tag:blogger.com,1999:blog-7234074275188390272024-03-12T23:18:43.666-07:00S.O.S. PRODUZINDO E RECICLANDO RECURSOSEsse blog foi criado com o intuito de auxiliar pais, estudantes e profissionais com relação a produção de recursos ideais e necessários para os atendimentos de estimulação e reabilitação visual com enfoque pedagógico.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.comBlogger31125tag:blogger.com,1999:blog-723407427518839027.post-22627413989276252132016-11-03T15:52:00.003-07:002016-11-03T15:52:44.672-07:00ESSA EXPERIÊNCIA MERECE SER DIVULGADA... CONCORDAM COMIGO?
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
Na simplicidade também se ensina </h3>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_5vGPakCambE5sa-LXcH22JQacEl_3IiCTwSb7NURbXbFNu9djNYWkLfKbfgEU4ZlON4k4vw71smSDkUwCONObdMyw8FM90rncpWuF9KjK1qJsNN-jWPUm3u3vdEkAePrAAj2wxh9k76g/s1600/DSC03308.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5597068699459931042" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_5vGPakCambE5sa-LXcH22JQacEl_3IiCTwSb7NURbXbFNu9djNYWkLfKbfgEU4ZlON4k4vw71smSDkUwCONObdMyw8FM90rncpWuF9KjK1qJsNN-jWPUm3u3vdEkAePrAAj2wxh9k76g/s320/DSC03308.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
Coloco alguns livros velhos sob a mesa do João Vítor para torná-la mais próxima dele, então pode ver melhor.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVpc5g1S15REugn49V_m73htRZWff8lcPAMZ5T7Cz0udYWAek-lUN3h_bGEzxYzhQ6tmkWGhXdyv_qqhdGM1BXyf25OD43w0lZWSydKWx4Nc732YKnBxIp7WkhQY_cTuD9fESGB79tS-yI/s1600/DSC03390.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5597063087285260610" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVpc5g1S15REugn49V_m73htRZWff8lcPAMZ5T7Cz0udYWAek-lUN3h_bGEzxYzhQ6tmkWGhXdyv_qqhdGM1BXyf25OD43w0lZWSydKWx4Nc732YKnBxIp7WkhQY_cTuD9fESGB79tS-yI/s320/DSC03390.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
Aluno João Vítor digitando no notebook, em sala de aula.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1WdKBUicRX-tGhE6koSoi379r9KictkYEYFQCX_uNhaDIeyTSHjqy-nFpLW3M21Np8YZYAIK3y2ZpGO73hGnBZVVCIVtE_sHzzdqEJcBAeGUGmyvtIDRR5riXsTjFSCCV74-iK1tWNW-s/s1600/DSC03311.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5597052607417597650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1WdKBUicRX-tGhE6koSoi379r9KictkYEYFQCX_uNhaDIeyTSHjqy-nFpLW3M21Np8YZYAIK3y2ZpGO73hGnBZVVCIVtE_sHzzdqEJcBAeGUGmyvtIDRR5riXsTjFSCCV74-iK1tWNW-s/s320/DSC03311.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
Aluno João Vítor, tentando ler e traçar - família do "l".<br />
Colei uma cartolina em sua mesa e dei-lhe um pincel para escrever.<br />
<br />
Como tenho alunos com baixa visão e a nossa Escola ainda não está
totalmente adaptada, procuro formas para atendê-los, cada dia invento
uma e graças à Deus tem dado certo!<br />
Contribuir com a construção do conhecimento de meus alunos é a minha prioridade!<br />
<br />
FONTE: <a class="vglnk" href="http://sandelcris.blogspot.com.br/2011/04/na-simplicidade-tambem-se-ensina.html" rel="nofollow"><span>http</span><span>://</span><span>sandelcris</span><span>.</span><span>blogspot</span><span>.</span><span>com</span><span>.</span><span>br</span><span>/</span><span>2011</span><span>/</span><span>04</span><span>/</span><span>na</span><span>-</span><span>simplicidade</span><span>-</span><span>tambem</span><span>-</span><span>se</span><span>-</span><span>ensina</span><span>.</span><span>html</span></a>JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-40088271969074041382016-11-03T15:51:00.000-07:002016-11-03T15:51:37.243-07:00Como ensinar a criança colorir dentro do limite?<h3 class="post-title entry-title">
<span style="font-size: small;">.<br />
</span></h3>
<div dir="ltr" style="text-align: left;">
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia1O4SmsF3FzBJ-qAY3wWxpW5E4-wZS1DB_5bk1uUzoeMXaf3yS8PqWmv9mKcFdI2iLeG3rEWlxuuzsXdlTm4wE8itHDzcA4FjeD32EZ0dPWK9emRk7bEwjm3byCYYbdYkZnYLibhAjQk/s1600/sindrome1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia1O4SmsF3FzBJ-qAY3wWxpW5E4-wZS1DB_5bk1uUzoeMXaf3yS8PqWmv9mKcFdI2iLeG3rEWlxuuzsXdlTm4wE8itHDzcA4FjeD32EZ0dPWK9emRk7bEwjm3byCYYbdYkZnYLibhAjQk/s400/sindrome1.jpg" width="400" /></a></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;"> Colorir
dentro das limite pode ser bastante difícil para algumas crianças. A
atividade de colorir dentro do limite exige coordenação motora fina ,
viso-motora e viso-espacial. Uma técnica que eu encontrei no Blog da
Terapeuta Ocupacional Dra. Zachry pode ser útil para as crianças com
dificuldade motora e visual.A dica é </b></span><span style="font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;">delinear as bordas da imagem com pistola de cola quente.</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjJbseFhYwHntesQOfvRxsm48d3lSvy2wawDk_1p-yry6PmcSThPxPri7wKiTybUtYyOx-CG5RO27BWGrkm25HNN5s6s-FQZYZXvpK69JpQe20LIIv1Iug9zLeC0cRcFoR1jaN6f13rEA/s1600/sindrome4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjJbseFhYwHntesQOfvRxsm48d3lSvy2wawDk_1p-yry6PmcSThPxPri7wKiTybUtYyOx-CG5RO27BWGrkm25HNN5s6s-FQZYZXvpK69JpQe20LIIv1Iug9zLeC0cRcFoR1jaN6f13rEA/s400/sindrome4.jpg" width="400" /></a></span></div>
<span style="font-size: small;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9FahzCA-UZ_oo0tPn7cbcHH4rDoFoaaEPbe6WinAwE3xOP5-g4QM251beeV7bEjLF0NX8hLowZuHBl6HVpnBp5j1l1V4Dp4JytszrruAHX0-rgtA_W34r2r58n_iroLQzIWxwFGCwvFE/s1600/sindrome+3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9FahzCA-UZ_oo0tPn7cbcHH4rDoFoaaEPbe6WinAwE3xOP5-g4QM251beeV7bEjLF0NX8hLowZuHBl6HVpnBp5j1l1V4Dp4JytszrruAHX0-rgtA_W34r2r58n_iroLQzIWxwFGCwvFE/s400/sindrome+3.jpg" width="387" /></a></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;"> Fonte: <a class="vglnk" href="http://drzachryspedsottips.blogspot.com/" rel="nofollow">http://drzachryspedsottips.blogspot.com</a></b></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><b style="font-family: Arial,Helvetica,sans-serif;"> <a class="vglnk" href="http://johannaterapeutaocupacional.blogspot.com.br/" rel="nofollow">http://johannaterapeutaocupacional.blogspot.com.br/</a></b></span></div>
</div>
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-54192736886767428632016-10-21T18:03:00.001-07:002016-10-21T18:11:53.192-07:00CARTÕES PARA ESTIMULAÇÃO VISUAL - GRÁTIS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOvEAtx1XDhsatO-KaOgUzApLH9S92BinsUfjG8g8ejVbAw7HSw7FXK_Rl2T7Pks8Le8SYCByIglazatCA8NpdV6wY1NzXsfgnMr7p8VvSr2m-ZkWVMe-BcoJ2foEv-6itYf08a-NF4u8/s1600/Slide1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOvEAtx1XDhsatO-KaOgUzApLH9S92BinsUfjG8g8ejVbAw7HSw7FXK_Rl2T7Pks8Le8SYCByIglazatCA8NpdV6wY1NzXsfgnMr7p8VvSr2m-ZkWVMe-BcoJ2foEv-6itYf08a-NF4u8/s400/Slide1.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigT1hk455wgijad5MZbLbk6mpnxCCN4UQLb2XFm4IzkG3HXuz3necC7ARFG68S6YMoDKA_XubN6HFtSGo1zzsopuK5EfL04wYHPXvFAaelBBtYWp6Z-_sPsMx_L9o41S5q0NuX-RZU5xg/s1600/Slide2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigT1hk455wgijad5MZbLbk6mpnxCCN4UQLb2XFm4IzkG3HXuz3necC7ARFG68S6YMoDKA_XubN6HFtSGo1zzsopuK5EfL04wYHPXvFAaelBBtYWp6Z-_sPsMx_L9o41S5q0NuX-RZU5xg/s400/Slide2.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpb7fxDSDsXEOYtPKX7VtyPgNmzFMdv-XalW6FJfinnpUwmjqk4WmG9emUsyU0grdwoxBsq2OKlHWZUMOlx_PyM8oFQzcItZf4GCusHqmZvoLH2Gf-y85s8a03E_WlFY7ESj_MX3Q0x9A/s1600/Slide3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpb7fxDSDsXEOYtPKX7VtyPgNmzFMdv-XalW6FJfinnpUwmjqk4WmG9emUsyU0grdwoxBsq2OKlHWZUMOlx_PyM8oFQzcItZf4GCusHqmZvoLH2Gf-y85s8a03E_WlFY7ESj_MX3Q0x9A/s400/Slide3.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDuqKiuwNGvv9PW1pNrzMbsvDP70Nd2087D7Dk-mYDHDvl_cHsa45uHYPNsV4BYWHPY91odVkk6HWXbbS1rsuDOR3MxzeH5sWXps4oiyj9Qwp7h1EIBAi8_HZVSiBOTHuG3IuHCYIa7Wg/s1600/Slide4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDuqKiuwNGvv9PW1pNrzMbsvDP70Nd2087D7Dk-mYDHDvl_cHsa45uHYPNsV4BYWHPY91odVkk6HWXbbS1rsuDOR3MxzeH5sWXps4oiyj9Qwp7h1EIBAi8_HZVSiBOTHuG3IuHCYIa7Wg/s400/Slide4.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2LS5-29WGXgWYfDnnKjg5PluU_zVNOUirfp7iJtnKEcIKa8w4rMvyBxhyHBh-lJOD_mLXwf4d6oKLGHYPuIkYmQlTzYGTCr34UYZgYN-DASwe7MVU10tVJvWCkhzWfPnvH1KxyFOgJw4/s1600/Slide5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2LS5-29WGXgWYfDnnKjg5PluU_zVNOUirfp7iJtnKEcIKa8w4rMvyBxhyHBh-lJOD_mLXwf4d6oKLGHYPuIkYmQlTzYGTCr34UYZgYN-DASwe7MVU10tVJvWCkhzWfPnvH1KxyFOgJw4/s400/Slide5.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQND9E88nGREVmjIoUNvqlQWf5epgUgZH_oQQ2Q5WNao1XrBC8b4nFam9wkwTdJQxT6dS3Eu-IVjp_qs4O1pNhFEdYNQ1wVYeVFOC26AS8HEtTYx_M4kWm5wqmz5Ln4yM6Dgw9jSX5cCM/s1600/Slide6.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQND9E88nGREVmjIoUNvqlQWf5epgUgZH_oQQ2Q5WNao1XrBC8b4nFam9wkwTdJQxT6dS3Eu-IVjp_qs4O1pNhFEdYNQ1wVYeVFOC26AS8HEtTYx_M4kWm5wqmz5Ln4yM6Dgw9jSX5cCM/s400/Slide6.