQTDhYWlj7X2l2ok7cJy0vDfEX1ZlEul5LLpupaR4bkMirbD5EW+3kubWxs\/OLDDz\/886iwPBNtevlDWbr55psLjz\/++L\/62qsHDhz40p133tmr44i333774N69e1\/0tXclHFTPuP559dVXvy7b5brrrvvgjTfe+KodBxFxq0s4AAignHBw7OTMPx5pGztf3zHpLag3mytvTe6eLXX0TfziYnH5adMXlqv9k0e1qIw2+Upxf9ttt52wP99zzz0dvvGk6NR2UnjKeDpO1kKUcFA94\/pnz549X5PPb7nlluHOzs5n7TiIiFtdwgFAAKHhYGLmwpePtI2clGLZV0hvVhs6p0oNHRMzJ8\/M7tG+kE4x6Ge5VIp8KRzfeuutVWc\/nnzyyTej3cBb6E9OTj590003Tcvwp5566upN2XIJy4MPPrhfPq92wU84SJb+QUQMl3AAEEBIOFhcLP5ZW+\/4fnkHwKGWzXsTcpwtR+dL9W2jAzPnLjwv\/XG5W67i9t2G0AaAHTt2fMcO0+DgO6uQNJ4r4aB60j+IiOESDgACCAkHx8\/M7qnvmJiTo+i+4nmzK+9yqO+YXO7qH39neXn5T6\/0i+Lrv9wrZwHuvvvurmhXWFXkx31u1bMHjz766Du+4WpcQSsB44477hiUaeiZiaTiV5Zp+\/btb8twGUeUeybsWQ1rpfdKJLlr165X7LTlzMv9999fZ5dZ+8en9llSABPd\/ojrH0IDImK8hAOAALKGg4ULxWebOgttbX0L3sK5EuUsxOG2sctvJe6aLjV2z6z8nPXdCdKurm281BSN19A5vTKdw61jNbhZemhlHo1dk5NnR+ZfudI1iq\/\/cq+eAXAvK4r73JpW2Kq+wtWGDymqk9raz6W9XB71wAMPHLLFuRtQbPt77723WdvfeOONc5XesKvrLUr\/2PswbF888cQTP5RhVm2ny6vLef311y\/57hXQebntCQeIiNklHAAEkDUcyKM8G7unF6Xo9hfO2ZQgIMV7YxQC5ClAonx2sGl46XDryLm61pHh+vaRE4dbRmazzqsuChKHWkamGtoLg3VtI8OHmofPHWwe\/qC551yp89jFUmvf\/MoNxXIDdeWXQw2VOgYulJq7xhqvdI3i679ca+8dcAt8DQdxRauoT8hJK0jdwtUGA3e+cUWu3jPhHvXXZXCXU9cr7ZKnUHX5ZNruGYuXXnrp24888sjP7GdWX+BKOkOjw2x7wgEiYriEA4AAsoaDutbRISmyy3kTshTvzb3nSi1H5y4X8s1RCGgfORMV2B0dfeP7jx6f\/peBk7PfP3l2bs9QYf4bZ4bPvdrYMdaf9aZnadfQOdp76uy5V94fOfcNuWl48OTsWz2DUz\/p7p\/8z5auQnN9x+ixKHyM17WPrwQGGUf+X87ZBX1z8pWuUXz9lyul2HzooYfelaPo999\/\/xEtct3LYUQtNmsRDuICia+tO9w17gyHzCPprEe5Zj1b4lPX2z3LETdNX1\/E9U9ovyEibiUJBwABZA0HoW9Clst8JAx0DF6Qn5eausb62o6OvydBQIr34YmFr87OL+2MJn3NfEfHFr96pG10SC4RcqfrU9rVtRWGhscWvuab3uJS8ZnC+MJfnj577tsy\/66B6V9KWDjUPHzehpaQ4NPW52aDa+ebN7WAjDb7yqUtqhyR37lz5+u+ttUOB3KpjYwjhbBvnNAi13d0XdSCWz53161ck47yp5nUV3F97V5SZNu60wntN0TErSThACCArOGgNSqgfUWyVS7ZaeicigrnBblMaLGpq9DZfnTivwdPzXxv6tyFF6LJ+OZxjSfen\/sHKdwlYPjm4ypvMT7YPFLsPzH9lm96PsenF1888f65f+jsn\/jvpu7xnoPNwxe7j\/9q5ZIn3zxcpZ2Ddz55Vl+KFu0GKyHBFqEhlxWlHUXXwlVuHpZ\/3Xn52sYVuVKgP\/\/886\/pGRBR2rvhQNpt27btPV03GS6XAVVSOMcFkTTT7t\/whY64eREOEBHDJRwABJA1HMiTenxFsiiX5jR2zay0qWsbGW\/pGW+MAsH\/jTszkObgmXPfPdg0cjFrOJBQIvadmPpn3\/TSnDl34TkJMD3H5g7LvQ5yJkFujPbNy+rgnfZGUI9Q2yCQVtCKWS+xsYWrXJcv48RNN67IdYt917jp7du378v2xuVKXhJWbjjI0k9u0AoNAYQDRMR4CQcAAWQNB3GX3NR3TK3c6HukfXyqrW9i\/5nR+W8tFZd3RKP4ppfJU0Nzr9W1jMxkPYpf1zZROtQ8vCBnAnzTy2qxWPz0ybOzezqi9ahvGx2XkCDLELfuDt5pbgS1sLRFr+9otmvcNfSubuHqCyNxbfVznZd7U3LWgl0ea6rrkxZm4szSJ666PklnYET3TI3vkiIxrn\/iPkdERMIBQBBZw4FbGMvZArmp91Dr6Hxr7\/jBE+\/PvnbxYrEqRcnoxMJX69tHzsgTjdz5+pRwcrh1ePzM6Llv+aZXjnJTdGvP2MFDzaOLbf3nvTcuO3insxHUo9ZuAZt043CWMwuqW7jaItudtq\/ITQoAWcOBWI0COqlPXEPDhE77E5\/4xPfj1olwgIgYLuEAIIBywoE8YrS+Y6LU0DF2ZuDU9PcuFpc\/GzXxjV+WcwtLz7Z0jbXLzcxpNwnL8Lb+hWhZCicmZi582Te9cl0uLv\/pwInZN1t7pk9fDiCrL61y8E4jL8q9BfJUov379z9nP5cj6lLkR7tCbKEuw+xjO6XoDSmSfYWrhguZRtoNt0lFth5ht4W0TPuuu+7qcgtrWQd3me20086AiBqkRPdRpvJitG3btv1Cf8562ZWq09Z7M3yFPuEAETFcwgFAAKHhQO4rkHDQ1FnoHh5bSDxSW4l9J2b+ubF75lduQe4qyyLvX+gdnP7R8vKlp3zTqtTRsbmvNnUV2uUeCHvvhYN33LyoxbwohbS8kEuKSf0s7lp8LXDtePpz2qUyalzhqsWwLezj2trl0JeaRW3O6Gd2Grbgl\/WStvomZtvObZslHIj2Jm63TzQI2OlqG6vv8bE2MIm+sw2EA0TEcAkHAAGEhAO5tOZKMOiamln6i+hj3zhV8dy5C3\/e0DHa03VsyXtJjy6PDG+M2s1dKH7BN51qOTO\/9NxKQDDvRnDwjpcXpViVI9v25lxRjlI\/9thjP04qKOUmYrcQ9xW3cSYVrlr067Cktu5y6CNYJfj4in4p4mVa2v6+++5rcF+ipkW8O36a7rK4\/WjDgU\/f+oka4uKCF+EAETFcwgFAACHh4PJR\/KFfnzh97v9GH\/naV9XhsYVdLb3TJ5q6Z1aeHqRvN9ZHpjZGnzd3T504M3Rut2\/8antiaO7vo\/kX9c3NDt5xMN+6Twlab0MvRUJExHQJBwABhIQDKcrr2sZ+3dY7fmBhsfi56GPfOFW1MLn4UlvvRF1dW2FKnhwk9yHIC8vqWsdmW3rGG0YKcy\/7xqu2xeLy0539kz+PlqGolxY5eMfD\/KpH97NeHlVr7dmGrE9DQkTEdAkHAAGEhAPxSPu4eLG9d\/wXCxeKa1JQLS4Wd5x6f\/a1vhPT\/yIFeu\/xyR\/LW5bXKqAsLCw92z0w8dP6jvE5eXSr9oWDd1zMr3LWIPRyolqqZzG4NAgRsboSDgACCA0H8nQgeXLPoeaRX7f0jjfU8qbkPFgYX\/jrlu5Cw6Hm0aI8WtU+PcnBOz5iFu1Zg6w3RiMiYjYJBwABhIYDDQjy5B657r+5e\/J0\/8mZHywuFf8sauabxob0woXlz\/efmP6n+raR07KevpehOXing4iIiOsr4QAggKzhwC2MRXlqT+vR+ejf4Q+6BmYb+09OvzU7f2Fn1Nw3rQ2hhIKBkzP\/2NI11nKoeWSpsWsm5mlJQ1HzVXinh4iIiOsr4QAggKzhQO41uLZAvnwWQZ5i1HnsYulAFBLaeqfa+07M7B0eW\/ib4vJyTd47UAunZi68cPzUzHclFBxsGllqiUKPnB3xrbMoTyxy8E4XERER11fCAUAAWcOBXFpzuVj2v7FYQ0J7\/+LKkfYjbaNnu4\/NHhw4PfvmRFR4R5PwTX9dlUBw7OT0P7YfHX+vqXPs6MGm4YtpoUBceddD90w0iVV454GIiIjrK+EAIICs4aC5e7xRimK5Gdl3idFvHLr8HoKu6VL38V\/JZ8WGzsLRroGZ\/f3HZ35wZmT+lYmp8+sSFqIw8Pyp9+deO3p8+l\/kaUsSCA41j1xs7z9fau49t\/KI1GvX5zfKesu9B9IHjV1jPdE0Ld55IiIi4vpKOAAIIGs4mJ0v7mw7Ov7LqIAuylFzX\/HsevlswlipuedcqetyUCjVtY4UGtpHezv7J\/f3DEzuGzxz7nunhub+7v2R+W9K8V5cvvR0NDvfsmRycbH4zMy5C8+Pji\/89emhudcGTs38Y9+xqX9uPzr+P01RQX+oZWRGzgy0HJ3LFAisst6H2wrFlp7x+itviLZ4lwcRERHXV8IBQABZw0HEJxeXis90D0y+U98+sdDWf36l8E8+i2CVMwqFy084isKCvMyspXeudLBpeOlw68hUXdvoaGPHWE9r99iR9r6J\/+kemHqnd3D6pz3Hpn\/Se2xq79HjUz8cODX99sDJ2TfFvhPTbx89PvMvUZsfdfVN\/LSrf\/I\/5WyAnOFo7BztrW8fPXW4dXRapn+oeXQlDMj8jnRMXH3TclZlPVuPLpRkvTv6J98x73ewuH2HiIiIOZBwABBASDgQ5U3Bx06f+4e23onGQ83DH8glOVL0Zw8Jv1HuTZAj93KZzkpo6D1XautbKLUPLJY6By+Wuo4tldr6F1ZuhpaC\/pdNQ5ei8YorNg79WsZr6p5deWJSZxQ2ZLzWvvmV8CFPGZIgcDiafmgYUGW8y08rGv6g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S5J0uu6ZDyncJSzpk4a0XVw4qNW2Q0TMk4QDgEAIB\/nWYdUfvHJ0w4EUd6o9am6VYlAuKfFNT84maLssTxZS7XL4jvS7BbbvKL4tlGW4XRYpkN329qZhWSd7L4Fqb4YWyzl7UMtwIMtjp22HSXGvBX6WcFCrbYeImCcJBwCBEA7yrcOqP3jl6IaDNOWIvO8ovGov65Fi3dfGp3sJjK9Qt8WrnMlwh0vRq8OlILdhwVcQ20d1xhXDsq72yLgoyxEXjnxWOxzIMsk0RPdmY7etmiUc1HLbISLmRcIBQCCEg3zrsOoPXjmmhQO5rEaKSSkW455wo8pRajtuyPXn7hFwXwCxxb57pN9e3qJHr+VmadtebhrW9mLW+wnkDIPvXga5jEeWyZ2uayXhQPpBLmeywShJd3w1LRzUetshIuZFwgFAIHHhoKl7FtfDntnLb2luLaxJOHCHh2iLcTHk6LoUzHZc32M53afz2CLbXiJkn9pji3q7PO600gp8KXjj3ncg80gKF+WEA1keeyYkq+501LRwUOtth4iYFwkHAIHEhYOG9sIgroMdhf4jbaOnDjYPn5e3Kjus+oNXjtUMB24RXMnR57hi3R7ttzcI20dw2uft2\/WT\/+vn9lKYuMtsfOqRfN9LyuIuxQkNB7Lu9kZoUX7Wszcyvlqty4rWYtshIuZBwgFAIHHhYHxy8UVce8emLnzl7Mj53Q2dY0fr2savbI2rrPqDV47VDAeinVZcsezTXjLke9+AakOAvfnVFtO2OLWFq52uPSqf9j4Bn3IZk4zn3o\/gO2oeGg7cbSLr4GsnuoW5O1xNCweinU4tth0iYh4kHAAEEhcOIlb9cuHaubRYfKalZ6LhSPtE9OMqvO1DrHY4sC\/d8t00HGfS8\/qtUlhrO1EKb3u9vIQE216Cgm0vl8\/IZ7aol2nYcUJ0L0\/yBY3QcGDPjiS9wE2sZjio9bZDRMyDhAOAQAgH+XNubumLLd3jzRshHLjvF9BHaSbp3gyb9vItex+BFOO2QPaNa88SyFFue3+CGybK0Z61kP50h7vrZy97cnXDTNrlPdUMB2ux7RAR11vCAUAghIP8uZHCgS28xbQj36J9pKgc0U8rSt1C1\/7sOypvL3uRp\/7Y9iGXz8Rpw0Hc9HS4mHQZU0g4kLZuQe+2UbOEg7XYdoiI6y3hACAQwkH+3EjhQHQL1qQi0xaXYpbr\/+VJOtpeClK9OVj+73vGvnvpj72ZWC4zcturL7744relkE66DEiG2UuU4traS4UkoCS9C8Aun7T1tZEi3IYS1W2nZgkHYq23HSLieks4AAiEcJA\/N1o4cItxUQpZmZcUkHI0XApLe427KD8nFc2qfaeBNanotQW3am9o9mkv2ZFlk7MCUvyrsg72Eqekot\/eSC3Kssr0RBnPPnnJLbqlrRzVl3nKv3FPSxJ1Gq5Zw0Gttx0i4npLOAAIhHCQPzdaOBDliHxcAetTliOkuHSPcIvyeFJfW9FdT1GKXF9bVc4cuOPEKeuadGOzHOn3BRpVlk\/bSj+4xbdPmaf7fgKdhqtd\/6RwINZ62yEirqeEA4BACAf5s5bhwB6lluLV16Zc5Zr4j3zkI806fZ9y9D7khVuqeyOumPRmXvd6ejHuEiCrLFtSoS59Jkfys1xrL2Ejruh27y2Q6blnEKzyNCHpX2mroSNp+9lppYUDsZbbDhFxPSUcAAQSFw76Tkz9M9bO7oGJH514\/9w\/FIvLn466e9UfslqGAykC9TKZpOK6UuVyFSnQ9VIaUT7ztc2qHOHWZc\/yOFKZX7nrKtOXQKLLLpfYyHRCb8DV\/pYwINORf5OWReYroULnK+P62sjnSX1gt3OWvrLWYtshIq6XhAOAQOLCwaGWUayhrX3zpfr20ffnLiw9G3X3qj9ktQwHiIiIW0nCAUAghIP1sfXoXOlI++jZ+fNLO6PuXvWHjHCAiIhYHQkHAIHEhYMDTcNYQ5t7ZiUcvE84QERErJ2EA4BACAfrI+EAERGx9hIOAAIhHKyPWcJBXdt49OMqVrVDRETEZAkHAIHEhYOOwQtYQ48NlUqHW4Yn48JBa894U3PPuejHVaxqh4iIiMkSDgACiQ0HfRP\/hbWz7+T8f\/WemNq7cGHp81F3r\/pDdn5u6QtNnWNtTT2z0Y+rWNUOERERkyUcAAQSFw4iVv1yYW1cXl7+U\/ezmXMX\/ry5a6yloX2kJ\/rZsqodIiIiJks4AAiEcJA\/Z+cvfKnv+NTbhclFefGUxdseERER\/RIOAAIhHOTP4vKlpxcuFPVyI8s1bRERETFewgFAIISD3GvxDUdERMQYCQcAgRAOcq\/FNxwRERFjJBwABEI4yL0W33BERESMkXAAEEhcOOg9Nv3jvNgzMLmvc2Di30+end0TLdqqX3rx\/PniF\/pPzvygZ3DqJ77x82hX3\/hPj5+a+d7y8vKnfetktPiGIyIiYoyEA4BA4sJBU\/dsbpSXgXUdXyo1dBSORou26pdelKf6HGoZmWs9Ou8dP4\/2nvygdKR1dGThQvFZ3zqJ0\/MXvhT9a\/G2Q0RERL+EA4BA4sLBweaR3HioZTQqqGdKTZ3jXdGirfqlF8enF\/+yrm10rK5tzDt+Hm3rWygdbhspzJ5fkgBwzTrJ04pau8eORP+3XNMOERER4yUcAAQSFw4ONA3nRimmG7umo3Aw1hkt2qpfelHDweHWgnf8fDlUqmsbL9V3TJRaesYblpaKO9z1kc86+yd\/frB59FL0s2VVO0REREyWcAAQSFw4aO1biJxfF+WoenPP7EookIJ6M4UDCQaHWwqlxo5C+8TMha+467K4VPyzrv7Jd6J1uXi4dSz6aBWr2iIiImKyhAOAQGLDQffYkZbu8cbmdVDm3dA52nuwaegDvQxnM4SDQ9HyHWopXGroGDk6MXVtMCguL3+6a3DiJxIMjrRPrIzjsKo9IiIiJks4AAgkLhxcvLj8WTmKvbhYfEZcWlresby8\/