<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7138868698734722375</id><updated>2024-10-06T21:10:41.206-07:00</updated><title type='text'>ANEDOTAS NA EDUCAÇÃO BRASILEIRA.</title><subtitle type='html'>O profissional da Educação brasileira vive se no dilema das certezas e das impossibilidades. Segundo &#xa;estatísticas, grande parte destes profissionais, após longos anos de trabalho em sala de aula,encerra a carreira sem ser valorizado.&#xa;&#xa;BIBLIOGRAFIA DA IMAGEM.&#xa;&#xa;http://www.blogpenadigital.com/2010/04/escola-publica-atual-o-pior-lugar-para.html - acessado em 17/01/2014.&#xa;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://educationbrazilcertezas.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7138868698734722375/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://educationbrazilcertezas.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15319527691504182205</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7138868698734722375.post-286880008170253133</id><published>2011-08-16T07:33:00.000-07:00</published><updated>2014-02-20T02:03:36.568-08:00</updated><title type='text'>INTRODUÇÃO</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQM0a5yPhtc64TB_2MFiqVSSw7VPjFZDLoz3d2DZafyLQTOQ6i0&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;117&quot; src=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQM0a5yPhtc64TB_2MFiqVSSw7VPjFZDLoz3d2DZafyLQTOQ6i0&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;color: black; font-family: Arial, sans-serif; font-size: 12pt; line-height: 200%;&quot;&gt;&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;color: black; line-height: 200%;&quot;&gt;No seio da escola pública brasileira existem &amp;nbsp;fatores&amp;nbsp;&amp;nbsp;que atrapalham o rendimento do alunado. &amp;nbsp;Focado
neste conceito pretende-se desenvolver este documentário que certamente, trará a
luz, este problema para que facilmente possa ser&amp;nbsp;diagnosticado pela própria escola. O que se sabe, que todo mudo é culpado.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;color: black; line-height: 200%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