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvsKONpi6PY4Q_sULpVv7BbOLpWIGSGtN1bqM2Fu3qipNKt9e4bYB4eiUrq5MNlBwlyBkuesA_cSDIvNSMeZODXPRu7y5WlUNmWCFOIH7wSmiWTC973YWc7CYM-PXOSApAMO17-rlXmZA/s1600/Slide7.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvsKONpi6PY4Q_sULpVv7BbOLpWIGSGtN1bqM2Fu3qipNKt9e4bYB4eiUrq5MNlBwlyBkuesA_cSDIvNSMeZODXPRu7y5WlUNmWCFOIH7wSmiWTC973YWc7CYM-PXOSApAMO17-rlXmZA/s400/Slide7.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNqd1-Uqm2y-eZZQA3GEBVbLWAXMCyHcD_POQCvYs0lCVa0R_dX-AkGgegoP0jO3D09OVQcIBP9F-Rq1dBlmd0JVvnWiW11QqEvIECcqblDnnNu9KVaWsXB1GsbrwwGjEY34TTGsEDlp0/s1600/Slide8.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNqd1-Uqm2y-eZZQA3GEBVbLWAXMCyHcD_POQCvYs0lCVa0R_dX-AkGgegoP0jO3D09OVQcIBP9F-Rq1dBlmd0JVvnWiW11QqEvIECcqblDnnNu9KVaWsXB1GsbrwwGjEY34TTGsEDlp0/s400/Slide8.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjekjdq6UbonJCsR6hsbQiCr6dSB9DaUqnuzUBsGdWW0HgixFaAlxoTQJsHHnGPYFRq4qdu7RVpSkFGIyg_F-yQoKLybMQYqsUAd9E5MyXOZW6SER5HB1mPNgYxJwZ_Lzy43xjQmwmcCwA/s1600/Slide9.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjekjdq6UbonJCsR6hsbQiCr6dSB9DaUqnuzUBsGdWW0HgixFaAlxoTQJsHHnGPYFRq4qdu7RVpSkFGIyg_F-yQoKLybMQYqsUAd9E5MyXOZW6SER5HB1mPNgYxJwZ_Lzy43xjQmwmcCwA/s400/Slide9.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6naMw5s2zSzPAqEJs4_lxjLlhZXscQS3bwjTg8SAsPwcznymcZ8KWHHagaYEH7jU7XdCJ0VQ7sl05qlou3m-ThL2mZ-S49ttP0qL3OtYbm17RSaIFyd7mfYDiOxk5-PyNvhKXSLcBXUA/s1600/Slide10.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6naMw5s2zSzPAqEJs4_lxjLlhZXscQS3bwjTg8SAsPwcznymcZ8KWHHagaYEH7jU7XdCJ0VQ7sl05qlou3m-ThL2mZ-S49ttP0qL3OtYbm17RSaIFyd7mfYDiOxk5-PyNvhKXSLcBXUA/s400/Slide10.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf4OxVmoHr8aLDJcV804iM2IvaRqIJfk5HMLZ3ohjODOPvyMezmHUXX6qKqVbiSEa0kqT8sogXpprroB5AePZluJ1WnhwZhPV7vbuVMya71E3L8bows8sZRWvA3xbQnVSvzSAhuGq0W8I/s1600/Slide11.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf4OxVmoHr8aLDJcV804iM2IvaRqIJfk5HMLZ3ohjODOPvyMezmHUXX6qKqVbiSEa0kqT8sogXpprroB5AePZluJ1WnhwZhPV7vbuVMya71E3L8bows8sZRWvA3xbQnVSvzSAhuGq0W8I/s400/Slide11.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXy3cSlLqEgxwCj0fZKrvagwmB80aNzOp0PwifaqYQBEDDaB_h4i9E8brcOwcULGlB494F6S2O47lZlWwz1KCKnTxXfmopuBeFlkrG9J0ei5yQaQWCv8PlMa5SkK8_fDLq6e3lf9WZdHc/s1600/Slide12.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXy3cSlLqEgxwCj0fZKrvagwmB80aNzOp0PwifaqYQBEDDaB_h4i9E8brcOwcULGlB494F6S2O47lZlWwz1KCKnTxXfmopuBeFlkrG9J0ei5yQaQWCv8PlMa5SkK8_fDLq6e3lf9WZdHc/s400/Slide12.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHKUA9Jg_pAf0WzMYvmT_yWnAmP5ST2ArCoLf4A7Ifj5s2tZr4XENldKYPZvkV_pff_kc_glMuYxgAoSdXeMCok1s2ssz81W4yS9gJHOC2G27p6M8AVtmDSXg4JEI8E9WMx1PvNQqor_A/s1600/Slide13.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHKUA9Jg_pAf0WzMYvmT_yWnAmP5ST2ArCoLf4A7Ifj5s2tZr4XENldKYPZvkV_pff_kc_glMuYxgAoSdXeMCok1s2ssz81W4yS9gJHOC2G27p6M8AVtmDSXg4JEI8E9WMx1PvNQqor_A/s400/Slide13.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0h_sqN51Yh00SFUvb-vQf_CCvFXv3Sbj7SQlf4XLcOK5BMGNbXRn08lWNyjEspLJniEiojFiB9su9iQDFwwn7cSG7gxZ6lefr0kzDsZBX8nQ05tGCbrL8oRIJ4Pe1ehNpBCracTWFF8U/s1600/Slide14.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0h_sqN51Yh00SFUvb-vQf_CCvFXv3Sbj7SQlf4XLcOK5BMGNbXRn08lWNyjEspLJniEiojFiB9su9iQDFwwn7cSG7gxZ6lefr0kzDsZBX8nQ05tGCbrL8oRIJ4Pe1ehNpBCracTWFF8U/s400/Slide14.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicxffesptDsmXHsPxrxNHcTewtTrvzLvFyO1TgCRp5ZKTamEp4spQTpnkXVssW8zkvdk0dwaWktmQEkGTodm46vXh3bAC8QmnFBdXmlgQs0lly4MLJUAXJUBVZw8lY0iaFfkJmmZ8w4jA/s1600/Slide15.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicxffesptDsmXHsPxrxNHcTewtTrvzLvFyO1TgCRp5ZKTamEp4spQTpnkXVssW8zkvdk0dwaWktmQEkGTodm46vXh3bAC8QmnFBdXmlgQs0lly4MLJUAXJUBVZw8lY0iaFfkJmmZ8w4jA/s400/Slide15.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvCBO85sbhfXeQl_5fhZFoLcZFcdpbHe38pGpMjb9jH4j1nWuZ4sKdH6bXG3mIpirqqTHjlFcEhlMikpfd4BNZxqGOQYNoPe_m4dAiSBuDs4parpV0ypMdwWZmuY1sO69iwRLEVeWeXdI/s1600/Slide16.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvCBO85sbhfXeQl_5fhZFoLcZFcdpbHe38pGpMjb9jH4j1nWuZ4sKdH6bXG3mIpirqqTHjlFcEhlMikpfd4BNZxqGOQYNoPe_m4dAiSBuDs4parpV0ypMdwWZmuY1sO69iwRLEVeWeXdI/s400/Slide16.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTGiTeYUJpqEHeEYZ9gSofH0jduZeVzO_lrEfCK385j_C-SVZ3cUfHTUuH3cn9G38kBFoyg4yKskfOv09SlkeOYwfTtGDOG9KyFPF3Hvs9KnVEXLMh6M_U3udqitFlgmi-R-5_UcDpAJ0/s1600/Slide17.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTGiTeYUJpqEHeEYZ9gSofH0jduZeVzO_lrEfCK385j_C-SVZ3cUfHTUuH3cn9G38kBFoyg4yKskfOv09SlkeOYwfTtGDOG9KyFPF3Hvs9KnVEXLMh6M_U3udqitFlgmi-R-5_UcDpAJ0/s400/Slide17.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgvsid01uzpVkkc-g9uNk_dky-hXgOfG48QK20QmMgsCYApLDpa8QH5lvg6X-X2lb_18mR3Kj2eLqVUwpckayzrAAdzzPLE6o-pgMRMiUG5cLAiJXsykCmZDVf9h0WZskOdAQzXeCbV8g/s1600/Slide18.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgvsid01uzpVkkc-g9uNk_dky-hXgOfG48QK20QmMgsCYApLDpa8QH5lvg6X-X2lb_18mR3Kj2eLqVUwpckayzrAAdzzPLE6o-pgMRMiUG5cLAiJXsykCmZDVf9h0WZskOdAQzXeCbV8g/s400/Slide18.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4E3rtjAMwwn7TBv_RA7vDR5CuaEpBNVZBJw7plyyhp-KWk4vR45fLQRGjNhmrfS1IZh63mu2pISmRw-LfQ80a2gXodfVHrUHQBu7paiOLYZsR0KYoAhbgSCdKoGqfovFssUxqjokW5f8/s1600/Slide19.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4E3rtjAMwwn7TBv_RA7vDR5CuaEpBNVZBJw7plyyhp-KWk4vR45fLQRGjNhmrfS1IZh63mu2pISmRw-LfQ80a2gXodfVHrUHQBu7paiOLYZsR0KYoAhbgSCdKoGqfovFssUxqjokW5f8/s400/Slide19.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0wJJXzuMILVFB_4vwC_rqY-zAxaCLKrxyZSseeW5_M7hbyrsNaN1Z2Drg2QVi6AwKNjkkzUAdXBCmSjd226hPZ9KOaDzj7b0348sW2a5qLsZbBhiP6_CEQdXDxAt291MdFXIf3guLFAk/s1600/Slide20.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0wJJXzuMILVFB_4vwC_rqY-zAxaCLKrxyZSseeW5_M7hbyrsNaN1Z2Drg2QVi6AwKNjkkzUAdXBCmSjd226hPZ9KOaDzj7b0348sW2a5qLsZbBhiP6_CEQdXDxAt291MdFXIf3guLFAk/s400/Slide20.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiArHrsABZwjeONy5cMUEQuyicp5mlMNBEQAvbMrBuFfoG_ku0U7aIWBkv4YeaRr8utjTlzT3dwAeFwaVRjwrvkPUthrtmrP3-5rB_s-2pBz5DZ98rpLdSs_-CoLph7xb6LKNF3iDa7TI/s1600/Slide21.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiArHrsABZwjeONy5cMUEQuyicp5mlMNBEQAvbMrBuFfoG_ku0U7aIWBkv4YeaRr8utjTlzT3dwAeFwaVRjwrvkPUthrtmrP3-5rB_s-2pBz5DZ98rpLdSs_-CoLph7xb6LKNF3iDa7TI/s400/Slide21.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguzf50FqRBMfOlLVrr_UrjKhYvzgbhSIDk43b2B37zc32rR7TbTNFhhDdr15eq7uCrmv_DXhWMilVBOAGFDTtPG3DTr1CBE5dzGul5D89lYhqlmrb9J8bE8PAqkyJA4OVnZ3hPgnZG5Do/s1600/Slide22.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguzf50FqRBMfOlLVrr_UrjKhYvzgbhSIDk43b2B37zc32rR7TbTNFhhDdr15eq7uCrmv_DXhWMilVBOAGFDTtPG3DTr1CBE5dzGul5D89lYhqlmrb9J8bE8PAqkyJA4OVnZ3hPgnZG5Do/s400/Slide22.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM_Ep5Z9e7utBqGGK1dfyor3iREXyS4hgL-7YWPb8oFSbp0EWV2rjudN-nrgN7CBWUCwiivxfdppTTIQZYRkwWhFkADeAY_3AytAO388GCC1fg8PmRfiBRRMd2Mf6elb9QhLVxns2rOZU/s1600/Slide23.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM_Ep5Z9e7utBqGGK1dfyor3iREXyS4hgL-7YWPb8oFSbp0EWV2rjudN-nrgN7CBWUCwiivxfdppTTIQZYRkwWhFkADeAY_3AytAO388GCC1fg8PmRfiBRRMd2Mf6elb9QhLVxns2rOZU/s400/Slide23.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUp2_2RYtXVlTs_Gqv7WzozCop3VPg0UGT7mzTbl7fqyGVAwkQ31fKvS7OryhpfXSVPvWNWdaRCqeux9sHal3Q5sgC576lAgzvCA3vzwaAFy2l15Qg0rS6YTp0rT3NoLyjZiqHFXvjy2Q/s1600/Slide24.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUp2_2RYtXVlTs_Gqv7WzozCop3VPg0UGT7mzTbl7fqyGVAwkQ31fKvS7OryhpfXSVPvWNWdaRCqeux9sHal3Q5sgC576lAgzvCA3vzwaAFy2l15Qg0rS6YTp0rT3NoLyjZiqHFXvjy2Q/s400/Slide24.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZIjo4QDWraXEpDaS6UgAIcMdIzQ54oYun3I8iXrJE3ByECFyEtyryI9jfpBvwwC4qwwMjZriHmxUMal6tLWoyEP8IvYNAkHyvPr7v2hsKxmPAs0XH4qTbm60LfYTrFqA7Elc-Y8satz8/s1600/Slide25.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZIjo4QDWraXEpDaS6UgAIcMdIzQ54oYun3I8iXrJE3ByECFyEtyryI9jfpBvwwC4qwwMjZriHmxUMal6tLWoyEP8IvYNAkHyvPr7v2hsKxmPAs0XH4qTbm60LfYTrFqA7Elc-Y8satz8/s400/Slide25.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZfRfUgzxb5KExxYe_DaablgJIyC0iCEar3c4L6XOHUTVxnPuzHWmH-c-75Wp7yf_tBbnOldQPsJUm9S18PLUZNLAF7HMYgZCPA8itObcEyHlfv1iUGQOE_2eOv4Ho7g3Mgt7HY8A6SLA/s1600/Slide26.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZfRfUgzxb5KExxYe_DaablgJIyC0iCEar3c4L6XOHUTVxnPuzHWmH-c-75Wp7yf_tBbnOldQPsJUm9S18PLUZNLAF7HMYgZCPA8itObcEyHlfv1iUGQOE_2eOv4Ho7g3Mgt7HY8A6SLA/s400/Slide26.JPG" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwm3Ja8z-M0ADO0w5qW6bcg4axMidEqy1W3M-Cr-PY6puvb3kWakZQOBaLxnPYxc-Y53TdZklMVBHzGzx8jP7T83b6zCAUSub0qESHT6S_Q5EeCpd225lFGxnlZpfODQt32K6qVfSvDXc/s1600/Slide27.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwm3Ja8z-M0ADO0w5qW6bcg4axMidEqy1W3M-Cr-PY6puvb3kWakZQOBaLxnPYxc-Y53TdZklMVBHzGzx8jP7T83b6zCAUSub0qESHT6S_Q5EeCpd225lFGxnlZpfODQt32K6qVfSvDXc/s400/Slide27.JPG" width="400" /></a></div>