KeXLl361MViNOzK5zrsSvsd9vNyLRaXP\/P+yPw3DzYPz0tBnRYOCpMLckPyfM\/JYqnz2MVc2nX8V6XuE78qRSFmqDC+8NfuOkR9+6mB07PfP9JWWKjvmLwaKBxWjYOIiIjJEg4AAokLBxGrfrkkFIwWFv769NDc30oYcIcXLxafdj+rxPHxxZcONY\/MZgkH8sQfeZTp0eOzP+0enMqlvbJsAxM\/PT187tu+dTh+euaN+o7xyYZoPTUYEA4QERErk3AAEEjWcDA1c+HLde0jZ+rbx2d7j03+2A6bnF58sb13unHg5PSb9vNKLIwv\/lXWcLCRldAl72+IgsFYY8\/sqmBAOEBERKxMwgFAIFnDwejkwl8fbBpa6jn5Qam5e6xJP19cKj7T1jt+qO\/0pdLhluGxqZnzL9jxynWrhIP3C\/PfrGsZGW3uPXdNMCAcICIiVibhACCQrOFAQsDAqem323on6s6MzL8iny1fuvSp42dm3jjcOvqBFO+HWwu\/7uib2O+OW45bIRyMTy++2NBROKE3H\/t08E4HERER\/RIOAALJGg7UixeLn9X\/LywVP9fQMdJzsHm0WN82euJIx8SFQ81DU8MTC39jxynHzR4OJmYu\/EVj51ivrJesny8YiA7eaSEiIqJfwgFAIKHhQF1evvTpgdPT36\/vmFiubx89PTy28LW23vH32gcWSy09hQbfOCFu5nAwPX\/hS81dY53NPecSg4Ho4J0eIiIi+iUcAARSbjiYOnfhhbq2kdEoHHxw9Pj0j+SzlYDQP79wsOnswumz\/qfyZHWzhoOFC8XPy3sc5FKitGAgOniniYiIiH4JBwCBlBMOisXlp3sHJ3\/U2D1TOtI+0jd3vvgF+Vzef9B+tPBfvSc\/KNVHn8t9Cu64WQ0JB3Pnl74oT1DqGpj8787+iXWx\/ejYf\/cen135\/9nC5XsyXJeWijs6+yd\/frB59NKhlmwvbHO4ZpqIiIgYL+EAIJBywsFIYeHlhs7JyUMtIxePn5n9\/+ywiZnzX27vnxtt7Jy8ePT41A\/tMDEKEJ8ZODn9j0ePXTvMGhIOxqcXXz7YMjIvLxnrGLyw9g4sluQpTt3Hf1Wq7ygcGxq79p6LKCj9WVf\/5Dvy9uPDrWPeIODTYdU0ERERMVnCAUAgoeFAzg609Rb2t\/TOlZq6xpp9bfpPTP7f9oHzpbrW4dNz55dWziqoUdH\/0uGW0dkDTUPz+tQjn4Hh4C\/r2kbHosLbW2DXWlnGQy2FSw0dI0cnpi58xV0+OdPSNTjxEwkGSU8m8umwarqIiIiYLOEAIJDQcCBv+I0K9YXDzcOTAydnv3\/s9LnvD5yeXXn5mRTpPQOT++Qtyg3tI72NndNLPYNTP9FxFxeLn2vrGTskhX59x6S8L6FteXn5KR1u3Sjh4GDzaEkur4rmP1QYX\/hr3\/IdOz3znSPthQVZZ980knS4Ztq4MX311Ve\/Hv36le65556OQqHwGV8bRESsXMIBQCAh4WBhcelzTZ2FtoaoUD\/SNvp+U1ehPSrcPzjUPHxerqWPhnUdiQpgeXa\/\/L+t\/3zpcMvIyNTMhf8j4588O\/tGXfv4rw+1jJYaOqej4nfo\/In3z\/2DOx9xI4QDCQYNnVPy8rfx00Ozf+tbNnn7cUPHWEH6zDeNJGXaDtdMHzeek5OTT990003T119\/\/VJnZ+ezvjbr6eLi4lN33313l7t8+vl11133wRtvvPFVO85GVNZn9+7d33j55Ze\/5RuOW8Mnn3zyzeirsLRjx47v+IbjxpdwABBI1nAgLzyTQreubfxXv2wc+nVUsF880j5ein4uXS72p6L\/T8jlNSUJCPKvXFt\/uG2s2NE78a5M48TQ3N9H41w8GLU\/0CQF\/0ypvn10UK7Hd+dXTjioaxtbabsmRutwJFr3utaRwumzs9c8menS8qVPnYrWN+ntx0nKWYa61rGL0bQsq+ZRiS+99NK3b7jhhsXQAlW\/SEU56u1rg8k++OCD+6X\/8lqM2LMa9vPNFg50Pau9PtpP+nuS5KOPPvqOO\/6uXbteufPOO3ttu9tvv31w586dr7ttxcbGxi8+\/PDDP7\/11lvPaPubb7658Pjjj\/+rrz2uVsN61H\/vcxZvc0o4AAgkaziYmV\/684b20V45Ai7FsQQC+VeLWS2a7c\/yb0P3dEkuQSpMLv7V5fsVxt7TYlmuvz\/SMX7h6PHpf3HnFxYOLr50qGVkuvXofKmpe3ZN7Bi4UDrUPHxx8NTM93zLNFQ4\/80jLaMjEiC0T7Iq\/XK4tXChe2Dip9G0LNfMJ1QpXLZt2\/ZetOlXioiQcPDuu+8+L4FCxyUcXDak2Nc+9BWFeVHWx1cwb7ZwsGfPnq\/JtrjllluGq30GR4r122677USc+jvk7gcyng679957mx944IFDd9xxx6B+5u5j7u+kTLuWv6N5D7blulnXCy9LOAAIJEs4KC4vf7rvxNT\/O9xWWJZLaXwFbZwSIurbJ37d3DPWKNMaHVv4an3n+Jw+yrMlCgqHoyJ6aub8C3aeIeFA3h3Qf3L2zZ6BiX29g9M\/Wgu7+6f+bSAKBsXi8jVHmsanF1+US6uOtE+uCkzpDpXqOyej\/igUO\/smf760tLwjmp5l1XxCtYXEhz\/84Tb5f0g40KLx8ccf\/5FMg3Bw2c1UWOg+4juKutnCwXqpR6rdftS+l9\/JvXv3vmjHkTN9so+5v69y9kPCzVtvvfWSba9n+Kq9rTZrER13tgw3h4QDgECyhIOJqfNfOdwyPCKXC\/mL2mSlsI8K38UTZ+del6DR2T\/+89a+hZVheulRZ9\/EfjvPkHCQJ+VpRXKG5fI7ICZWlruhcypDSBhauURLxpGnQEnguTJNyzXzy6ot7J566qnvhV73br88+SJd7WYqmLSo9J3ZIBxUR+1j9\/cn7nMx9PdV21d7v9ys4SC0f3FjSTgACCQtHKy88Oz49I+aomJX7hPwF7ZpXr6\/ICqaB2V6Y1HYaOqeHJdiWIbrpUfD5v0AGzEcLKw8jWnisASflXsxmofP17ePnJH7DuraxyUEOf2iXg4GEpQaOwrtEzMXvmyma1k1v1C\/8pWv\/K0eDQ75MnTbhoYDPSIq7e1lTbbIlM+3b9\/+tp7ZEOW6aQkyadOz48k077\/\/\/rq4a4cPHDjwJZl\/OfNxl9vef+HqFtdZ56t96ztyb48su9usWoV7UvFn5yFnnj70oQ\/16TKGbD91l3NtvW\/b6fL4tH2ctk\/4rr\/XceKuNZdt5l77f9999zW4R\/VDTCrak36vkra9T91Wvvn49K2r3Oeg65plX0\/7fXHnV+7vYdq2TQpZYtx236zBBwkHAMGkhYPC+MLLh1tHVm729Re22dT7C3oHp\/YuLy9\/qmdw4l+kYD4YBQe59Cga\/uuWnvFGfbTpRgwHoxMLXzvYNLQoRX59++jJE6fP\/d\/os6+eHZnf3dE3vj9aj6LvDIL07aHW0UtNnYXOKBi470mw2M8rMiQc6JetfmmWGw7uuuuuLi1YpBDQaepw+VkukZDrrG2h4hbavulJkRB92V+9IdNX8Mly63zEtOuz05ZbrlmXZdX5SjElP4svvPDCa+XMN2m7aL\/7ii1d1qzFo0+dt2\/6ohR09vp3WW7p49DtJ9piU+Znr8O3\/fHEE0\/8UIZZtZ0vHMh8dRlluraf4\/ajtH3FvfY\/rn+yqNvQN08bHNwiWQtXX1\/6TNuWVrv9dF2lH2+88cY5HTfLvq7Tift90fmV+3uYddtq+7jfBd333L6M+xw3voQDgECSwoFcT992dOy\/Gzqnriloy7Hl6FzpSOvoWXkk6vT8hS\/Vd4z266VKjd1yo\/PQgjzhR+a90cLB8qVLT\/WfnH5LbrY+2DS85N5kvbx86dPtfePvXT4D85s+kWAkT3mSpzaNzy76jkha3GFlmzUc+AooLXDcL\/E4bfHhK1ZkelJUukdkdT7uMrrTs4WUHWYLElt4uV\/+cgTbN07acqtJRxxD55t0xNceRXenFbpNfOr6+vYJt5i3y1bJ9nOLYLm2\/pFHHvmZ\/cwaV\/Qm7RNx1+vrOG6hbn834q799xX3aWY5mi99pushZym++93v\/rWOk3RGzCrz0X0ly\/4QcsQ8qW2W35dq\/B6mbdukftZhvuWrxu8Q5lPCAUAgSeHg1Puzrx3pGJ+TI+G2oC3XK9fUX+wemPp3mf7Js3N75CbnKASsBAC5gbepa+zo4lLxmZHJxZcPNQ9vmHAglxS194wf6hi8UDrcOjw+Prmw6gZBsTC58FcNXZPnJRBIf6y8QC1ar8OtIyNDo3NXL6lytPiGl6UtgNxCUI37Ig39ErVf7lkKEDWtEIwrQLSQtcvn+8yqw23Rl3W5kwqmcubrG0e3hRw9lT5xi9OQAi9O3a6+wlemL0eV5chtXL+7xm2\/tD5JUtfTLSyT9om4\/VjHcddXl8+dh5hUXKYZF5Zc3TM0ccuiyjI99NBD78pR\/ChAHNF9NmuYkD7Nuj5J+1mW35dyfh\/K2bZx84nb5mLS\/o8bW8IBQCBJ4aCzf\/K\/T4yWSl3Hl0qdxy5WbFfkseGSvEBtVO49KEQB4JeNZy91nyyWOgcvlgbOlqKCefiDU8PnvjU+ufji4ZZsZw4uXbr0KdE3rBb65jU1c+HLUSgoNPeciwLOeJc7\/HKbpRfqWkfOyL0Hsk7yLoNonDF567TbVuYh75WI\/m9Z1aYSs4QD\/bKs9Ch10hdykqFFnep+yet05LO4okWnafsj63LHFUzVnK9+JttC5mfbZ9mWWUwrjuK2R5y+9ln6JM6k5UvbVr5tFDeOtrWXzlhlnKx9YNXpphX6+jhTmUe0bFcvlYsr9nU9tJ0qZ3Pi3o1g1UJa5pfWPm5fF9O2QTV\/H6xJ29b9nUgKfmnzwY0r4QAgkKRwMDy2uGvgzMKPjx6f+XHvsemKlekMnJr78YnT51b+iMvLz44en\/p\/R0+eWxkuw\/qPz\/xg6tyF56emLnw562VF8+eXdnYPTL3T2Tf1XvvR8Ro68V7b0fEDA6env+8uw+mhudcaLl9+9aueY5P73OFiFIZerGsZmZAzMQ1dU6VDLSMzJ96fXbmMyrp8afmpM8Pzr9Y1D0fRbBWr2lViWkGZNLxW4UCKh+eff\/41PQoaV4ilTc8tDHxFqqtvfbMud1zBVO58feNJUaM\/a4Gj89PlLOdIvLXScJBl+2XpE5\/aT3HjpW2rpALSjqPLJ22TDF1+nVfSeHbeNgjYy23S9kVRX4qmy5oURkSZr948LMoyyqU7WftRTdsGWbZ9Ob+HvmWyfamfp81f5+P7m4cbW8IBQCBx4WDm3IXn5uaWvrC4uLRjcbG4IyrkK1emE01PLsGZmrnwvMwj+uyZq9O\/PK9n5s4vfeHEmdm\/P9g8PJclHMgZiEOto3NyhqN9YLFmdp8orhzt7+if\/E87\/4sXlz\/b1Tf5nyuXFDUPT74\/cu4bdri4vLz86d7BiZ9Gy\/lreXJTXcvowsDp2WtChij3ZLT3jh9q6JyOflzFNW3LNan4F7VQlC9S94ZQLVRE+dk+tcZnlqLBFieu7pd52vTcL\/laFSVqtcOB6B7hlHloG10uDQNJR0NDLDcchGy\/LH3iU9cxLgClbatywoGvAC5XnX9SgEtqo\/tJyHJpn8X9jrvu27fvy\/ZGcjnz4I4Xt6+Ladug3N+Hcrat6B7ESJtO2nDcuBIOAAKJCwdNnYXulTcid6690by76ttGTh5oGl55uk9aOBifXvzLurbRscNRkND7G2rhyv0BnuI\/CjnP13cUjslbk+s7Ro9dWl6+etlRYXzhpaPHZ34oZxwOtY7MN\/XMytOJLvYMTvwk7lKo+fmlnc3dY60SRByuaVuuWcNBFtO+TLN+ubs3tcYVE2nTc4vcLAWfTjOkKFHjipNy5yvawka3lRY5+rMul8w\/tNj2WW44CNl+WfrENa6PfG3ilt23jXzjlLN8aWYp7LVN0nZMC0iuun6h+4bc86B94M4rbl8X07ZBub8P5Wxb0f0blxai0\/Z\/3LgSDgACiQsH8tSdFXvWwWi+cnRdQoEU5bkIByvLMCPvIRhYXCr+mZ3\/mZFzu490TFxojgp\/uZ\/i9NDc34lyz8aR9tHj8rjW1qPzpc7jS6VDLYWlroGJny4tFeXtx6vWQ52bW\/piS\/d4szz+1cHbvhzdL05fmzht4eob7pr05R5XcCYNSyt6tFiwy+f7zOorvNKKEjWpYCpnvqLdPvIYSVkOW9TIdGX9d+\/e\/Q1pV42CxleYWX3bo5ztl9YnVp1GXP+q5RSQceOEFuFp6vSStlEtwoH+npbzOx7XN0n7epbfl3J+H8rZtu6wT3ziE9+P20\/V0L9ruHEkHAAEEhcOvAXyOpmHcCD3CUTLUYwK\/p\/beReXLz3dMzj1EwkGB1tGSr9sHLok9xIcbhmZautbWLmZu+v4r6JpDF1q7prol0ecLi0txwYDcSuGA5me++WuhYL7ha7T02H2Jkp5tKEO8xWC8rnv8ZkyLG4+ScWOmFS0lTNfVQsbeQKN20a3gTxBSP6t9JIiMa1ATQoHsgxZt58uu+j2iVxfv23btl\/oz1kL4rRt5Ssg48ZJ2maiHFn\/+Mc\/\/gP3c59Zw41tJ+vqroPMU7aNOx25t0DuT9i\/f\/9zce2T+k62ubyXwN3est6+cbPs60m\/L+X8PpSzbVXd1+R9C2nLputWjd8lzJeEA4BA4sKBFMN5UR6B2tI7V2rsGO+OFm3VL70YhYOX6loLE5ef\/uOfRqXKGY1DLcOzp4bm\/s7Oe3Z+6UtyCZa80E1CxKGWwsr7HCQUSHFf314Ykhuljx6f+uHYxPkvZ3mqUq3CgRQSet9A9CV5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alt=\"\" \/><div class=\"su-table su-table-responsive su-table-fixed\"><\/h4>\n<table>\n<tbody>\n<tr>\n<td>\n<p style=\"text-align: left\">Badano<br \/>\n\u20227 szk\u00f3\u0142, czyli<br \/>\n\u202230 klas, czyli<br \/>\n\u2022prawie 600 uczni\u00f3w<\/p>\n<\/td>\n<td><\/td>\n<td>\n<p style=\"text-align: left\">Bada\u0142o<br \/>\n\u202213 studentek,<br \/>\n\u20223 doktorantki,<br \/>\n\u20224 pracownik\u00f3wWydzia\u0142u Pedagogicznego UW<br \/>\n\u2022oraz 3 ekspert\u00f3w spoza UW<\/p>\n<h4><\/h4>\n<\/td>\n<td><\/td>\n<td>\n<p style=\"text-align: left\">Powsta\u0142o<br \/>\n\u202214 raport\u00f3w\u00a0 (\u0142\u0105cznie 783 strony)<br \/>\n\u202210 warsztat\u00f3w (dla 53 nauczycieli)<\/p>\n<p>&nbsp;<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h4><\/div><\/h4>\n<h4>2023 rok &#8211; V edycja bada\u0144<\/h4>\n<p>Pi\u0105ta edycja bada\u0144 odby\u0142a si\u0119 w maju 2023 roku i obj\u0119\u0142a uczni\u00f3w ko\u0144cz\u0105cych VII klas\u0119 szko\u0142y podstawowej.