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&quot; 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FSm1cFbxGMw6C4SyhlzLnVDAdSDmCkzoSRpUxdTbV9IlhBFibzTyZFA72Ya+QonaOyXx2Bi4gtXT20WT2SJyhiRoSpIOmmbuovAdEsLZYPbtDMNxYs5HeuYmD3irern7R5fhekow9o4LH4frbYgZGCkxMgMj9lgDqDOmkTpUmN2t61bXBYDDi1amSihQN+bUL2UXNqTxPx2HTHaPq+Ga6uG9adWQLaAJJzMASIRiAASdBwqy2PdD2LbraNnrEVzbK5WQsoJVlgaiYqZ8NUO1NidRstrCy5QKTAJLN1isxA37yY7qqthdIcZaspZTBO+SYYi4AZYndlEb438K34auF6uGsZ0iwd7Evh2vJ1Vm2iteZmCqhaGugkmYAAWaucF0ZwFxQ9q1auKdzBi6nzzEVTelbY+JxWByYXMzLcVntrlHWKuu8kaqwVgAdY3HSs/6Iejm0MPfuNiFuWrDW/YdlOa5mXKwQEwQoYEmN438GGtb0e6L3cJibjIyHDvIyktnjeumWJUkjfqCa1U1EWjeabexCorM5CqoJYnQADUkngKscIqti9GFw127dVy3WzKkAAS2YRrw3UftTZVrEJkvLmEyOBB7iN3KqrE9PcEm++p+6txv5VNFbP6QWsRaN6002wWBYhkjLqZDAEAc6cCO70Xwq21DW8y2Q5UMzmJJdtJ1k86x3QX0tvjsWLF2wttbqsbZUsxBUZ8ryIMqGObTURGtGXvSvhRcyql11+1CiRzCswMeMVd7A2NgQFxGEsWFzDsultVaDoRMSu4gjyqf8GgJHnTHu1i+nXT5sC6W7ao7shds2bsgmF0HOH91Xez9sJiLNu6slLihhzE7wRzBkHwq6YLxGO4DWgyjtRaXhwWpDdPKiAPUKVGesfs0qCxBp01nNhdL7OKH0bFW+w0T5c6vFu0iYnpZiY7S38QERmaYUEmASdOQGpPdQOxLl90L34UuZS2BBtp9UOd5eN9ZDpZt3FLj7eHw93ILi24ByxmdmWScpPAVa7J2JtBbyPfxSugaWUM2o5RkAqbyY1eaumkVrBek3EvbOHKO6A9ZOVmUGOriYOvGtTODeRNc3VRdNmPqN0gwewZH/ADEqgzFthGdd/wAMRWdXGQ9Ifo+xJxly/atPiFxFyfoiCyGAArqRoIAhpI01jSt70A6NNs3BMl9wJdrrAsCloFVBGcgD6uYndJO/ec76OtoGxiRbYQmJSVPDMhcA/wCW4vjFab0j4/JhOrX2r7qgA3kA5jp5KP3qkftZ/S6wW1rN4kWbtu4VjNkZWiZicp0mD7q7tLa1vDp1l5siyBME6ncAFBJ3H3ViPRlaNvEYq20SoAPijspjzNE9PrhxGKw2DQxJDN3FpAP7qBzHfV3jUzlscPireIsh1h7dxeI0I3EFW8CCDRgUDQCANABuAG4AVg/R7j2tvewV3RrbMyjwMXAO7cw8Sa3pqxJKk6RdKkwhQOjtnBIy5Y7MTMnvqqw/pCz3ERcNch2Vc2bcGIEwF4TO+hPSdocO3I3PgbZo236TrDEAW72pjXq+Pg5rO8rjvTDpo2DuKi2lfMgaSxEdphEAd3OtFsvHriLKXV3OsxyO5h5EEeVYj0kYcet4QsJUmGHAqLiyPcxonoRiGw2Kv4C4ZyktaJ4iAT70Kt5NTeT45046W3sNeW1YKjsAsSoYyxMAToNAD51PtvbV4bLs37blbjdXnYBdZVg2kQO1G6qDHW/WV2jid4UoqHu6xNR+4i/xVYt29hD9mP8ALfj5VNMA3U2l6qMWMUSmXOQGOYLxJUrlMcR86n2tt9sVsgXX7LpeCvlkAkSJ8CHUxzoLAf2jiMIti