<br />
<br />
Fonte: http://www.brillbaby.com/free-download/infant-stimulation-cards.phpJUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-80341072159122051112016-10-14T09:14:00.006-07:002016-10-14T09:14:53.935-07:00O PEIXINHO GLUB (HISTORINHA PARA TV E PC)<div class="post-body entry-content" id="post-body-3754610549003849767" itemprop="description articleBody">
<div style="text-align: justify;">
Esta historinha além de trabalhar a atenção visual, tolerância da criança
durante o exercício das atividades visuais e estimular o interesse,
busca visão, acomodação visual, atenção, localização espaço-tempo,
entre outros, pode utilizar-se também abordagens socioeducativas. È
possível utilizá-la várias vezes, com diferentes tipos de abordagens a
favorecer o melhor desenvolvimento e aproveitamento da memória
visual.</div>
<br />
Espero que gostem! Fiquem com Deus!<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW1V20k_4i0sd8tQjY898VremYYlWdrj2a2m5RvArzyDdh7QNz8C49NTommbbSp31EGIwM2pMpqr5mBdVbGvTMXK78ooNThfg2BwwM1JEAldPJzqIJW-IXSf9KSTSmwACb8CY1mb9lNY8/s1600-h/Slide159.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280067166961856354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW1V20k_4i0sd8tQjY898VremYYlWdrj2a2m5RvArzyDdh7QNz8C49NTommbbSp31EGIwM2pMpqr5mBdVbGvTMXK78ooNThfg2BwwM1JEAldPJzqIJW-IXSf9KSTSmwACb8CY1mb9lNY8/s320/Slide159.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9x7afiwPS5-phqBL9yoPs9TYj5Kv-zydw76e3AW6G5v07MKtWAgpT5Dc3C3GXB3BW3oIn4fvPSLymGC1U9BMrVXRtEuEn9FxhtK7DUFNrrGlZOuM5mf4H7u72YmA5cPEQzYLof1C5Wo/s1600-h/Slide160.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280067166594814562" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9x7afiwPS5-phqBL9yoPs9TYj5Kv-zydw76e3AW6G5v07MKtWAgpT5Dc3C3GXB3BW3oIn4fvPSLymGC1U9BMrVXRtEuEn9FxhtK7DUFNrrGlZOuM5mf4H7u72YmA5cPEQzYLof1C5Wo/s320/Slide160.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGfbdqiKukGnb0D8rBJPLWF3N6MlP1FULQYCWbXImVT5nwPmzFnsSYxKejtw2ayN9hJMDnp63c6fFhJTdqSMXauCb8c0hwJG7VPjTLeUAhpA7mVNySKT5amF9St26KBOvg7oISHrxgpr8/s1600-h/Slide161.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280067165758226978" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGfbdqiKukGnb0D8rBJPLWF3N6MlP1FULQYCWbXImVT5nwPmzFnsSYxKejtw2ayN9hJMDnp63c6fFhJTdqSMXauCb8c0hwJG7VPjTLeUAhpA7mVNySKT5amF9St26KBOvg7oISHrxgpr8/s320/Slide161.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAMd5CJR_E-2bjzJ2rCLTS-edcmd3AiOQ01vgwWwnqMok3pTDUpgcgXpUjEVlwfJmbZGh28RXP2f6yjmuAi_sXA61xgNcS-2m0qzF_-JMDTQplhSMUa0yK-RO0QyxKDikzDrL9-yQc030/s1600-h/Slide162.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280067160554817058" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAMd5CJR_E-2bjzJ2rCLTS-edcmd3AiOQ01vgwWwnqMok3pTDUpgcgXpUjEVlwfJmbZGh28RXP2f6yjmuAi_sXA61xgNcS-2m0qzF_-JMDTQplhSMUa0yK-RO0QyxKDikzDrL9-yQc030/s320/Slide162.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc6_kO6qMbQ96wWto1xziyTPbhSgAhUPRW08vNUuDtRzuEo0-toXn5LDCpT_W2zgwxQeHbwRZkI98lhjJItyUybes8b3AeeWSfLjnYo8D2RkdO2Qfgn6J0X51WuCiaAx67EIbg7haXLlI/s1600-h/Slide163.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280067159413386754" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc6_kO6qMbQ96wWto1xziyTPbhSgAhUPRW08vNUuDtRzuEo0-toXn5LDCpT_W2zgwxQeHbwRZkI98lhjJItyUybes8b3AeeWSfLjnYo8D2RkdO2Qfgn6J0X51WuCiaAx67EIbg7haXLlI/s320/Slide163.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhllBzS7Gqo1RfQ_QXcipxM_2jqi7UEdSxD9knnKbankvDLuSo0I_qxZO5wjkyTC2WEdNcK45nRv0B4Guvaq5RQJF-xDvmcylqhqapPrQaIaznI2n0TIWeoAjK9J1ymzuTCHAX-T5dff38/s1600-h/Slide164.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280066179903238802" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhllBzS7Gqo1RfQ_QXcipxM_2jqi7UEdSxD9knnKbankvDLuSo0I_qxZO5wjkyTC2WEdNcK45nRv0B4Guvaq5RQJF-xDvmcylqhqapPrQaIaznI2n0TIWeoAjK9J1ymzuTCHAX-T5dff38/s320/Slide164.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNZ8b0nG5Y-RnnJTVg41THYpc-ecl64-nzBGIAp9ZvDxBYLo_x-WdHrJB6jzZZEzx2dE2ChUmRYq8t8jmX-Jqzzpb36BtqaXsHbtnwzGcD3PQOT1pd09Jsge6P0zzWxqcC0vhTRxLyaMY/s1600-h/Slide165.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280066181943872850" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNZ8b0nG5Y-RnnJTVg41THYpc-ecl64-nzBGIAp9ZvDxBYLo_x-WdHrJB6jzZZEzx2dE2ChUmRYq8t8jmX-Jqzzpb36BtqaXsHbtnwzGcD3PQOT1pd09Jsge6P0zzWxqcC0vhTRxLyaMY/s320/Slide165.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjolPTO16w8OsRwhWdAOu3N3X7_7pICqGSFzwrU4nrWMFWN5HGxGAAh97p3jvoV1mH5f-M_37QzBsEl19kNLncj-Lm2L89kGm2DIG2lJh9UubFhqjHJsTGKSROfEgQ0gwJXRxeuwF5eTO8/s1600-h/Slide166.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280066178231804962" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjolPTO16w8OsRwhWdAOu3N3X7_7pICqGSFzwrU4nrWMFWN5HGxGAAh97p3jvoV1mH5f-M_37QzBsEl19kNLncj-Lm2L89kGm2DIG2lJh9UubFhqjHJsTGKSROfEgQ0gwJXRxeuwF5eTO8/s320/Slide166.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0MCVIyNCQUeYJNpoOvdqVZszNL3JwwlF-l1Q_egjKqPOv-W-QTazVx59xmhm8BIElBIscjxAPorg6p-jyyI-aJPVubGJsDyUJ17kvhDhglKJEvaust9fM1huKI8Zf4Dvbehuc0BF32O0/s1600-h/Slide167.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280066171645351906" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0MCVIyNCQUeYJNpoOvdqVZszNL3JwwlF-l1Q_egjKqPOv-W-QTazVx59xmhm8BIElBIscjxAPorg6p-jyyI-aJPVubGJsDyUJ17kvhDhglKJEvaust9fM1huKI8Zf4Dvbehuc0BF32O0/s320/Slide167.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCGXk-odfo87hhCTxRk52vR4NRkS6qvgTK2kfYJWv-4KSkiYpQf01Kl8on2LDioyRshSVN7XPxNRgRwL34AENlsYT7OZO8dVquJDFUABp4dsrD_5PL1LCLeICS4FjEOVP-A10MSf79mVs/s1600-h/Slide168.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280066173100174962" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCGXk-odfo87hhCTxRk52vR4NRkS6qvgTK2kfYJWv-4KSkiYpQf01Kl8on2LDioyRshSVN7XPxNRgRwL34AENlsYT7OZO8dVquJDFUABp4dsrD_5PL1LCLeICS4FjEOVP-A10MSf79mVs/s320/Slide168.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKIGbOjh3MPXX6UywndscPhlRZlsvLPsJW3STyatrteJ1KEXmgMsd18jea46j69vr9pYVUxn6PZMQ1cFSsqnHQVwd8TuqrhaOiipahdgZdRT4yetZlAbAQJaifkloYcEPr4-zBjsZhyphenhyphenj0/s1600-h/Slide169.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280065013163625874" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKIGbOjh3MPXX6UywndscPhlRZlsvLPsJW3STyatrteJ1KEXmgMsd18jea46j69vr9pYVUxn6PZMQ1cFSsqnHQVwd8TuqrhaOiipahdgZdRT4yetZlAbAQJaifkloYcEPr4-zBjsZhyphenhyphenj0/s320/Slide169.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI-z396ByzVdtt2gAH3JKl5h0pIG07IGWrD6svtkZ2fChU38XK22k0VXKTfB63Z-LLAEjzitgSDO-_P5vwDGbfLW0Ec9ew8DJ2Sp08M11R5qpBzk8820wpR8OLGksOpTpFlizdTtbIpQk/s1600-h/Slide170.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280065017159532658" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI-z396ByzVdtt2gAH3JKl5h0pIG07IGWrD6svtkZ2fChU38XK22k0VXKTfB63Z-LLAEjzitgSDO-_P5vwDGbfLW0Ec9ew8DJ2Sp08M11R5qpBzk8820wpR8OLGksOpTpFlizdTtbIpQk/s320/Slide170.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGSxZwUOVTO_I8hqP4TuxNXstfbmk3WpGfXq64vEVqeMJ6rIeHB9xYoW75-U1Axt504odry9JjZb0d1xd7aljzo1KY2flRk96idj_j6VfR5i1-ha6im24YpRTAPH_3qFlAuC2hfhGELak/s1600-h/Slide171.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280065022905031586" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGSxZwUOVTO_I8hqP4TuxNXstfbmk3WpGfXq64vEVqeMJ6rIeHB9xYoW75-U1Axt504odry9JjZb0d1xd7aljzo1KY2flRk96idj_j6VfR5i1-ha6im24YpRTAPH_3qFlAuC2hfhGELak/s320/Slide171.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCSosag4asi1oo6oAZ3rHwFPTgdwVe6NFA16Z3Y40AmdoisTPwgMi6FNWVkntLoteJGTmDZRb0Cxrzz47rDCStrkSQBUed4XLkNlhgdvpqK6yAqzHd6RWDQpBcqHNQrrc_KrDJp79Ljcc/s1600-h/Slide172.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280065019573189618" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCSosag4asi1oo6oAZ3rHwFPTgdwVe6NFA16Z3Y40AmdoisTPwgMi6FNWVkntLoteJGTmDZRb0Cxrzz47rDCStrkSQBUed4XLkNlhgdvpqK6yAqzHd6RWDQpBcqHNQrrc_KrDJp79Ljcc/s320/Slide172.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS1vtt5OR4evRRZiREArM1gOR4UpUa4AOTaWJ9uIm43kB8bOnvSqfY4mHK7yI3Bwb-u4etK8iamndx87ONoAYowqhypyCIAkRY3TKw2GnfzjBbM0iUHn7zl_gm5G-LCbp4Q1XgQlBwag8/s1600-h/Slide173.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5280065020614329074" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS1vtt5OR4evRRZiREArM1gOR4UpUa4AOTaWJ9uIm43kB8bOnvSqfY4mHK7yI3Bwb-u4etK8iamndx87ONoAYowqhypyCIAkRY3TKw2GnfzjBbM0iUHn7zl_gm5G-LCbp4Q1XgQlBwag8/s320/Slide173.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a>
</div>
<span class="post-author vcard">