<\/p>\n<p>Analiza wynik\u00f3w sprawdzianu zosta\u0142a przedstawiona w raportach dla poszczeg\u00f3lnych szk\u00f3\u0142 we wrze\u015bniu. R\u00f3wnie\u017c we wrze\u015bniu odby\u0142y si\u0119 warsztaty dla nauczycieli. Po raz pierwszy diagnoza mia\u0142a charakter egzaminu pr\u00f3bnego.<\/p>\n<h4>Badanie 2023 w liczbach:<\/h4>\n<h4><img decoding=\"async\" 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REXGdJRwABLDe4aAwufhSW894w+GWwkW558BX7IcqlyHJWYXmrkJHYXwh8T0JFWrxDUdERMR1lnAAEMB6hoPhsYW\/qe8YPSY3Eksw0MuCqqFectTcNXni9Nlzr\/rmXwUtvuGIiIi4zhIOAAJYr3AwNDr3N0faR8829cysPL7UV+BXqpxBaDk6X2rpmRkfPDX93eXl5Wq\/98DiG46IiIjrLOEAIID1CAdjU+e\/Ut8+OtDcc26lgPcV9tVzqNTWf75U3z42e+L9ub\/3LU8FWnzDERERcZ0lHAAEsNbhYHGx+LmW7sIhuYyoGjcfZ3Oo1NwzWzrSPjoyOrnw177lKlOLbzgiIiKus4QDgADWOhz0n5h6q6517Hx9x5SniK+dcoai9eh8qalrtGnu\/NIXfMtWhhbfcERERFxnCQcAAaxlOJAbkOvaRkYbuqa9BXytrWsbLzV1T1\/sGZzc61u+MrT4hiMiIuI6SzgACGCtwsG5+Qt\/3tQ91t7cuxb3GfiVpyHJ\/Bs7JseHCue\/6VvOQC2+4YiIiLjOEg4AAlircNB3Yurtuvaxohy99xXua2YUEDqPLZXaescPXbxY\/KxvWQO0+IYjIiLiOks4AAhgLcLB3MLSs02dhVZ5c7G3YF9j5f0Hh5qHJs+OzL\/iW94ALb7hiIiIuM4SDgACWItwcOr92b8\/2Dw8X603IFeqXNbU1DNb6hmc+jff8gZo8Q1HRETEdZZwABBArcNBsbj8dEf\/xLtyrb+vUF8vW\/vmS\/UdI0dnzl14zrfcGbX4hiMiIuI6SzgACKDW4WBkfPGv6lqHz8iRel+Rvl4ebi2UjrSPLw2cnv2+b7kzavENR0RExHWWcAAQQK3DwdHjMz9s7J4uHmoZ9Rbp62lb30KptXf84NLS8g7fsmfQ4huOiIiI6yzhACCAWoaDYnH5M629Y3Wdxy5GxfjQNcX5etvYNVOqaxt+f3S87LcmW3zDERERcZ0lHAAEUMtwMDF1\/i8aOgr9ebukSD3cOiaXFl2s4NIii284IiIirrOEA4AAahkO5FGhh1uGx+o7przFeR7sGLxQ6uqf\/Jlv+TNo8Q1HRETEdZZwABBALcPBwKmZfzzUPLIkR+h9hXke7BhcLLUfHf\/l8vLyU751SNHiG4419tVXX\/16tBuX7rnnno5CofAZXxtERNzaEg4AAqhlOOg9NrVXXjgm7xXwFeZ5sLV\/vtTWPd5QXF4up7C0+IZjiu++++7zN9xww+Ktt976fmhxPzk5+fRNN900ff311y91dnY+6w5fXFx86u677+667rrrPnjjjTe+6g7fSMb1k6zj7t27v\/Hyyy9\/y7ZHRMTfSDgACKCW4aCzb\/JnrX0L3qI8L8pbmxs7Cx1z55e+6FuHFC2+4blQi+Roc8sfx0QfffTRd3zTqJWVhIMHH3xwvyzzjh07vuMbvhXCgZ452QzriIhYKwkHAAHUMhy0H514r33wgrcoz4tN3bOlho7CwNjE+a\/41iFFi294bnz44Yd\/ftttt52IM9oVNlQ40PGSlncrhIM9e\/Z8TT6\/5ZZbhn1nTxARkXAAEEStwoFcw9\/WO\/7L9oHz3qI8L0o4qO8oHCtMLv6lbz1StPiGbwj18pz1KKIrOXOQ5lYIB4iImC7hACCAWoWDixeLn23pGa9v7Zv3FuV5Ud51cKRt9OTI+OLLvvVI0eIbviF88skn34x2hZWben3DaynhIJuEA0TE8iUcAARQq3CwuFh8prl7vDH\/4WC6VNc6cmZ4bKGc4tHiG5579axBtCvEXrvveuDAgS\/deeedvTKOevvttw\/u3bv3RW2j9wP4tJcCxRW9slx33HHHoLR\/6qmnvqefy7y3bdv2noyj07v55psLto1qw8GHP\/zhtg996EN9lRbWu3btesWuu0z7\/vvvr7PTzbLuaYHM7Ze4fiI0ICKmSzgACKBW4WBhYenzzV1jLRshHBxpGz07NDr3N771SNHiG5579YbWrMWlFqMyzr333tv8wAMPHJJi+cYbb5yzR+efeOKJH2a5r8FX3GpRL22l8Na2sqw6b1GmaX92C20JEhowdHglBbQW9KKEArtOdt5Z1l3XO+5JSzovtz3hABExXMIBQAC1Cgez55e+1NRV6Go+es5blOfF+o7J0uG2kbEzhflXfOuRosU3PNfaIjzrWYO0JwTFGXdfg1vc2mWyBbc9w2HDhShH8zUk6HK5hXzo8rrqcsr03LMUL7300rcfeeSR2Bfp+dY9qe\/tGQ9tTzhARCxfwgFAALUKBxNT57\/c2FHob+qZ9RblefFI+0TpYPPwzKn3Z1\/zrUeKFt\/wXKtnDeKOXvuUcOAW+FnUUOEW9m5xq+3cswBpl+HocDsdObMhZw7KWV7XtPknGbfucdP0FfyEA0TE8iUcAARQq3AwPrn4YmPH2IA8DchXlOfFK+Fg\/sTpmX\/wrUeKFt\/wXBtXtCapBa0U3Dt37nzd18Y16dIlW9zK5TjSTopl2y7LGQ6djg06viPw5Zhl\/nFmWXc3nGkf2+1COEBELF\/CAUAAtQoHw6Nzu+rbC+\/LNf2+ojwvHm4tSDj4YPD09Fu+9UjR4hueW7WoDC2cpVCWG4KjXefqJTtymU1cYRp3OZGqyyE3Fcu\/Mk03rGQp8nU+tQwHodNJW3df6IibF+EAEbF8CQcAAdQqHJwamnutrnVkRo7M+4ryvHiweWTlvoOjx2f+xbceKVp8w3Nr3OU7Wd23b9+X7VN74l7ClXY5ji1u5dp9aesWxhs1HGS5FEnPLGib0BBAOEBETJdwABBArcLB8TOzbxxqGZnPezgQ2\/oWSt0DU5kvrTFafMNzqRbS0eYPvkzGVZ4IpEe\/3SJYC9ekexrc4lYLal+Rn7S8vnlVOxyE9FeWdRfdUOO7pEiMCwFxnyMi4m8kHAAEUKtw0H9y+s0DTUMfHG4d8xbkebJj8EKpo39iv289UrT4hudSLUCrVVD6CtSsBbU7rh3Pho20Mx2+o\/TVCgdiyJmW0DCh0\/7EJz7x\/bjlJRwgIpYv4QAggFqFg97ByR81955buWzHV5Dnybb+86W2nrHDxeXlT\/vWJUGLb3juLOcouCpHue+6664ut3CVew5kerZwznJJjegrbu2ZDT2Cru3kM9+jRGWYW1THhQPbB1lvxtbLf3zzl0epbtu27Rf6c9Z1V3Xaet+Fr9AnHCAili\/hACCAWoWDjr6J\/+o8tuQtxvOmhJjGjkL3zLkLz\/nWJUGLb3ju1EI07XIXn7aolnsM5AVo+pIxW4DbdvK5+0Iw+0bhuOJWl9NOV4tuVaYl4+rPWW9kLicciA8\/\/PDPdV66XvqzBoGQdVdtGBJ9oY1wgIhYvoQDgABqEQ6Wly99uq1n8lBb\/4K3GM+bjV0z8pbkk0OFhb\/yrU+CFt\/wXFluUWyVaUiRbIvy++67r2Hv3r0v2jY6H5+2kE0qbn2XP8lRensjtHj77bcP2vmruhxx4cD9PItyliJanjM6bzna\/9hjj\/1Yly9k3a16aVFcaCMcICKWL+EAIIBahIPz55e+0NQ51tZydM5bjOfNhs6p0uGW4cKZ4XOhb0m2+IZjDnWfEJQHQy9FQkTE7BIOAAKoRTgYm1j4an376Om8v+NAlXcd1LWN\/2rwxOw\/+dYnQYtvOOZMPbJfzmVVtdKebQi9DwQREdMlHAAEUItwcHpo7rXDraPTG+Expmr7wGKpa2DyP3zrk6DFNxxzppw1KOdyolqqZzK4NAgRsTYSDgACqEU4GDw1892DTcNLdW35f4yp2jG4WOrom\/gf3\/okaPENR0zUnjUo9z4QRERMlnAAEEC1w8GlS5c+1dk\/+bOmntkN8RhTVe6PaOoaa587X\/yCb71itPiGIyIi4jpLOAAIoNrhYHGx+ExzV6FlozypSG3onC4dbhkZeX9k\/pu+9YrR4huOiIiI6yzhACCAaoeD4bGFXUfaRs82bJCbkVW5KflI20ToTckW33BERERcZwkHAAFUOxwMnJr5XlRsFw+3bpz7DdSVm5L7J3\/mW68YLb7hiIiIuM4SDgACqHY46Owf\/1nzBrvfQG3tWyg1d421LCwWP+dbN48W33BERERcZwkHAAFUMxzMLSw9Kzf1SpHtK77z7srL0JpHRocKC9\/wrZ9Hi284IiIirrOEA4AAqhkOzo7M7z7cPDxW3zHlLb7z7qGWQqmpe+ZXR49P\/dC3fh4tvuGIiIi4zhIOAAKoZjjoPT79o4auqV8fahn1Ft\/5d6jUeexiqaVnvP7ixeJnfevoaPENR0RExHWWcAAQQLXCwcLC0rONHYX29v5FT9G9cZSzHodahsbPjsy\/4ltPR4tvOCIiIq6zhAOAAKoVDk6enXvjYPPQ\/JH2CW\/RvVGUG6nlBW49g1P\/5ltPR4tvOCIiIq6zhAOAAKoRDorLy59u75v4n+bec96Ce6PZ2jdfqu8YOTozf+E53\/oaLb7hiIiIuM4SDgACqEY4GJ1c\/Orh1pGhpu4Zb7G90ZQXotW1jS8Nnpx9y7e+RotvOCIiIq6zhAOAAKoRDroGp37S0Dn164PNG\/VG5GttPbpQaukar19cLD7jW+crWnzDERERcZ0lHAAEUGk4mDl34bn69pEBuRTHV2RvVOXeiYbOydlTQ3N\/71vvK1p8wxEREXGdJRwABFBJOFheXv7U0ePTP2rsmlqSdwT4iuyNbHv\/+VJL93jDwkLx8771j7T4hiMiIuI6SzgACKCScFCYXHzpcMvIUOvR+dIvG4e8BfZG9kj7eOlI2\/j5wVMz3\/Otf6TFNxwRERHXWcIBQADlhoPlS5f+tHNg8mf1HZOXNtO9Bq4tvXOlhvaR3un5C19y+yDS4g5DRETEHEg4AAig3HAwNLbw9cOtI2PyTgBfUb1ZlCcXNXRN\/ar32NRetw8iLe4wvOK77777\/A033LB46623vl8oFD7ja6OGtN2KxvXP4uLiU7t37\/7Gyy+\/\/C3bHhERCQcAQZQTDhYWlj7X2l2ok7cJy0vDfEX1ZlEul5LLpupaR4bkMirbD5EW+3kubWxs\/OLDDz\/886iwPBNtevlDWbr55psLjz\/++L\/62qsHDhz40p133tmr44i333774N69e1\/0tXclHFTPuP559dVXvy7b5brrrvvgjTfe+KodBxFxq0s4AAignHBw7OTMPx5pGztf3zHpLag3mytvTe6eLXX0TfziYnH5adMXlqv9k0e1qIw2+Upxf9ttt52wP99zzz0dvvGk6NR2UnjKeDpO1kKUcFA94\/pnz549X5PPb7nlluHOzs5n7TiIiFtdwgFAAKHhYGLmwpePtI2clGLZV0hvVhs6p0oNHRMzJ8\/M7tG+kE4x6Ge5VIp8KRzfeuutVWc\/nnzyyTej3cBb6E9OTj590003Tcvwp5566upN2XIJy4MPPrhfPq92wU84SJb+QUQMl3AAEEBIOFhcLP5ZW+\/4fnkHwKGWzXsTcpwtR+dL9W2jAzPnLjwv\/XG5W67i9t2G0AaAHTt2fMcO0+DgO6uQNJ4r4aB60j+IiOESDgACCAkHx8\/M7qnvmJiTo+i+4nmzK+9yqO+YXO7qH39neXn5T6\/0i+Lrv9wrZwHuvvvurmhXWFXkx31u1bMHjz766Du+4WpcQSsB44477hiUaeiZiaTiV5Zp+\/btb8twGUeUeybsWQ1rpfdKJLlr165X7LTlzMv9999fZ5dZ+8en9llSABPd\/ojrH0IDImK8hAOAALKGg4ULxWebOgttbX0L3sK5EuUsxOG2sctvJe6aLjV2z6z8nPXdCdKurm281BSN19A5vTKdw61jNbhZemhlHo1dk5NnR+ZfudI1iq\/\/cq+eAXAvK4r73JpW2Kq+wtWGDymqk9raz6W9XB71wAMPHLLFuRtQbPt77723WdvfeOONc5XesKvrLUr\/2PswbF888cQTP5RhVm2ny6vLef311y\/57hXQebntCQeIiNklHAAEkDUcyKM8G7unF6Xo9hfO2ZQgIMV7YxQC5ClAonx2sGl46XDryLm61pHh+vaRE4dbRmazzqsuChKHWkamGtoLg3VtI8OHmofPHWwe\/qC551yp89jFUmvf\/MoNxXIDdeWXQw2VOgYulJq7xhqvdI3i679ca+8dcAt8DQdxRauoT8hJK0jdwtUGA3e+cUWu3jPhHvXXZXCXU9cr7ZKnUHX5ZNruGYuXXnrp24888sjP7GdWX+BKOkOjw2x7wgEiYriEA4AAsoaDutbRISmyy3kTshTvzb3nSi1H5y4X8s1RCGgfORMV2B0dfeP7jx6f\/peBk7PfP3l2bs9QYf4bZ4bPvdrYMdaf9aZnadfQOdp76uy5V94fOfcNuWl48OTsWz2DUz\/p7p\/8z5auQnN9x+ixKHyM17WPrwQGGUf+X87ZBX1z8pWuUXz9lyul2HzooYfelaPo999\/\/xEtct3LYUQtNmsRDuICia+tO9w17gyHzCPprEe5Zj1b4lPX2z3LETdNX1\/E9U9ovyEibiUJBwABZA0HoW9Clst8JAx0DF6Qn5eausb62o6OvydBQIr34YmFr87OL+2MJn3NfEfHFr96pG10SC4RcqfrU9rVtRWGhscWvuab3uJS8ZnC+MJfnj577tsy\/66B6V9KWDjUPHzehpaQ4NPW52aDa+ebN7WAjDb7yqUtqhyR37lz5+u+ttUOB3KpjYwjhbBvnNAi13d0XdSCWz53161ck47yp5nUV3F97V5SZNu60wntN0TErSThACCArOGgNSqgfUWyVS7ZaeicigrnBblMaLGpq9DZfnTivwdPzXxv6tyFF6LJ+OZxjSfen\/sHKdwlYPjm4ypvMT7YPFLsPzH9lm96PsenF1888f65f+jsn\/jvpu7xnoPNwxe7j\/9q5ZIn3zxcpZ2Ddz55Vl+KFu0GKyHBFqEhlxWlHUXXwlVuHpZ\/3Xn52sYVuVKgP\/\/886\/pGRBR2rvhQNpt27btPV03GS6XAVVSOMcFkTTT7t\/whY64eREOEBHDJRwABJA1HMiTenxFsiiX5jR2zay0qWsbGW\/pGW+MAsH\/jTszkObgmXPfPdg0cjFrOJBQIvadmPpn3\/TSnDl34TkJMD3H5g7LvQ5yJkFujPbNy+rgnfZGUI9Q2yCQVtCKWS+xsYWrXJcv48RNN67IdYt917jp7du378v2xuVKXhJWbjjI0k9u0AoNAYQDRMR4CQcAAWQNB3GX3NR3TK3c6HukfXyqrW9i\/5nR+W8tFZd3RKP4ppfJU0Nzr9W1jMxkPYpf1zZROtQ8vCBnAnzTy2qxWPz0ybOzezqi9ahvGx2XkCDLELfuDt5pbgS1sLRFr+9otmvcNfSubuHqCyNxbfVznZd7U3LWgl0ea6rrkxZm4szSJ666PklnYET3TI3vkiIxrn\/iPkdERMIBQBBZw4FbGMvZArmp91Dr6Hxr7\/jBE+\/PvnbxYrEqRcnoxMJX69tHzsgTjdz5+pRwcrh1ePzM6Llv+aZXjnJTdGvP2MFDzaOLbf3