0iDDkFesJAJAY5gxLExMjRat9t9Hxhtj3LQOcqUdm3SxupMDkBp5U+AbZPo+sYjC27ouXA9xJ+oVDfdyzE99M6GbTu38LjMPcYvktMEJMkB0uLlDcQCsjxPCKo22ni7ez7Bt3SuHfrLZyhcysLj9kvvgjUQRxFb3obsOzZw02X63rgGa5EZtIAC/VA10OoMzSCWJ6DYfAG1cbGGyHFzs9bcy9kqu5SwB1zaxWxxVizdwGIt4Dq2BVhFoggtAJXT6xUAeYrE9AOjNjFm8MQGJtdXEMV9rODMfdrfWsPh9m4e61lDlVTcZQzOzZRwzE6wPhVjoliujXS7BpgzhMUjgS4dgpIbMxMnL21ddBu0yiO7cdHvV1w6+qMDZJYiGZtSe0CWMgzvB3Gsriukuy8bYe5eW1bftA5iq3hE5ShEM5IEiJ5cKzHRPab4fZeMuyVNxhbt6f7Vkyll4GJH8B5U1BmBwA2ttDGO09WqMiHkdbdpl4H2XuR3irD0U7UK9bg7gh7bMyjlDZbqjweDP7Zqn6NejV7+Ht3TieqS6uYW1Rj2dyktnAMjX2eNR7W2Be2Xi8Pdw/XYhdWOVCzaHLcQhBEFH0njPKnQ9hzHlFOXWq31lyJAOvMQfdwpnXXeAPurTK26qlVXGI5ilQeRYO4yNIaGXVW5xHtc+Gu+vYOim3BirMn+8SA4/H4H3GvHL+J0BH1Tr3jiPMSK2Hozx2XF5TuZXX3Qyn3D414fFaa2e3y1i1XfSB1i7Tw5tf3hSzkndn664FmdN8b60Ox8Ntbrka/ct9VmGdR1cleMZUn40zppsG/exlm9YtFxaW2ZzIBmS4zwczA8vfReHx+0zdQNhba2y6hyNSFJGYg9ZynhXt+vI1dYL0rjsWPG58kr0AWTyql6WdGPW7IUEK6HMpO46QVbiAeY5CrPSQF6XODs66edtCP4kIqh2aZ2Hc7hc+F2aT9FMdctrYu37QsrAguDAXduXMwHAE8BWk/sO0mBbCW7iSUZZZhqzEkkgTAk1ntWEOBLbKsYi3pcw11zI4K12Z8mynzNWX9ojaG0cLl1t2bYusOT6Mw8m6tfI1pdg7Gt2MIcPeuWmDF5hhBVxBGsd9B9FejlnBNcc37TlwADmUZQCSd54nL7qYuqToc0bVxi8+vPuvr+dU+Ex+KvY67isLaF05mCkqWVVIypuZYbIOfE1o7+ycPbv4m+cfYt9el1T2rYyC6VJbMbm8AHgN9LYXSLZeAsm2uPsPLFmbOrEkgDck6AAUw1ndptjLGJTG4iyLbZ19nKFeBBBAYkEpI1r1ixeDqrKZVgCDzBEg1gtr+kzY9+2bV28zoSD2bWIBldxDZB+jXLHpZ2ZhrNtLXrDJDZOwSYDGRLsCNZ31Y4QZ6UbRNmyeTsPev9KNs9PsGiDtNIUTFtt8a7wBWax3piwF5YuYS+4UyA4s74ImBcPP41X2/Sngdy7NT97qh8kapvK40npNMrh3H/AMyPPqyPlT/SJs5x1WNsHK9vskjk05T/AJmX94Vn8X6b0EA4RdN0nMB4dmmbQ9ODIQFS0JVWE27jaMJG64KmwctHsvZBXY1wZTmu23uQAST9gAcTlRdO+ubEwFxtkXbRtuH+kyqVYMdQ4gESZJrEXfTjiTufDj/6a9+N40HtD0xY5tLOIRQRrGHWQdRIzswPPzjhJbBy9b6E4F7eEVLqMjB30YQYJkH4mjOkOymvYW9aTVntsFB0Gbhrw1ivAbvpS2mZnGP5W7C/K3UmzunWOd+3ib9zsmAbrqM0SNLe/dEHSk2iIarTZew9HOibpgWwuKUEMz6KZgNBBB4MGkjwFLoj0YvYLOr3rbWWMhe0CrfaBOgkbxzjvnzbZ/Sp7kdZeuKw3hnYz4SapeneLW7cRXcWyBJDNccODorZUUhSMre+uUeXZzHW3h9a+2t3tHoDhVZmvbStWgzExmtJoSSAc1zWJ5VP0ZvbK2b1pXaFq71oUNLWmjJmiOrE/XO+a8WTZyEiL1oSd+TEcd3+yp+K2cEYqb9qVMHTERP+FXT2hxycemYzG9Hc5cNc3+xbTEC3+6MogdwIFTY30o7KNtbIwVy5at+whtWRbBAIkKz8mIkjiedeUnDDhetHyvj52hUT24+sp8J/EU1Me39FvSEmMudTZwvUpbtgqc40CkKFFtVygARuPlWrTaDd1eO+ia7GIed3V/8AcK9XZhvrFrTrUVgQ+MccfcBUYxLfWO7XUwKatyoWuSe+sTMtYmL9zV2oSR+hSqK8btkMjEHl8TJqzwW0HtOXtPkYWg6OADBa2wmGBB3DeKz2Gw7GIkCPlH9TVlgLgyIs65Qo8tw+MVx6eieUeN6ebQcQ2Mv6/ZYJ/wDbC1U3Nt4xj2sRij43rx+bVFiresePwFBWDr8q9cS8cxyOF+6fbu3G8bjn5moVdA0xMggyJ3gjfTYg6iYp9+5mgkRw3fIUa4xEmEzGFTMeSrmPuAmnNsx4MWH03/RPp49nSoluld2lEWsU+R+224cTz8aqA2tgfVHuqPIOQ9wqRbhJ5608sOA/OmmagCjkPdSd4p1y55VJZx1xFIR3QEgnKzLJAI1AOu+qyH60c6sc30VruDx5ux/KoP7Uvf8AHu/4j/nVpgLb4iw5ZmdkbQkljGVdNeGlSZzta19uIVzMZPjRmFHGgs+sEGd3nR93Z72SBcUoWXMuqkMu6VZSVbXkaTKxDly6HlW05HkeBoHat3tjUaIg9yio7ja0Tc2zdAUK8QugyoYEkneDxJPnQnoFaXNxFTC1BideFOfFvcILmSNBoq6fugTTyKrKG4sETrVxsCwS4ddSmsc+Y89aqcRvHd+taN2VtPIwy6cYPA8YPEfrx1WsTxJ7THMDdr2GuXCcwVYkQePI6Cq9rChtYI57zR228SXZci6u0ZRrLNuAqTG9EsRbQtAIiSAdRz041i8RSfV1rt+QKFQc0TrprXbmNkySRQFq6Zo5CGgHjXOYbiTbqhhwPlBoNsI06VbJbRTBI/rQ965BIB0B93h3VmJn41NYntovRgn09zuT/uFeqqYPGPhXi/R/azYS51gUOp0O/dM++vUOjvSNcUDk3qBpM7/9DoRP42Z1zzF6U5GnW1E9/wCtfh8KHuORH6j31U7Z2ubIAk9sEzx9/Cog/F7bS25QkSO8cppVgbuLJJOgnvpVcRn9m7TKZc0FZ38ROhk+E1FhwTmj2kOYDiVB1jnwquS92uYOhH40fgroDTvI3d4IIPzrN6/XWlke3LgLhh9cajdBIg/nVQHA3T5xVrtJ81tRlMgmDvkeNU/UtvZWA5kED3mulOnK/Fkpvz510XeWvMVCx0gcOPj+FFbIwge4J3LLNrvABMCrM5GpWJtOQHKzrBg7u/gYPHWrC/bt21y3BcDFFJy5I1EiJ13x5VtH2JbZrdxwSFQBEI7CpAylV5cZ76xG3CzXbhaScxHGIXQRyERXKnl95yHbyeL0hDh8KLtxQhIXOgJOUNDEAkwfHdRu2ejT2L7IDmEyrSsEHdOuh/Kaprd/KZHCtrs3B2Ws57lwZT2lGYzJ5qBqfGa1e015PFStoye1Y/RjJZzs0kSTyHHTuqgs2M0zIUAlioDRGu4kT763uFtesDq1nLuJ56jdw4jmeQMGKfpC9uyps2ASDo7w2Xh2Q24nTU/PQh45t/sz5vSJyrOi3Y/4t3/BX/1qvNgYFVcNavucyyw6vKIzAanM08eFZq5pRFzFFBbykjsg6EiddJjfXS0bGOVLRWdbz+x7NzEBmWYHOASBpNVXS1l+gs2gTlDvJAmXAlBH1RlJ/h5U3CbYhAZ36j9eNTbMwDYm/mc9i2hgk/a4zwETXkjazs/Hutlq5H1l1Eqx+z5andROPxk27dsgC3b9lRvJM5rhO+WMnlECNKI2otlHdbJzqREjdmHEHiO/vNVtyyIBmWPDu0Ar1RO8vJPHEG3BEFZjhO/zqfNOtDXG7IFcs3NI5VqHKe0rvrXbNnMwA0oZrmpovZz9v9d9brGymtf0cW2oDORGZYJ1jlE7jKjXvPOtPc7akKwbmNNPKaouiOyDeVp/uxAOsTEHKPfvonH7NNvEFkDHOJUr9Xmp7q8/5MxN+Hv/ABqzFNlkOkOE6tyQN9U4xRrZ9INmsVzOIJ/U1iDoe8VPHOw5eas1nRIBJmpHfWaGXFd0U7MTy8vxrcw5xaBdm5pHCrXY+1Hwt0Pb8xwI0kHnxqpOGMDcPHlV9gdgMwDOCBGg+sfLh51iVm8Q9VXaKdWtwsFVgDJIA13amsh0k2st28IMog954mqi8gQZivsCAW1KjkGOo8qpVxxZyZ0FWvLG6tDZzakmTXaqfWnbWTryrlaRSi/HzojD3u0sfoGq1n1o/ZmCe9etpbBZnIEDXQkAmByma1MEStNp4d7WQmPpbSXQAT7FzMonvlGkGfGh9nLhy5OKuXVtx7CZjmJPwj9d+m2z0cY4O5dF0XWwot22ysGGQMwe0FAlTaNxWJkyLhmIk4pzIpWOEtbZaRsNsgsSl+/bEbntu8nhAA08Sx8KK2Zitn280XiSQQM1m6NDwJAMVi4pZqzbxxbtqvlmvTc4vbCCzKGVUALrO7QLP60FZe5tS6EcC7cAJUwHcDfrpMd3lQAY1IkEEMSAeIAMEHisjTfWaeKKN+TzTc07Xv8A/Gu/xv8AnR3R0i9iVXEXIUhtWjhDQSYG4Ea+FBY/ZxtlD2ilxAyMVyhgd8do7vGe4VDl7JHGNe6a64469DxW0MtsGyn/AJVEJuODDMIy/RjTQsoILZc8GJAJOV2zt0X+zbtC0gAAEl3IUyJc7pMEgaEqOWq2r0g65BbUMiTmYEky0k6SToM0DQaDcJIqrz8qzWu8yz3zKSw7ocyNlMETodDHAg8qnXal3jcn9xCNwG5lMaKPdQZauZ63iir+KZzLEbo0Cj4KAKiN8xEmOU6e7dUBalmpi6e1QMvGpM3caRH65VURMNKbbNOpZKiI6M2aO1NR4jDwFcbm+BG8fP41PhdCvd8z/p8a14+9W0Zw02x8QVZQLptakhp0mVGo3HQ8a2d68cujZjvndrxGnvrA4LUrujtzIkR2eHHdVrb2lbs7nWI3LOU+Cn2a835Vf57D6H4t/wCGDtphrikE61hsZhl7RkAg/rSr/H9IA+iGOZOlZnHX1IhTmJOrcPLnWPFWYPPeswHs9ohVEk7v61aKirCrq32tPgOAoLZLhXk6SCAeU/6VYsq5f7wd4Bgnxjd5V3l88RsfCtcu6xKaxvg8JHvPlWk9ayGDm8SfwrHJtdbQhPPLpqeJ51H/AG25aIHznxNYmsyNXte51lkwddDB7jrEVnL9zKYHh5mlaxbFlnie7dxFD4pGzzyP5fnWq1xel3hsQFUDlXKphi2GkGlVxdVSNWq6C7NF6/mzwVDBLa3epe7cKkqgu71UhWkjlHGsmtF2tBIMHnMH31pmHoabL2X1doPdsE2w4cC8y5Udg5dLiKGv3UtsqKIhirSAZC+eBufEa+NNzU0PrVQ6K7NNmuzVU8GlNRzXc9Bsuh4t4i1cw98yEWUzRCKzDOyT/tcxVVJ0GfSJIYL0gvbXErbsgBLVlBCgqoZpZiFJMEgrJ0kzOs0L0Q2mLWKXMexdBtvyh90j7wA8zV56QRbuLnA+kt6cAMpOoYbzrG7WuM39bxX9u1fF7Um0fGCz13r6SHfXHt+VdXA7rq71lRG0QaRaKKmDjmKdnA/X50ObproWiJet8/jTlc+FMUU8GgY5/GnWVzEAbzTLg1NOwgOYQYiitLs/ZttrYB1BgtqdWGhPdqKZj9n20WVAEUBYxzIhC8zrx11Pzoa7iGb2mJ8STXCPHaL7r2W89PT1iOcENtMqsLode1x13x7t9VGaaJuChiK9EzvbxOxzp9sT4DhUYtcZH41IpgVBK66COY/GmXU1gcakV67aXtA8IqKktYAASdTT7tgDcKnpuJG6pqGOxCAnjoPCp9mYrMrBt41H68qGuucoB4UPbvZTK+6jQ+BzpUOu0BxT40qor+rNPWnA00jXxqskxpqUmO6migfNdpk13NQImuKaRNNJ1oJZppUkzvP6399cBp6NrQNtrqZ0rly2edTl6aTpRUQcxG+m3Bu3a/LvpxpYl5bwAHuH+tDTFqSmKKfRDgKctNFOWgcbDH6ja7