<span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://www.blogger.com/profile/14591094689160297947" rel="author" title="author profile"><span itemprop="name"></span></a></span></span><span class="post-timestamp"><a class="timestamp-link" href="http://jucimarsidney167.blogspot.com.br/2008/12/o-peixinho-glub-estorinha-para-tv-e-pc.html" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2008-12-15T13:55:00-03:00"></abbr></a></span><span class="post-comment-link"><a class="comment-link" href="http://jucimarsidney167.blogspot.com.br/2008/12/o-peixinho-glub-estorinha-para-tv-e-pc.html#comment-form">
</a>
</span>
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-66635237001078772872016-10-11T20:00:00.003-07:002016-10-12T14:19:23.208-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 04)<div class="post-body entry-content" id="post-body-1024870231978026892" itemprop="description articleBody">
4ª ETAPA – DESENVOLVENDO A FUNÇÃO VISO-MOTORA<br />
<br />
Foram adaptadas diferentes formas de tipógrafos para trabalhar a
coordenação motora, visando desenvolver o processo de escrita, alcance
do estágio ideal, facilitando assim, a aquisição futura de uma melhor
habilidade para a leitura. A criança poderá utilizar esse recurso, o
tipógrafo, também como auxílio para o alinhamento e distribuição das
letras e frases durante o processo de escrita, além de oferecer melhor
dimensão do espaço a ser utilizado e a relação deste com o tamanho da
palavra. Além de que, durante este processo de aquisição da escrita
podemos encontrar uma relação deste com a teoria da psicogênese de
Piaget e Emília Ferreiro. É oportuno que a escrita se desenvolva bem
antes da aquisição das habilidades e/ou capacidades visuais para o
processo de leitura.<br />
Ainda, no final do ano de 2007, BS oralizava e escrevia com auxílio do
tipógrafo as letras do alfabeto (letras de imprensa), palavras e
pequenas frases, mas, no entanto, ainda não havia alcançado uma
capacidade visual para leitura. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvwqgSzxz_B5mTALveLYKjw3ioF6rQ7HEPE0Gd3obNxVkzQGxu_SqEZyU6AHue_HVmaxYNhJ6jdkqByFRJWnYogxFQgkGGw6EUt_ua6CGImWdbieD_c8ob9JFcJ8d-x9NI-bbQNR-1jgU/s1600-h/treinando+a+letra+A+no+tip%C3%B3grafo.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293461297900095874" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvwqgSzxz_B5mTALveLYKjw3ioF6rQ7HEPE0Gd3obNxVkzQGxu_SqEZyU6AHue_HVmaxYNhJ6jdkqByFRJWnYogxFQgkGGw6EUt_ua6CGImWdbieD_c8ob9JFcJ8d-x9NI-bbQNR-1jgU/s320/treinando+a+letra+A+no+tip%C3%B3grafo.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAKh8JEhtR68YwVdIf98tTKLuSyyPAEDChIR608lgVU1cXWTeOy4oel0WsI_3jFbm6XWWpz-d8G1Nbp_JvjTCUQz4E6bUH1RdPrbCUAjJmEggUeID2VG29EmJKOOgVbz45yKETkuKq9g/s1600-h/treinando+a+letra+B+no+tip%C3%B3grafo.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293461309745237602" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAKh8JEhtR68YwVdIf98tTKLuSyyPAEDChIR608lgVU1cXWTeOy4oel0WsI_3jFbm6XWWpz-d8G1Nbp_JvjTCUQz4E6bUH1RdPrbCUAjJmEggUeID2VG29EmJKOOgVbz45yKETkuKq9g/s320/treinando+a+letra+B+no+tip%C3%B3grafo.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Este ano, em 2008, em parceria com os pais, BS está matriculada numa
escola regular de ensino e esta tem acompanhado de forma prazerosa tal
experiência. Com esta parceria, visamos minimizar a tensão obtida
durante quase dois anos, com relação “Braille” e “negro”, e dar-lhe
oportunidade de conviver com outras crianças, numa nova rotina de
trabalho, pretendendo com isso, além de seu desenvolvimento cognitivo a
evolução de sua condição visual-cognitiva. <br />
Assim sendo, com o apoio da mãe e da escola, tem sido possível até hoje,
desenvolver suas habilidades socializando e integrando a BS ao mundo
panorâmico.<br />
É extraordinária a mudança advinda de seu ingresso numa escola “comum”
em que convive com crianças ditas “normais”. Seu material escolar está
sendo adaptado durante todo o processo. Os pais compraram os livros
comuns para facilitar o acompanhamento com o professor de estimulação
visual e a terapeuta ocupacional, para que possam trabalhar com
antecipação habilidades necessárias para execução de algumas atividades.
A escola tem demonstrado aceitação e interesse no trato com a criança, a
família e os profissionais.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYkePFOVq_RthHzV8sUqMoQXTxxG0bqYBJuf55uCGz-QzbqFmAityR8MjkSCysLJ_HlJ8r16Mj7qk4gike9s3oRNUO5VhcwZCuO4nb1IIDxspmrcxzlC-OFqfa4rctmbQb9fqEBdGn2bs/s1600-h/DSC00027.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293464158407849842" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYkePFOVq_RthHzV8sUqMoQXTxxG0bqYBJuf55uCGz-QzbqFmAityR8MjkSCysLJ_HlJ8r16Mj7qk4gike9s3oRNUO5VhcwZCuO4nb1IIDxspmrcxzlC-OFqfa4rctmbQb9fqEBdGn2bs/s320/DSC00027.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXuvkc349PwQxSLRH7005EOBSb1P2zz2Di40AkRuZxHjeEA7-ZerXTE-eCHGVhhyjKT5fPgcRK6OrKPkAhZTNsu5Mjdq0haC32s1Ikga5nPAlyfL6lw7_jjgllp0iDb2QD_-Fthyhrklw/s1600-h/DSC00012.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293464155593330290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXuvkc349PwQxSLRH7005EOBSb1P2zz2Di40AkRuZxHjeEA7-ZerXTE-eCHGVhhyjKT5fPgcRK6OrKPkAhZTNsu5Mjdq0haC32s1Ikga5nPAlyfL6lw7_jjgllp0iDb2QD_-Fthyhrklw/s320/DSC00012.JPG" style="cursor: hand; cursor: pointer; display: block; height: 235px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIfAGb-PxaXKV7j78hhFyfI7wmsBdYQfQoTSM-yM55H5LJ6cAZriB4KRRiKpFGRqpfOq52UJpV5dHqKuDl96yN5GGLIudxbICJs2Y0kWgzaHe1NNm4Dr33Df00WEUWNPFhUsZXcZMNr44/s1600-h/DSC00009.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293464149965868194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIfAGb-PxaXKV7j78hhFyfI7wmsBdYQfQoTSM-yM55H5LJ6cAZriB4KRRiKpFGRqpfOq52UJpV5dHqKuDl96yN5GGLIudxbICJs2Y0kWgzaHe1NNm4Dr33Df00WEUWNPFhUsZXcZMNr44/s320/DSC00009.JPG" style="cursor: hand; cursor: pointer; display: block; height: 181px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
BS não demonstra aparentemente nenhum tido de dificuldades em seu
processo de aprendizagem, entretanto, é possível perceber que a BS
apresenta atraso com relação aos processos de leitura e escrita (maior
dificuldade com a leitura). Tais dificuldades, de forma alguma,
prejudicarão seu desenvolvimento educacional, pois, é possível, através
de adaptações e das orientações dadas ao professor de sala comum
promover o acesso à aprendizagem e aquisição de conhecimentos através de
conteúdos abordados em sala de aula.<br />
A aprendizagem e assimilação do conteúdo podem se incidir através de
conteúdos oralizadas e/ou atividades adaptadas, afinal, o objetivo
principal da escola é o conhecimento e aprendizagem dos conteúdos. A
leitura e a escrita seriam apenas recursos para esta aquisição. No
entanto, não é possível que a BS utilize-se da leitura para aquisição do
teor escolar. A família, os profissionais e colegas de sala servirão de
intercâmbio entre o conteúdo a ser lido e a criança. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfrr47j1Fv9YUIvN1HULh3hA0m_87e7Sth9jKMPxa2LwODFLKvAgmuNfNg4iLGJbPejaOq9raW5K-Fad5Bx7VEXhGbrBCWameODT6Eef_dAXUWHuy4UGfU3HDgh98iFxMBy2bauYCYgaY/s1600-h/NET+TIPOGRAFO2.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293462986689125762" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfrr47j1Fv9YUIvN1HULh3hA0m_87e7Sth9jKMPxa2LwODFLKvAgmuNfNg4iLGJbPejaOq9raW5K-Fad5Bx7VEXhGbrBCWameODT6Eef_dAXUWHuy4UGfU3HDgh98iFxMBy2bauYCYgaY/s320/NET+TIPOGRAFO2.JPG" style="cursor: hand; cursor: pointer; display: block; height: 97px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
</div>
<div class="post-body entry-content" id="post-body-1024870231978026892" itemprop="description articleBody">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZti40Eu25pt4ZBwp2f3k-_1L2cGWdbQ3xy6Y00c20SZJ5jdGq4EI9xM9I3XBBjn70mxBas4wkrOtH0B96h99fKDrjYCAVOlYz1XGfLWur0VhgMYYLj0YPMdsXG1RJYB2oNQtXWAtHzWE/s1600-h/ajuda+da+m%C3%A3e+03.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293462988622270066" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZti40Eu25pt4ZBwp2f3k-_1L2cGWdbQ3xy6Y00c20SZJ5jdGq4EI9xM9I3XBBjn70mxBas4wkrOtH0B96h99fKDrjYCAVOlYz1XGfLWur0VhgMYYLj0YPMdsXG1RJYB2oNQtXWAtHzWE/s320/ajuda+da+m%C3%A3e+03.JPG" style="cursor: hand; cursor: pointer; display: block; height: 92px; margin: 0px auto 10px; text-align: center; width: 151px;" /></a></div>
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-11964934044605426062016-10-11T19:56:00.002-07:002016-10-12T14:19:17.288-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 03)3ª ETAPA – DESENVOLVENDO O PROCESSO DE LEITURA<br />
No segundo estágio eram apresentadas formas geométricas (circulo,
quadrado e triângulo) utilizadas para desenvolver habilidade de
identificar, discriminar e perceber estímulos visuais para
reconhecimento (leitura), inicialmente com fundus preto e luminária que
aos poucos, após melhor utilização e desenvolvimento funcional visual,
eram retirados, ficando apenas a atividade em folha branca e com