nvTcuO3insxHUo9ZuAZt043CWMwuqW7jaItudtq\/ITQoAWcOBWI0COqlPXEPDhE77E5\/4xPfj1olwgIgYLuEAIIBywoE8YrS+Y6LU0DF2ZuDU9PcuFpc\/GzXxjV+WcwtLz7Z0jbXLzcxpNwnL8Lb+hWhZCicmZi582Te9cl0uLv\/pwInZN1t7pk9fDiCrL61y8E4jL8q9BfJUov379z9nP5cj6lLkR7tCbKEuw+xjO6XoDSmSfYWrhguZRtoNt0lFth5ht4W0TPuuu+7qcgtrWQd3me20086AiBqkRPdRpvJitG3btv1Cf8562ZWq09Z7M3yFPuEAETFcwgFAAKHhQO4rkHDQ1FnoHh5bSDxSW4l9J2b+ubF75lduQe4qyyLvX+gdnP7R8vKlp3zTqtTRsbmvNnUV2uUeCHvvhYN33LyoxbwohbS8kEuKSf0s7lp8LXDtePpz2qUyalzhqsWwLezj2trl0JeaRW3O6Gd2Grbgl\/WStvomZtvObZslHIj2Jm63TzQI2OlqG6vv8bE2MIm+sw2EA0TEcAkHAAGEhAO5tOZKMOiamln6i+hj3zhV8dy5C3\/e0DHa03VsyXtJjy6PDG+M2s1dKH7BN51qOTO\/9NxKQDDvRnDwjpcXpViVI9v25lxRjlI\/9thjP04qKOUmYrcQ9xW3cSYVrlr067Cktu5y6CNYJfj4in4p4mVa2v6+++5rcF+ipkW8O36a7rK4\/WjDgU\/f+oka4uKCF+EAETFcwgFAACHh4PJR\/KFfnzh97v9GH\/naV9XhsYVdLb3TJ5q6Z1aeHqRvN9ZHpjZGnzd3T504M3Rut2\/8antiaO7vo\/kX9c3NDt5xMN+6Twlab0MvRUJExHQJBwABhIQDKcrr2sZ+3dY7fmBhsfi56GPfOFW1MLn4UlvvRF1dW2FKnhwk9yHIC8vqWsdmW3rGG0YKcy\/7xqu2xeLy0539kz+PlqGolxY5eMfD\/KpH97NeHlVr7dmGrE9DQkTEdAkHAAGEhAPxSPu4eLG9d\/wXCxeKa1JQLS4Wd5x6f\/a1vhPT\/yIFeu\/xyR\/LW5bXKqAsLCw92z0w8dP6jvE5eXSr9oWDd1zMr3LWIPRyolqqZzG4NAgRsboSDgACCA0H8nQgeXLPoeaRX7f0jjfU8qbkPFgYX\/jrlu5Cw6Hm0aI8WtU+PcnBOz5iFu1Zg6w3RiMiYjYJBwABhIYDDQjy5B657r+5e\/J0\/8mZHywuFf8sauabxob0woXlz\/efmP6n+raR07KevpehOXing4iIiOsr4QAggKzhwC2MRXlqT+vR+ejf4Q+6BmYb+09OvzU7f2Fn1Nw3rQ2hhIKBkzP\/2NI11nKoeWSpsWsm5mlJQ1HzVXinh4iIiOsr4QAggKzhQO41uLZAvnwWQZ5i1HnsYulAFBLaeqfa+07M7B0eW\/ib4vJyTd47UAunZi68cPzUzHclFBxsGllqiUKPnB3xrbMoTyxy8E4XERER11fCAUAAWcOBXFpzuVj2v7FYQ0J7\/+LKkfYjbaNnu4\/NHhw4PfvmRFR4R5PwTX9dlUBw7OT0P7YfHX+vqXPs6MGm4YtpoUBceddD90w0iVV454GIiIjrK+EAIICs4aC5e7xRimK5Gdl3idFvHLr8HoKu6VL38V\/JZ8WGzsLRroGZ\/f3HZ35wZmT+lYmp8+sSFqIw8Pyp9+deO3p8+l\/kaUsSCA41j1xs7z9fau49t\/KI1GvX5zfKesu9B9IHjV1jPdE0Ld55IiIi4vpKOAAIIGs4mJ0v7mw7Ov7LqIAuylFzX\/HsevlswlipuedcqetyUCjVtY4UGtpHezv7J\/f3DEzuGzxz7nunhub+7v2R+W9K8V5cvvR0NDvfsmRycbH4zMy5C8+Pji\/89emhudcGTs38Y9+xqX9uPzr+P01RQX+oZWRGzgy0HJ3LFAisst6H2wrFlp7x+itviLZ4lwcRERHXV8IBQABZw0HEJxeXis90D0y+U98+sdDWf36l8E8+i2CVMwqFy084isKCvMyspXeudLBpeOlw68hUXdvoaGPHWE9r99iR9r6J\/+kemHqnd3D6pz3Hpn\/Se2xq79HjUz8cODX99sDJ2TfFvhPTbx89PvMvUZsfdfVN\/LSrf\/I\/5WyAnOFo7BztrW8fPXW4dXRapn+oeXQlDMj8jnRMXH3TclZlPVuPLpRkvTv6J98x73ewuH2HiIiIOZBwABBASDgQ5U3Bx06f+4e23onGQ83DH8glOVL0Zw8Jv1HuTZAj93KZzkpo6D1XautbKLUPLJY6By+Wuo4tldr6F1ZuhpaC\/pdNQ5ei8YorNg79WsZr6p5deWJSZxQ2ZLzWvvmV8CFPGZIgcDiafmgYUGW8y08rGv6g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alt=\"\" \/><div class=\"su-table su-table-responsive su-table-alternate su-table-fixed\"><\/h4>\n<table>\n<tbody>\n<tr>\n<td>Badano<br \/>\n\u20227 szk\u00f3\u0142, czyli<br \/>\n\u202216 klas, czyli<br \/>\n\u2022300 uczni\u00f3w<\/td>\n<td><\/td>\n<td>Bada\u0142o<br \/>\n\u20229 studentek,<br \/>\n\u20224 pracownik\u00f3w Wydzia\u0142u Pedagogicznego UW<br \/>\n\u2022oraz 4 ekspert\u00f3w spoza UW<\/td>\n<td><\/td>\n<td>Powsta\u0142o<br \/>\n\u202214 raport\u00f3w\u00a0 (\u0142\u0105cznie 882 strony)<br \/>\n\u20222 warsztaty (dla 54 nauczycieli)<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h4><\/div><\/h4>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<h4>Artyku\u0142y naukowe i wyst\u0105pienia na konferencjach:<\/h4>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/kde-prezentacja_v.4.pdf\"><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/emotikony-150x150.png\" alt=\"\" width=\"150\" height=\"150\" \/><\/a><\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/pewnosc-wyboru-odpowiedzi....pdf\"><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/konf-150x150.png\" alt=\"\" width=\"150\" height=\"150\" \/> <\/a><\/p>\n<p>Artyku\u0142 oraz prezentacja wyst\u0105pienia<br \/>\nna XXVIII Krajowej Konferencji Diagnostyki Edukacyjnej<br \/>\nKrak\u00f3w, 23-24 wrze\u015bnia 2022<br \/>\n&#8222;Pewno\u015b\u0107 wyboru odpowiedzi w zadaniach zamkni\u0119tych&#8221;<br \/>\nM. Jakubowska-Mirek i