jlMHzipMEu/wAKEY9qjsLurVeyXS0A+dRWUnvruItnfwp+4AjT/Q0lTrygLNBAU+9ekActfyps1lHIpjCTUipP6+Zp4txQNQVKp5Uw1Nhxp30lRdoRv3/Ku3jSjTeBTQuZlXfm0HjWEE2tnm8Dl4Df38BVF1eVirCCNCOINek7N2Utu2FBB5niTz8KB2/0ZF3Udm4PZPA9zd3yrjHmjcnp2/xTm/WOGB5GlTbq3LZKMrAroRE+48RSrtz+za/oPXW/GlSrbiY1MpUqDtdFKlQdqOlSoHClSpUDhXaVKgjXfTsR7Z8vkKVKg4KfSpUHFp4rtKgib2qPwVKlW6dkj9pr9C37v8y1W3vZXw/KlSpftmvQRd1OpUqw0mT8KR3ClSoplyjlGnlSpVJROw0qfY6/+ZteJ/kalSrE9LXuGhvHQfeq8xQ+jU91KlXgs90AppUqVRp//9k=&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;color: black; line-height: 200%;&quot;&gt;O Estado, os pais,
a&amp;nbsp;multiplicidade&amp;nbsp;de cultura, os vícios, Teorias
da&amp;nbsp;aprendizagem&amp;nbsp;não aplicada e tudo mais. A
pesquisa&amp;nbsp;bibliográfica&amp;nbsp;será feita em fontes confiáveis de livros e da
internet, que ocupará exclusivamente com o tema em questão, que por sua vez,
apresentará os seguintes c&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Arial, Helvetica, sans-serif; line-height: 200%; text-indent: 35.4pt;&quot;&gt;aminhos: o professor está ou não ciente da
importância das teorias da&amp;nbsp;aprendizagem,&amp;nbsp;&amp;nbsp;as salas de aulas
superlotadas ou vazias de mais, filosofia adotada pela a escola campo com
relação espaço físico e a&amp;nbsp;aprendizagem&amp;nbsp;dos alunos, a escola campo,
professor e o livro didático, a valorização da brincadeira no sentido de
encobertar deficiência no ensino, o interesse do professor em trabalhar ou não os conteúdos e a necessidade de a orientadora pedagógica ou educacional
adicionar a sua profissão hábitos éticos, no sentido de moralizar e valorizar sua profissão perante a clientela da escola, bem como, um pouquinho da história da orientação educacional no Brasil e as Leis que as regem..&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; line-height: 200%; text-indent: 35.4pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; line-height: 200%; text-indent: 35.4pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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