caracteres coloridos (contrastantes) e com altos contrastes (preto no
branco e branco no preto), aplicativos para computadores, bem como
adaptação do meio em que vive, atividades de lazer e rotina visual.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0HXxhSGQYeZOujVF-IsXyJN6A8wVRr-JWHfvyD1E1dfPcdHeB5_apu73G3oIcpyeCYjHIWTrV5F4t5oTJWrPPsjFZapTkI3XcoZdWtAOfhBsw1EEaHdDlt7ZUTz5VttqdN67A8zLk6g/s1600-h/circulo+grande+e+pequeno.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270434748014414914" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0HXxhSGQYeZOujVF-IsXyJN6A8wVRr-JWHfvyD1E1dfPcdHeB5_apu73G3oIcpyeCYjHIWTrV5F4t5oTJWrPPsjFZapTkI3XcoZdWtAOfhBsw1EEaHdDlt7ZUTz5VttqdN67A8zLk6g/s320/circulo+grande+e+pequeno.JPG" style="cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Os estímulos visuais, a princípio, eram simples e isolados,
possibilitando atingir gradativamente estímulos mais complexos. Para
isto, foi indispensável o uso de alto-contrastes principalmente preto no
branco e branco no preto e diversificação das texturas (alto-relevo,
médio-relevo, baixo-relevo, e aos poucos, sem nenhum relevo) para
trabalhar as funções visual-cognitivas, visomotora e coordenação motora.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFyEeR7WFMEZjnMBplXb-KpYAczZkNMHA-Snhd66Ync4fpyIknztvRyB_8FxMWZy4UxWRfmc2lb7BtLpOalVzAx629-ei5EXATKE0-dVLOEF_l5OIfbDtvU-4jgJwLifzWEXLrLhMmMCo/s1600-h/conhecendo+a+letra+A.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270435444253272178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFyEeR7WFMEZjnMBplXb-KpYAczZkNMHA-Snhd66Ync4fpyIknztvRyB_8FxMWZy4UxWRfmc2lb7BtLpOalVzAx629-ei5EXATKE0-dVLOEF_l5OIfbDtvU-4jgJwLifzWEXLrLhMmMCo/s320/conhecendo+a+letra+A.JPG" style="cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 122px;" /></a><br />
Visando integrar suas habilidades visuais às táteis, olfativas,
auditivas e paladares, após desenvolvimento de suas habilidades citadas
anteriormente e, com uso da luz na luminária, foram inseridas atividades
como adivinhações e experiências com contação de estórias (livros
adaptados com variação de relevos e contrastes), músicas (com imagens
simples em cartelas. Ex: a janelinha fecha... a janelinha abre...),
entre outras. Através destas e outras atividades apresentadas,
buscava-se também fazer com que esta procurasse inicialmente utilizar a
visão para identificar e confirmar através do tato. Estas atividades
foram desenvolvidas de acordo com sua faixa etária e condição visual. A
cada evolução visual apresentada eram adaptadas novas atividades para
atender suas carências e desenvolver novas habilidades.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG689kyh8eELgg0uaBk4C4VUwC-yodvmQoiJevhSrjSUwGhGeYGH0Ro66Fe3qyDJJimUGbR1-V1vO60IAJiXJbgNmB6j0eaghSNxbbJo5APqCCwZGg24VnLEx41GSOx9ASPSIL1u5geCg/s1600-h/diversificando+as+formas.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270436361441661442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG689kyh8eELgg0uaBk4C4VUwC-yodvmQoiJevhSrjSUwGhGeYGH0Ro66Fe3qyDJJimUGbR1-V1vO60IAJiXJbgNmB6j0eaghSNxbbJo5APqCCwZGg24VnLEx41GSOx9ASPSIL1u5geCg/s320/diversificando+as+formas.JPG" style="cursor: pointer; display: block; height: 113px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Desta forma, em 2007, com cinco anos de idade, tornou-se possível
adaptar as atividades escolares no nível pré-escolar objetivando
prepará-la para utilização de seu resíduo visual com atividades
escolares em negro simplificadas. Aos poucos, foram sendo trabalhadas as
funções visual-cognitivas, visomotoras e coordenação motora, sendo
assim, já era possível adaptar as atividades escolares e esta poderia
possivelmente ingressar em sala de aula comum e, sendo assim,
alfabetizá-la em negro. Com um pré-escolar integrado, a criança passa a
ser objeto de uma constante observação e atenção da professora que
orienta, ajuda e aconselha. Ela não recebe apenas uma boa educação (bons
hábitos e boas maneiras), mas aprende a pensar, observar, julgar, ser
justa, paciente, honesta e prestativa.<br />
Durante este período, realizei a adaptação de alguns aplicativos para
computadores e apresentações de estorinha para DVD, entre outros. BS
então passou a realizar atendimentos também com o uso de mais este
recurso. No final de cada atendimento era lhe dado o direito de “brincar
no computador” ou “assistir estorinha pela televisão”, etc.<br />
<br />
<a href="rtsp://v1.cache6.googlevideo.com/ChoLENy73wIaEQnvqNb7Wu5D2xMYDSANFEgDDA==/0/0/0/video.3gp" type="video/3gpp"><img alt="video" class="BLOG_mobile_video_class" height="266" id="BLOG_mobile_video-db43ee5afbd6a8ef" src="https://video.google.com/ThumbnailServer2?app=blogger&contentid=db43ee5afbd6a8ef&offsetms=5000&itag=w160&sigh=U9GoEBRmS-BHLA_0HSDSg4PgtQk" width="320" /></a><br />
<br />
<br />
Após alguns meses de uso deste recurso, observei que ela além de não
girar mais a cabeça com tanta freqüência na tentativa de acompanhar o
personagem, já era capaz de diferenciar tamanhos, posições e algumas
formas mais complexas. <br />
Quanto ao processo visomotor, foi necessário desenvolver as habilidades
de leitura e escrita separadamente. Nesta mesma ocasião, BS demonstrou o
interesse pelo desenho. Deste modo, iniciaram-se mais uma fase de
desenvolvimento... e os ensaios para o processo de escrita eram
constantes. Eis que surgiam as mais novas garatujas.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx6bpjMaRbyVOo1n8WO7Uaf0CP1IaHCV6SNJvDtDF8hOmgMnxoD4SE5lNyasaOt3TKEtgxUGKcpqw5YvbwxfgCFQWAsxGr-JO1C2mPW_SgJETPQz_Bn-bq1vLI0DpOScTfUHsW2p5oDy8/s1600-h/olha+o+que+desenhei+e+pintei.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270909936384462082" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx6bpjMaRbyVOo1n8WO7Uaf0CP1IaHCV6SNJvDtDF8hOmgMnxoD4SE5lNyasaOt3TKEtgxUGKcpqw5YvbwxfgCFQWAsxGr-JO1C2mPW_SgJETPQz_Bn-bq1vLI0DpOScTfUHsW2p5oDy8/s320/olha+o+que+desenhei+e+pintei.JPG" style="cursor: pointer; display: block; height: 105px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7nwe1jRbWCV2uyJ3UCt_iCwL20IdQph4ebsfK6ii6F4PyP4Ecv4viCkgBiLQmrbAVAv3hjJulXoMX4C7AJNCGP4wBNUerWLliK-C2bSMQj5nxslkuZQ5fTeXeocN60O34KvgmU3ZcXWM/s1600-h/admirando+o+que+produziu.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270909404526746802" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7nwe1jRbWCV2uyJ3UCt_iCwL20IdQph4ebsfK6ii6F4PyP4Ecv4viCkgBiLQmrbAVAv3hjJulXoMX4C7AJNCGP4wBNUerWLliK-C2bSMQj5nxslkuZQ5fTeXeocN60O34KvgmU3ZcXWM/s320/admirando+o+que+produziu.JPG" style="cursor: pointer; display: block; height: 101px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
VYGOTSKY (1989) avalia que a criança, na arte de desenhar, realiza os
ensaios prévios da linguagem escrita. Para FERREIRO (1987), o processo
inicial de escrita ocorre de acordo com a representação escrita do
pensamento e interpretação da criança com o mundo que a cerca. Os sinais
projetados no papel se configuram inicialmente em simples movimentos
motores e progressivamente experimentam outros rabiscos sugerindo novos
significados para simular objetos, histórias ou brincadeiras. BS
realizava desenhos sem lógica (garatujas) apesar de não poder ler ainda o
que escreve, ela faz desenhos da forma que interpreta a imagem, ou
seja, com o mesmo direcionamento supracitado.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2m-WMozJYPybUoObQ4ahgEu77BESJmpSMMcu1Y_SSf5XcTld-R4-8SuanYfHrxDYc_lDwTGx53umsnhWNjpGRVRBT7pSSsPRL89FPfFHZ_EKf2Of_jiW5c7barqm6SLlXamui5NM0C_I/s1600-h/DSC00019.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270966915040134018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2m-WMozJYPybUoObQ4ahgEu77BESJmpSMMcu1Y_SSf5XcTld-R4-8SuanYfHrxDYc_lDwTGx53umsnhWNjpGRVRBT7pSSsPRL89FPfFHZ_EKf2Of_jiW5c7barqm6SLlXamui5NM0C_I/s320/DSC00019.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
Nesse sentido, cabe ao professor direcionar as atividades na
centralização com uso do desenho: ilustrações de fatos reais (em sala de
aula, em passeios, representação de objetos, desenho livre...), como a
linguagem de imagens se aproximando do objeto a ser representado.
Podemos dizer que o desenho é um simbolismo inicial, pois mantém
características formais do objeto. Já, na escrita, sistema articulado de
símbolos e signos, constitui-se em representação subseqüente e
elaborada, por representar a língua oral que, por sua vez, representa o
pensamento, não mantendo nenhuma característica formal do objeto
representado.<br />
Utilizando-se este referencial teórico e observando o estágio de
desenvolvimento em que se encontra, é possível adotar uma metodologia
que se processe nas três fases para aprendizagem: Exploração,
Conhecimento e Representação, e Aplicação.