E. Sto\u017cek<\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/kde-prezentacja_v.4.pdf\">\u00a0<\/a><\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/konferencja_se_polski.pdf\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2022\/11\/przechwytywanie-1-300x218.png\" alt=\"\" width=\"300\" height=\"218\" \/><\/a><\/p>\n<p>Prezentacja wyst\u0105pienia podczas konferencji<br \/>\nRola bada\u0144 edukacyjnych w kszta\u0142ceniu przysz\u0142ych nauczycieli,<br \/>\nWarszawa, 17-18 listopada 2022<\/p>\n<p>&#8222;Wykorzystywanie wynik\u00f3w monitorowania umiej\u0119tno\u015bci uczni\u00f3w z j\u0119zyka polskiego w praktyce szkolnej&#8221;<\/p>\n<p>B. Murawska, J. Dobkowska<\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/ptde_2023_stozek-mirek-1.pdf\">\u00a0<\/a><\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/ptde_2023_stozek-mirek-1.pdf\"><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/xxix-kde.png\" alt=\"\" width=\"640\" height=\"272\" \/> <\/a><\/p>\n<p>Artyku\u0142 oraz prezentacja wyst\u0105pienia<br \/>\nna XXIX Krajowej Konferencji Diagnostyki Edukacyjnej<br \/>\n\u0141\u00f3d\u017a, 22-24 wrze\u015bnia 2023<br \/>\n&#8222;Zrozumie\u0107 zadanie, czyli opowie\u015b\u0107 o tym, jak pr\u00f3bowano zmierzy\u0107 niewiedz\u0119 ucznia&#8221;<br \/>\nM. Jakubowska-Mirek i E. Sto\u017cek<\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/kde-prezentacja_2023_www-6.pdf\">\u00a0<\/a><\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/kde-prezentacja_2023_www-6.pdf\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/zrozumiec-zadanie-1024x583.png\" alt=\"\" width=\"640\" height=\"364\" \/> <\/a><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>Prezentacja wyst\u0105pienia podczas XXIX Krajowej Konferencji Diagnostyki Edukacyjnej w \u0141odzi (22-24 wrze\u015bnia 2023 r) &#8222;Zrozumie\u0107 zadanie, czyli opowie\u015b\u0107 o tym jak pr\u00f3bowano zmierzy\u0107 niewiedz\u0119 ucznia&#8221; M. Jakubowska i E. Sto\u017cek<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" src=\"http:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-content\/uploads\/sites\/19\/2023\/11\/kp.png\" alt=\"\" width=\"154\" height=\"218\" \/><\/p>\n<p>Dobkowska, J., Murawska, B. (2023). Wykorzystanie wynik\u00f3w monitorowania umiej\u0119tno\u015bci uczni\u00f3w z j\u0119zyka polskiego w praktyce szkolnej. Kwartalnik Pedagogiczny, 2(268), s. 101-119<\/p>\n<p>Jakubowska-Mirek, M., Sto\u017cek, E. (2023). Monitorowanie osi\u0105gni\u0119\u0107 uczni\u00f3w z matematyki jako metoda doskonalenia zawodowego nauczycieli. Kwartalnik Pedagogiczny, 2(268), s. 121-140<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Monitorowanie osi\u0105gni\u0119\u0107 szkolnych uczni\u00f3w przed egzaminem \u00f3smoklasisty Celem projektu jest cykliczne diagnozowanie umiej\u0119tno\u015bci uczni\u00f3w z j\u0119zyka polskiego i matematyki na rok przed egzaminem \u00f3smoklasisty. Dzi\u0119ki temu nauczyciele i uczniowie uzyskaj\u0105 por\u00f3wnywalne w skali miasta informacje na temat poziomu przygotowania do egzaminu \u00f3smoklasisty. Opracowywane raporty maj\u0105 przez wszystkim s\u0142u\u017cy\u0107 doskonaleniu nauczania. 2019 rok &#8211; I edycja bada\u0144 W maju 2019 roku [&hellip;]<\/p>\n","protected":false},"author":143,"featured_media":0,"parent":534,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-38","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/pages\/38","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/users\/143"}],"replies":[{"embeddable":true,"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/comments?post=38"}],"version-history":[{"count":224,"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/pages\/38\/revisions"}],"predecessor-version":[{"id":1912,"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/pages\/38\/revisions\/1912"}],"up":[{"embeddable":true,"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/pages\/534"}],"wp:attachment":[{"href":"https:\/\/www.pedagog.uw.edu.pl\/ostroleka\/wp-json\/wp\/v2\/media?parent=38"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}