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-91518546401702109612016-10-11T19:48:00.001-07:002016-10-12T14:19:06.401-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 02)2ª ETAPA – TRABALHANDO COM AS FUNÇÕES VISO-COGNITIVAS<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlaTlQTnCd2EQGFACDvUC9AgZ50L6tKPaoP7pgpPcEjn9FAzjJX5Qy8Nqi3FFO1htXSsMhLiqXenHw_6pNNiJpJoMk2FolLrVf1K7xcdluU5rBgXjH2vzd6W2oyhcAI1nsa8fdAbZA9lY/s1600-h/lanterna+azul.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269294527914205522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlaTlQTnCd2EQGFACDvUC9AgZ50L6tKPaoP7pgpPcEjn9FAzjJX5Qy8Nqi3FFO1htXSsMhLiqXenHw_6pNNiJpJoMk2FolLrVf1K7xcdluU5rBgXjH2vzd6W2oyhcAI1nsa8fdAbZA9lY/s320/lanterna+azul.jpg" style="cursor: hand; cursor: pointer; display: block; height: 114px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Após amadurecimento das funções visuais cognitivas e melhora no
reconhecimento de luzes coloridas (luz direta), tornou-se possível
inserir recursos coloridos iluminados com a luz da lanterna (luz
indireta). Inicialmente, foram utilizadas atividades com associações:
luz direta vermelha = luz indireta com objeto vermelho, luz direta azul =
luz indireta com objeto azul, e assim por diante. <br />
<br />
Concomitante a estas, eram realizadas atividades de colagens com brilhos
e contrastes (utilizando-se da técnica dois em um) com uso de luminária
visando incentivar o hábito da postura correta, bem como, desenvolver
sua atenção visual, coordenação visomotora e habilidades
viso-cognitivas.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf5eQXTRHUEwLiF0hd_x5e47F54MRS7apmUqiAri34YVmYYJnigoYYygYHs_PbRXrZBbGB1_uv_cOe6NqBvZotc0dxBTFQAXhg3fv0lTiVVI_UIO907kayFtCimxYfPxvasLQPzLjEuWI/s1600-h/tecnica+dois+em+um+colagem.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295193902278738" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf5eQXTRHUEwLiF0hd_x5e47F54MRS7apmUqiAri34YVmYYJnigoYYygYHs_PbRXrZBbGB1_uv_cOe6NqBvZotc0dxBTFQAXhg3fv0lTiVVI_UIO907kayFtCimxYfPxvasLQPzLjEuWI/s320/tecnica+dois+em+um+colagem.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvqv370sNvMhgt3X8UBjC2B1McEcBVdP2wAZXxofptGnW12D8XGaELGDDOJC8HJAGtxFGDm3vHuUFCeSZs5KDqcYImqFKM4VpR2mEuvepqnknjKhefj_8KdV2GF8vEsJSqBt5BLB_n8Uw/s1600-h/dentro+e+fora.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295191892452882" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvqv370sNvMhgt3X8UBjC2B1McEcBVdP2wAZXxofptGnW12D8XGaELGDDOJC8HJAGtxFGDm3vHuUFCeSZs5KDqcYImqFKM4VpR2mEuvepqnknjKhefj_8KdV2GF8vEsJSqBt5BLB_n8Uw/s320/dentro+e+fora.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Aos poucos as luzes diretas (lanterna) já não eram mais necessárias,
pois, a criança já fazia, além do reconhecimento, a seleção e associação
das cores com uso de objetos coloridos e luminária.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0poIi1V3xfDlhl1ekEEsW2YrQ_YVzq1_Snw86sMOlncuPNyyx9EMpqwkLOWQQH8CYGajG0SAYQ04TUxjpcH9puyCoiiTe_3u8AU5b5pVTG48jDMwoafeqsz637ZBrVeR2TYEn9SyP2g/s1600-h/objeto+vermelho+na+luminaria.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295891441684418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0poIi1V3xfDlhl1ekEEsW2YrQ_YVzq1_Snw86sMOlncuPNyyx9EMpqwkLOWQQH8CYGajG0SAYQ04TUxjpcH9puyCoiiTe_3u8AU5b5pVTG48jDMwoafeqsz637ZBrVeR2TYEn9SyP2g/s320/objeto+vermelho+na+luminaria.JPG" style="cursor: hand; cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 120px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1beuiJEQQdGkNTHSBWokg9erkGc5a7RSuritbqsH9d0TcH0rkE2G0jIGe3wAME_h-QItS2wVeeoVbZKa6LM0-eAADXQPPdP2sHCz3_Vq1e6Q2xxza3UHGaAScuVcCc6za_nFDi-DklCc/s1600-h/objeto+azul+na+luminaria.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295893707057506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1beuiJEQQdGkNTHSBWokg9erkGc5a7RSuritbqsH9d0TcH0rkE2G0jIGe3wAME_h-QItS2wVeeoVbZKa6LM0-eAADXQPPdP2sHCz3_Vq1e6Q2xxza3UHGaAScuVcCc6za_nFDi-DklCc/s320/objeto+azul+na+luminaria.JPG" style="cursor: hand; cursor: pointer; display: block; height: 111px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Ainda com uso da lanterna, foram inseridas atividades como adivinhações e
experiências com contação de estórias (variando uso de miniaturas e
livro de estórias coloridos).<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVwndt3kZ8GQDrC5_956qvMID42WFGIaulamZiXQt3bAHlFwWdF0VHcWsQzKu1KnWU-ArRmr9K-KZlGROgeFTl5F80ZWQiDzFalTZhcZPREt0t1fV-twgbO4tu_NVwWCIsFY3SswupgU/s1600-h/despertando+a+leitura+04.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269297222850074786" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVwndt3kZ8GQDrC5_956qvMID42WFGIaulamZiXQt3bAHlFwWdF0VHcWsQzKu1KnWU-ArRmr9K-KZlGROgeFTl5F80ZWQiDzFalTZhcZPREt0t1fV-twgbO4tu_NVwWCIsFY3SswupgU/s320/despertando+a+leitura+04.jpg" style="cursor: hand; cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 128px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpOib7vlQGoZpinJwmQX9sdBtsPm834eC1JUCLxmIuyYsVNJrlgWDswvwsiU2AcpbMPXUWmRmOeKFqq-nieFYCmHnf64EeLDEagUsjkL0-FORA__bQUogYlrIzLwjO7EAA8mxZ3KRBr9U/s1600-h/descobrindo+personagens+01.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269297218220160290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpOib7vlQGoZpinJwmQX9sdBtsPm834eC1JUCLxmIuyYsVNJrlgWDswvwsiU2AcpbMPXUWmRmOeKFqq-nieFYCmHnf64EeLDEagUsjkL0-FORA__bQUogYlrIzLwjO7EAA8mxZ3KRBr9U/s320/descobrindo+personagens+01.jpg" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiaDU1FS9MJ6Dq1fK9jwaWa9hx_jbTqtPi4JWuYHYsYuno9RIYLSo6YF-oDvZCrdTqSxN1ftbwEDR1rZyoGQBMlsBuAPnosF2dqVeiiXnxiXk8zFf-TOd30dBivth0XuTaHNJqugRDOtw/s1600-h/despertando+a+leitura+03.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269297216283405042" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiaDU1FS9MJ6Dq1fK9jwaWa9hx_jbTqtPi4JWuYHYsYuno9RIYLSo6YF-oDvZCrdTqSxN1ftbwEDR1rZyoGQBMlsBuAPnosF2dqVeiiXnxiXk8zFf-TOd30dBivth0XuTaHNJqugRDOtw/s320/despertando+a+leitura+03.jpg" style="cursor: hand; cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 127px;" /></a><br />
<br />
Com a luminária também eram utilizadas brincadeiras com músicas e
objetos coloridos (com uma única cor), entre outras, como por exemplo:
para adivinhações – primeiro a criança toca, manipula e olha o coração
vermelho do tamanho da palma da mão, neste momento são citadas todas as
suas características (cor, tamanho, forma, brilho e cheiro), depois se
faz o mesmo com a bola azul (maior que a palma da mão). Mostrar ambas
com uso da luz na luminária, aproximando o mais próximo possível e a
criança poderá responder de acordo com as características especificadas:
A criança reconhece o coração por ser vermelha? Reconhece a bola por
ser maior? Ambas têm o mesmo cheiro? (sim)... Outra forma é colocar café
e açúcar em recipientes plásticos transparentes e pedir a criança, após
reconhecer as características gerais de cada um, para identificar qual é
o açúcar (por ser mais claro) e qual é o café (por ser mais escuro).
Confirmar adivinhações através do tato e do olfato.<br />
<br />
Além destas atividades, eram realizadas adaptações para atividades
lúdicas, como: esconde-esconde com uso da luz de lanterna em sala
escura, contação de estórias com as luzes coloridas (estas visavam
desenvolver também sua atenção visual), etc. era sempre percebível o
prazer que sentia durante os atendimentos. <br />
<br />
O contato visual de BS com o ambiente começou a melhorar. Era tamanho o
interesse em descobrir o mundo colorido que se encontrava ao redor. Já
procurava olhar e depois pegar para manusear e investigar os objetos de
interesse dentro de seu campo visual.
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-46562468993302200352016-10-11T19:47:00.001-07:002016-10-12T14:18:11.424-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 01)1ª ETAPA – DESENVOLVENDO AS FUNÇÕES VISUAIS COGNITIVAS<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPhQIk9lkt82TNHK-JSkslNPTEBuTJLHMrM9T5vegoHsXwC7kXnaegAmN2iqcZU1kRNK5L37e1mAzszvz9NpiIqN5ReYPktt72QHTHJuyrLhvx9MuEGdufLpB9dSbUiwwr4imRZn3YA6A/s1600-h/percep+luminosa.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5268901844064914994" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPhQIk9lkt82TNHK-JSkslNPTEBuTJLHMrM9T5vegoHsXwC7kXnaegAmN2iqcZU1kRNK5L37e1mAzszvz9NpiIqN5ReYPktt72QHTHJuyrLhvx9MuEGdufLpB9dSbUiwwr4imRZn3YA6A/s400/percep+luminosa.JPG" style="cursor: hand; cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
A ênfase do programa utilizado neste estudo de caso, que aqui será
apresentado, foi sobre o desenvolvimento visual, viso-cognitivo,
viso-motor. A Professora realiza a criação e adaptação de recursos e
atividades de acordo com as necessidades visuais específicas
apresentadas pela criança. A Terapeuta Ocupacional elabora recursos e
atividades lúdicas com cenas significativas do cotidiano que permitem
desenvolver suas possibilidades e minimizar as dificuldades apresentadas
numa ação funcional contextualizada, propondo uma adequação do
ambiente: mobiliários adaptados, recursos especiais e modificação da
iluminação, quando necessário.<br />
<br />
Desde muito cedo, BS, criança nascida de parto normal, apresentava um
comportamento em seu desenvolvimento diferente de outras crianças. Já
havia, por parte da família, uma suspeita de cegueira, porque a criança
não reagia e não acompanhava com os olhos aos estímulos visuais que lhe
eram apresentados. <br />
<br />
No início do ano de 2004, quando BS tinha dois anos e meio a família
matriculou-a numa escola de cegos, onde iniciou os programas de
atendimentos. Período este que recebi seu encaminhamento da
oftalmologista constando o diagnóstico de cegueira cortical e a
necessidade de atendimentos de estimulação visual.<br />
<br />
Foi realizada uma avaliação funcional quanto a sua percepção visual. Ela
apresentava nistagmo e reflexo pupilar muito lento. Tentou-se maximizar
caracteres para melhor utilização das capacidades e habilidades
visuais, apesar disso, os problemas visuais eram bem mais complexos. Ela
contava apenas com uma leve percepção da luz de lanterna, a ± 3 cm de
distância em AO.<br />
<br />
Através da compreensão do distúrbio ocular apresentado foi possível
identificar suas dificuldades em realizar tarefas visuais. Contudo, a
compreensão dos efeitos funcionais, levando sempre em consideração o
comportamento apresentado durante os atendimentos (característicos a
alguns estímulos, adaptações e situação sócio-emocional apresentada pela
criança), valorizou uma avaliação individual considerando todos os
fenômenos da função visual existente e aplicando atividades de
interesse, tais como, contação de estórias e atividades lúdicas. Assim,
foram levadas em conta tanto as condições físicas quanto emocionais e
sócio-emocionais durante todo o processo. Os horários de atendimentos
variavam de acordo com a atividade apresentada e o interesse da criança,
normalmente, entre 40min e 1h30min, três vezes por semana.<br />
<br />
“A avaliação funcional é um processo de observação informal do
comportamento visual da criança em relação ao nível da consciência
visual, da qualidade da recepção, assimilação, integração e elaboração
dos estímulos visuais em termos perceptivos e conceptuais. Observa-se a
maneira como a criança utiliza a visão no brinquedo, na mobilidade, na
escola e nas atividades da vida diária.” (MEC, 2001: 54-55)<br />
<br />
Após avaliar seu quadro funcional, deu-se início aos atendimentos de
estimulação visual, onde lhe era oferecido estímulos visuais coloridos e
com brilhos, luzes de lanternas (também coloridas), de uso direto,
visando o desenvolvimento de sua capacidade visual.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGgtufoIJuYUK8al4I2vOQbPKyD_pM94IstD50N64gOQcC_Na7g-hair9JluACb6-4ytQyylkvtw_IzOSdVjd3eJjxEMGvF44P2E_p01kgOd0JRdDL12mFFF8B5uea13MH9werQHyFKPU/s1600-h/lanterna+vermelha.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269299841341649890" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGgtufoIJuYUK8al4I2vOQbPKyD_pM94IstD50N64gOQcC_Na7g-hair9JluACb6-4ytQyylkvtw_IzOSdVjd3eJjxEMGvF44P2E_p01kgOd0JRdDL12mFFF8B5uea13MH9werQHyFKPU/s320/lanterna+vermelha.jpg" style="cursor: hand; cursor: pointer; display: block; height: 119px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Além de estímulos luminosos, com o decorrer dos atendimentos e evoluções
visuais apresentadas, foi possível inserir funções visual-cognitivas
necessárias ao seu desenvolvimento funcional, utilizando os mesmos
recursos, e melhorando suas habilidades como: identificar perto / longe,
distanciando e aproximando a luz de lanterna, grande / pequeno,
utilizando lanternas grandes e pequenas, localização de direita /
esquerda, em cima / embaixo, entre outras. Com quase três anos, BS já
era capaz de acompanhar os movimentos da lanterna apenas com o movimento
de cabeça e identificar suas localizações, além de responder aos
estímulos de luzes a cerca de ± 10 cm.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiEv7aN0WKy_BlUFK_ntR8vW1mEMO2LeZpSJTu3ihF-3QyGUPTL-2vXxGwBUBqvUi9jOJ9KxDolyEpDRSg-NKZiAr5kZmJRWQ9VaYV_3NM-qC7477nBBaH4AwXq_nqP3fOUvORCPH3Df8/s1600-h/peq+esq+e+gran+dir.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269300697099530594" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiEv7aN0WKy_BlUFK_ntR8vW1mEMO2LeZpSJTu3ihF-3QyGUPTL-2vXxGwBUBqvUi9jOJ9KxDolyEpDRSg-NKZiAr5kZmJRWQ9VaYV_3NM-qC7477nBBaH4AwXq_nqP3fOUvORCPH3Df8/s320/peq+esq+e+gran+dir.JPG" style="cursor: hand; cursor: pointer; display: block; height: 107px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Procuramos trabalhar de forma cautelosa. Nas atividades supracitadas,
procurávamos sempre integrar suas habilidades visuais às táteis,
olfativas, auditivas e paladares e, com uso da luz na luminária, eram
realizadas adaptações para atividades lúdicas, como: esconde-esconde com
uso da luz de lanterna em sala escura, contação de estórias com as
luzes coloridas (estas visavam desenvolver também sua atenção visual),
adivinhações e experiências com auxílio de estorinhas, músicas, entre
outras; era sempre percebível o prazer que sentia durante os
atendimentos. Utilizávamos apenas atividades lúdicas com uso de lanterna
ou de luminária sem fazer alusão à visão ou utilização desta (como
exemplo: “Brincávamos” no escuro iluminando os objetos a serem
utilizados, entre outros). <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjDpzYvbcGDjf3V4XWtgMevCUIsHAiC50H1Yg_UsoGaHLaEQCUwT0qtlXpcjLe5dmNJvdwZUsXUUfR1D38d8AGIb1U9Vakm_qkYAHEpHtQ96PUop7qJdIg0M5JiNj0SYWXGtNr9Yioyo/s1600-h/descobrindo+o+movimento.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269303151607624258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjDpzYvbcGDjf3V4XWtgMevCUIsHAiC50H1Yg_UsoGaHLaEQCUwT0qtlXpcjLe5dmNJvdwZUsXUUfR1D38d8AGIb1U9Vakm_qkYAHEpHtQ96PUop7qJdIg0M5JiNj0SYWXGtNr9Yioyo/s320/descobrindo+o+movimento.jpg" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Antigamente acreditava-se que o desenvolvimento de uma criança com
deficiência seguia a mesma seqüencial de desenvolvimento de uma criança
dita “normal”, contudo, apresentava-se num processo mais lento.
Atualmente, acredita-se que o desenvolvimento da criança especial segue
uma seqüência diferenciada, ou seja, os comportamentos são aprendidos em
uma ordem própria. Assim, as atividades foram desenvolvidas de acordo
com sua faixa etária e condição visual. A cada evolução visual
apresentada eram adaptadas novas atividades para atender suas carências e
desenvolver novas habilidades.<br />
<br />
Próximo ao final do ano de 2005, com quase quatro anos, BS já era capaz
de acompanhar os movimentos da lanterna (cerca de ± 15 cm) e de alguns
objetos coloridos (cerca de ± 10 cm), com a cabeça, identificando suas
localizações, além de responder aos estímulos de luzes.<br />
<br />
Seu desenvolvimento acontecia num contexto de fases progressivas de
maturidade. Por esse motivo, foi/está sendo realizado um trabalho
criterioso (dialógico, interativo e lúdico) e bem dosado, com avaliações
constantes, possibilitando assim identificar qual o melhor momento para
inserção de uma nova fase de atendimento, visando possibilidades de
aprendizagem visual num plano pedagógico.<br />
<br />
No primeiro estágio, à medida que os exercícios aumentavam sua percepção
visual, a criança apresentava uma melhor reação pupilar, concomitante,
diminuição do nistagmo e melhor acomodação. De acordo com a colocação de
Bruno (2005, p.9):<br />
“A acomodação foi concebida por Lindstedt (1986) como o processo de
formação de imagem clara na retina. Segundo a autora, a acomodação
interferiria na resolução visual para atividades de perto; uma disfunção
acomodativa resultaria em imagem nebulosa, estresse físico, mental,
fadiga e irritação.”<br />
<br />
Assim, com o decorrer dos atendimentos e evoluções visuais, observando o
comportamento de BS a cada atividade apresentada, em diferentes
situações e condições sócio-emocionais, procurou-se direcionar os
propósitos para atividades funcionais visual-cognitivas (sempre
reforçadas em cada fase visual), necessárias ao seu desenvolvimento
funcional, visando o desenvolvimento de sua capacidade visual para o
reconhecimento de cores, bem como, discriminação, seleção e associação
destas. <br />
<br />
Era perceptível o esforço realizado pela criança (muitas vezes
demonstrando estresse e desprendimento) durante a execução destas
atividades, sendo assim, era preciso usar de artifícios (como as
atividades lúdicas) para que esta mantivesse seu interesse.
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-76420805229519265982016-10-11T19:45:00.001-07:002016-10-11T19:45:16.321-07:00A FLAUTA ENCANTADA (HISTORINHA PARA TV E PC)<div class="post-body entry-content" id="post-body-4874311741117419193" itemprop="description articleBody">
HIEsta estorinha foi adaptada com o intuito de trabalhar mais a atenção
visual e a tolerância da criança durante o exercício das atividades
visuais, além de estimular o interesse, trabalha a busca visão,
acomodação visual, atenção, localização espaço-temporal, entre outros.
Também é possível utilizá-la várias vezes, favorecerecendo o melhor
desenvolvimento e aproveitamento da memória visual.<br />
<br />
Espero que gostem!<br />
<br />
(PARA VER A IMAGEM COM NITIDEZ, BASTA CLICAR EM CIMA DELA E DEPOIS SALVAR EM SEU PC)<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ5DyHaopQ-rLyu5tN8FUPmxBZKWzIKd_vbEavvhP_UiUsmZlTJ03Evd8TLAFNyfV3kT1N8tcer5cmtSDP-g5CGA0f19XPMVjqUWlkrOtQofQYd28kQbixb-Sr52DE3RbevemM32jjNJE/s1600-h/Slide1.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274131604956407682" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ5DyHaopQ-rLyu5tN8FUPmxBZKWzIKd_vbEavvhP_UiUsmZlTJ03Evd8TLAFNyfV3kT1N8tcer5cmtSDP-g5CGA0f19XPMVjqUWlkrOtQofQYd28kQbixb-Sr52DE3RbevemM32jjNJE/s320/Slide1.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjER4TrwQXIl7Xmt4PmM78bcgEK73uEi7r7kULwpsArI-XPrjdilSI_9JmJB7PisfCQSwGtmVFOo_jm9BVPwv8iJ0GWRbiBJqgyTYcRZAnMij-dUWO9EaChk6r1Mc0FoX8hfB4ZwxAyY5E/s1600-h/Slide2.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274131597064153714" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjER4TrwQXIl7Xmt4PmM78bcgEK73uEi7r7kULwpsArI-XPrjdilSI_9JmJB7PisfCQSwGtmVFOo_jm9BVPwv8iJ0GWRbiBJqgyTYcRZAnMij-dUWO9EaChk6r1Mc0FoX8hfB4ZwxAyY5E/s320/Slide2.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB7zkxDmUcgMa3RgfuD53N4P68UFj8wOcmwxxONyAPZfHN_fAxKL8q-jeJ6z8URFaP9DuybA3C8dxh51JiicIjLEOo7h6cSUykuVGSu3eGmAJSo4-WPlRLmnjZGwCpGN2zl_FZOaTRPgw/s1600-h/Slide3.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274131586659125810" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB7zkxDmUcgMa3RgfuD53N4P68UFj8wOcmwxxONyAPZfHN_fAxKL8q-jeJ6z8URFaP9DuybA3C8dxh51JiicIjLEOo7h6cSUykuVGSu3eGmAJSo4-WPlRLmnjZGwCpGN2zl_FZOaTRPgw/s320/Slide3.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio9ZsY-GvTjUak3-YhxYfKSu1MXkxAioWJQut0CLNIb2diOhIGGTmRE6OOrzzELaPZ5ndmzlQMSLXLdHC7d_-RICAQJ34RLnVBGuJwTLnNFbrzIv-wN3paip_nuGjOz849kEaS5UUFNRA/s1600-h/Slide4.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274130146794637666" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio9ZsY-GvTjUak3-YhxYfKSu1MXkxAioWJQut0CLNIb2diOhIGGTmRE6OOrzzELaPZ5ndmzlQMSLXLdHC7d_-RICAQJ34RLnVBGuJwTLnNFbrzIv-wN3paip_nuGjOz849kEaS5UUFNRA/s320/Slide4.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGA00m_XFA3AD5ta9DBW23T3KrfZObZVtjF0ohF8lG2h1qfKtAQkZaW5Gs4vNKz1qTJylq2FPaJMfirOh2g1AiU4RDwS9CZVfBrCS_U5T9znTL0Qg2dJ73PNelKBPg4LwHhAxrECVOq0I/s1600-h/Slide6.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274130143203651202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGA00m_XFA3AD5ta9DBW23T3KrfZObZVtjF0ohF8lG2h1qfKtAQkZaW5Gs4vNKz1qTJylq2FPaJMfirOh2g1AiU4RDwS9CZVfBrCS_U5T9znTL0Qg2dJ73PNelKBPg4LwHhAxrECVOq0I/s320/Slide6.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6PdD9A1o4jAhH1mPlAZMsIQOmitdq1HUGtNIU6cy9AchHdsS3gR6C9EW7PTCwe5vLqzUVGc3NoeNRVCxCs7UWLiXDyiiMd1M-HG6_ZafHsz3XQZUpeSmrjqB1QaIcW0QgBrvbF3eM6h4/s1600-h/Slide7.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274130137087868738" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6PdD9A1o4jAhH1mPlAZMsIQOmitdq1HUGtNIU6cy9AchHdsS3gR6C9EW7PTCwe5vLqzUVGc3NoeNRVCxCs7UWLiXDyiiMd1M-HG6_ZafHsz3XQZUpeSmrjqB1QaIcW0QgBrvbF3eM6h4/s320/Slide7.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLbSk2FePpB3vYD-ELxxcwG0136vj1_T72Mfz7AevIVM9RvoPOV0RRBwN3uCK2ztfA6Zg_EXesNHIW6ErMksJCcxwcnip0O7sAnxyKt0g6uUafTPmJtZEaAXGFzjDJzEgwh7BeCiZFS7g/s1600-h/Slide8.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274130133244287650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLbSk2FePpB3vYD-ELxxcwG0136vj1_T72Mfz7AevIVM9RvoPOV0RRBwN3uCK2ztfA6Zg_EXesNHIW6ErMksJCcxwcnip0O7sAnxyKt0g6uUafTPmJtZEaAXGFzjDJzEgwh7BeCiZFS7g/s320/Slide8.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtNWRNzKjN01eorVqUEJsybFKWTj-GDW9QAm-dRZzp-vt7IfA-A8U69Krm9D8qjozXcDv3ovz4y-DTldi_4gj3gCNOD0DBJScrkuYpzVWm3Chb90jQvb_QvuP_Ah4c4Dx1k-cp9xCy0Zo/s1600-h/Slide9.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274130129580028082" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtNWRNzKjN01eorVqUEJsybFKWTj-GDW9QAm-dRZzp-vt7IfA-A8U69Krm9D8qjozXcDv3ovz4y-DTldi_4gj3gCNOD0DBJScrkuYpzVWm3Chb90jQvb_QvuP_Ah4c4Dx1k-cp9xCy0Zo/s320/Slide9.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjryjzjmjRhD8uT0Q0kmKuZJtiZa1z52rbYlghQ8T1rHdEzqrwpWW42aNXn1suzMtmiGGV1VtJrqkPDlhu-arDFP1u6h77eeefQdIb3f3Gu9ITyM0GXNn52kZHZvwXCveiNP0oM6P-UsVM/s1600-h/Slide10.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274129485834447954" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjryjzjmjRhD8uT0Q0kmKuZJtiZa1z52rbYlghQ8T1rHdEzqrwpWW42aNXn1suzMtmiGGV1VtJrqkPDlhu-arDFP1u6h77eeefQdIb3f3Gu9ITyM0GXNn52kZHZvwXCveiNP0oM6P-UsVM/s320/Slide10.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYmlVqxujyQrTMrHL5QHlJfnB3YwCTjwNll4lSlOI0l_ADEMRIEoe6KamXQ18v3ufJV9wsbsm5NgcP5AkAit_AADLKzyJyCjmCWC0KJt4zgfyG30dhLXZKjfboruE0FeSSngoDN6MfM4U/s1600-h/Slide11.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274129484690266850" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYmlVqxujyQrTMrHL5QHlJfnB3YwCTjwNll4lSlOI0l_ADEMRIEoe6KamXQ18v3ufJV9wsbsm5NgcP5AkAit_AADLKzyJyCjmCWC0KJt4zgfyG30dhLXZKjfboruE0FeSSngoDN6MfM4U/s320/Slide11.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6MdUiNczRKBy2E_JqXIhyXzSEBcQCzM_e7Ka6tBCA06b0QXFW0MnjEFsfvw9C6l2DfRa3s2sa3m6LKkrpF1zQBjcQ-E1gxkmqOgQJ_8tKbtzaw8cN-RfDitqNdE1Md8sY7h2g9-mgvIQ/s1600-h/Slide12.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274129478086981314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6MdUiNczRKBy2E_JqXIhyXzSEBcQCzM_e7Ka6tBCA06b0QXFW0MnjEFsfvw9C6l2DfRa3s2sa3m6LKkrpF1zQBjcQ-E1gxkmqOgQJ_8tKbtzaw8cN-RfDitqNdE1Md8sY7h2g9-mgvIQ/s320/Slide12.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw9nxKMzL_g1dXlzwXCt6cpMQ7wSWuXK_TjK7ddKBG9HImbdz26tp3gWcGBQ5TeuW5JK9F6EEwsFYJv5ixDtSGlSO47Y4Ec9nVmvjpvQwJp_xfPoX-7sjOBx4t1EUs28GKp91N4i-Fmc/s1600-h/Slide13.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274129480518298994" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw9nxKMzL_g1dXlzwXCt6cpMQ7wSWuXK_TjK7ddKBG9HImbdz26tp3gWcGBQ5TeuW5JK9F6EEwsFYJv5ixDtSGlSO47Y4Ec9nVmvjpvQwJp_xfPoX-7sjOBx4t1EUs28GKp91N4i-Fmc/s320/Slide13.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVAUFWC7y8o5cMbZNBBi5f-8qJnt_xnbmeJCv7Y1povkrLdQsxjbzHKTMXJD2ENIiec3c8wwq-4rxuyFoZDAnCNv_nCGQeTgj5l59jMuLNVw_drS81FzutVm_-Gcp81ojboEfN7UMPEFU/s1600-h/Slide14.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274129477926410930" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVAUFWC7y8o5cMbZNBBi5f-8qJnt_xnbmeJCv7Y1povkrLdQsxjbzHKTMXJD2ENIiec3c8wwq-4rxuyFoZDAnCNv_nCGQeTgj5l59jMuLNVw_drS81FzutVm_-Gcp81ojboEfN7UMPEFU/s320/Slide14.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPnMoXSN0zwZXpSFs61RjNBCyGBOutSP4FKtg75fFAWZ8r6hdEz1nOVe9O5VDg1TZYb1EoQJXtVVUEWo9kU5E8nK6dqGXaZtgVrTAuPQygQtB5hc58IqRJaPZqdVp1mfZ5tzQ9UZZhoTQ/s1600-h/Slide15.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274128029808419842" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPnMoXSN0zwZXpSFs61RjNBCyGBOutSP4FKtg75fFAWZ8r6hdEz1nOVe9O5VDg1TZYb1EoQJXtVVUEWo9kU5E8nK6dqGXaZtgVrTAuPQygQtB5hc58IqRJaPZqdVp1mfZ5tzQ9UZZhoTQ/s320/Slide15.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgquBQVhFzD2diZ7FcOKuZN3Yn12qntcmy6ZKFSfP8QDiT7A9ybJetFkQl4XC4Wt74sGhCujuZkRzYHfzilF-9L4NznObWOyFG1eHflCbQK-o_sOs43l90hsQ7fzWDCi6NOrgY1iCD73Go/s1600-h/Slide16.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274128022709492386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgquBQVhFzD2diZ7FcOKuZN3Yn12qntcmy6ZKFSfP8QDiT7A9ybJetFkQl4XC4Wt74sGhCujuZkRzYHfzilF-9L4NznObWOyFG1eHflCbQK-o_sOs43l90hsQ7fzWDCi6NOrgY1iCD73Go/s320/Slide16.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6RSIJpaUPfL-Yprq9Z1H7i5uQDhw3BEALnYrO16ycVdEDIpKwstDxvLDRxZjcmz6PQ4CsfMLzq_rgeSS5hgangsZl9UP6ls58P5fih9zzI61G1YTmvHwfNQVy2McYNv6l8qUFdjoKWs4/s1600-h/Slide17.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274128022658461650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6RSIJpaUPfL-Yprq9Z1H7i5uQDhw3BEALnYrO16ycVdEDIpKwstDxvLDRxZjcmz6PQ4CsfMLzq_rgeSS5hgangsZl9UP6ls58P5fih9zzI61G1YTmvHwfNQVy2McYNv6l8qUFdjoKWs4/s320/Slide17.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT-lLrzGBhTmPiUseUb7u1WqaDKcqf9dxZ9g_CQNgXLqkXhlG_wkt-U5sObv4ZCTDm4p2XZMRX0s_YCYZnJtm0ho_7x-gfTxS64wRvFrCtamPhIgwSVO77SVkEeV-uDzimeI9LvnjnYp0/s1600-h/Slide18.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274128014113574578" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT-lLrzGBhTmPiUseUb7u1WqaDKcqf9dxZ9g_CQNgXLqkXhlG_wkt-U5sObv4ZCTDm4p2XZMRX0s_YCYZnJtm0ho_7x-gfTxS64wRvFrCtamPhIgwSVO77SVkEeV-uDzimeI9LvnjnYp0/s320/Slide18.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Q8t7qPsoHi3xll7pNAAyDGrMjJlyjPBtDnCacEQB4f71Y8V9EBwPkTLx5jdQeLKmLymNPCBU9nTPrbwuQ2rQnV5ZxfkmDgcx4hEbIeOODtlya6piGD_n9Yebd-UmaVUeTLqLm6w4qoo/s1600-h/Slide19.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274128015957705010" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Q8t7qPsoHi3xll7pNAAyDGrMjJlyjPBtDnCacEQB4f71Y8V9EBwPkTLx5jdQeLKmLymNPCBU9nTPrbwuQ2rQnV5ZxfkmDgcx4hEbIeOODtlya6piGD_n9Yebd-UmaVUeTLqLm6w4qoo/s320/Slide19.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a>
</div>
<span class="post-author vcard">
</span>JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-43044276250509421842016-10-11T19:41:00.000-07:002016-10-11T19:41:24.117-07:00ESTIMULANDO O INTERESSE DE FORMA LÚDICA E DIVERTIDAEsta estorinha, além de estimular o interesse, trabalha o melhor
desempenho da busca visão, atenção, localização espaço-temporal, entre
outros. É possível utilizá-la várias vezes, pois, assim favorecerá o
melhor desenvolvimento, aproveitamento e amadurecimento da memória
visual. O professor também poderá utilizar de sua criatividade na
contação desta estorinha, bem como, na criação de outras. Inclusive
poderá, também, utilizar-se da mesma incentivando a criatividade da
criança (claro, obedecendo a sua faixa de desenvolvimento e maturidade
cognitiva).<br />
<br />
Espero que gostem!<br />
<br />
<h3 class="post-title entry-title" itemprop="name">
<a href="http://jucimarsidney167.blogspot.com.br/2008/10/estorinha-do-diego.html">HISTORINHA DO DIEGO (HISTORINHA PARA TV E PC)</a></h3>
<div class="post-body entry-content" id="post-body-2753077700079481986" itemprop="description articleBody">
Esta estorinha, além de estimular o interesse, trabalha a busca visão,
atenção, localização espaço-temporal, entre outros. É possível
utilizá-la várias vezes, pois, assim favorecerá o melhor
desenvolvimento, aproveitamento e amadurecimento da memória visual. O
pofessor também poderá utilizar de sua criatividade na contação desta
estorinha, bem como, na criação de outras. Inclusive poderá, também,
utilizar-se da mesma incentivando a criatividade da criança (claro,
obedecendo sua faixa de desenvolvimento e maturidade cognitiva).<br />
<br />
Espero que gostem!<br />
<br />
(PARA VER A IMAGEM COM NITIDEZ, BASTA CLICAR EM CIMA DELA E DEPOIS SALVAR EM SEU PC)<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU3k_fFVzEtXMICKK3SJsMuxiGMwwPa-Pw0yVeF3cJmPXGf14Gg0kuRr_AzPvswyVrtz5RP4NgvZXQa5liuSb2wbp2A8lmN_Bg55wleV28el889BJYXPMndYAxqyMHIeoVqljnRTEGjZ4/s1600-h/Diego01.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122805222650338" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU3k_fFVzEtXMICKK3SJsMuxiGMwwPa-Pw0yVeF3cJmPXGf14Gg0kuRr_AzPvswyVrtz5RP4NgvZXQa5liuSb2wbp2A8lmN_Bg55wleV28el889BJYXPMndYAxqyMHIeoVqljnRTEGjZ4/s320/Diego01.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1HcARy8D_LlfWmIZRyDgvh-pPbDUITV-Qqbvsz3Bn0LQcM6DEEwpfTuIYBy-0ovQ7ajfLJYUm2JIAbQqj3Jc-UCEYY_X1uBrZ1cPorHG-rz-X2iEZEoACHhQJCQYjc577Eer9qH5TIIY/s1600-h/Diego02.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122802419384082" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1HcARy8D_LlfWmIZRyDgvh-pPbDUITV-Qqbvsz3Bn0LQcM6DEEwpfTuIYBy-0ovQ7ajfLJYUm2JIAbQqj3Jc-UCEYY_X1uBrZ1cPorHG-rz-X2iEZEoACHhQJCQYjc577Eer9qH5TIIY/s320/Diego02.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhExbr-RnIlVSL4-HsemNdzJz59DWNacLkddA2LIBkPT_EUcpiO-daUZM2osMbR60-m4jDZ02p95VG_0Wbrbn-5qbk_zOJJ-zsCLeSbSGlOsyH9dJVBIJRAwC9CnLpCB-GF0YAZX0-APFo/s1600-h/Diego03.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122801059363746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhExbr-RnIlVSL4-HsemNdzJz59DWNacLkddA2LIBkPT_EUcpiO-daUZM2osMbR60-m4jDZ02p95VG_0Wbrbn-5qbk_zOJJ-zsCLeSbSGlOsyH9dJVBIJRAwC9CnLpCB-GF0YAZX0-APFo/s320/Diego03.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvRZ1s2MJMJeMIPaA11blO5kMzDT558QNcZp1lvxZVRRCkhLtkjWYLGa3Ju5Dl8iKfZdoi6hGDT8oIuj_lMlvL58gYVyyW_F6cTlYu-H40xSSpWvHNsfQaX8Hn5tgepVSoMgXPCN-oyls/s1600-h/Diego04.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122159696500818" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvRZ1s2MJMJeMIPaA11blO5kMzDT558QNcZp1lvxZVRRCkhLtkjWYLGa3Ju5Dl8iKfZdoi6hGDT8oIuj_lMlvL58gYVyyW_F6cTlYu-H40xSSpWvHNsfQaX8Hn5tgepVSoMgXPCN-oyls/s320/Diego04.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIY9vphT4X2CtRT0DjkLXrALpc4A7UCnEWTAKl-xxsmTzYdMTNwn6rPXIlwCZnpxMlI2JggDXF8B7mqpo5sTVwLE2X6kzX5pFQkvlTm907cPT6crtez7md1JPKKu_jnKW4XUmlZaMgwbo/s1600-h/Diego05.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122162129596546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIY9vphT4X2CtRT0DjkLXrALpc4A7UCnEWTAKl-xxsmTzYdMTNwn6rPXIlwCZnpxMlI2JggDXF8B7mqpo5sTVwLE2X6kzX5pFQkvlTm907cPT6crtez7md1JPKKu_jnKW4XUmlZaMgwbo/s320/Diego05.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOJffS1N80hbej3WBgM3QcdsAfr7dBapihE1q9ruStMo1oqIOESzcvz0djpK69IEFsZfwK0sjbcqRqpm1SwwoOQm-L1EZ8xAfF9We_y9xI-eevzla1fORPHJXOyJDVbaXPAf79G2bJ8io/s1600-h/Diego06.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122156990578434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOJffS1N80hbej3WBgM3QcdsAfr7dBapihE1q9ruStMo1oqIOESzcvz0djpK69IEFsZfwK0sjbcqRqpm1SwwoOQm-L1EZ8xAfF9We_y9xI-eevzla1fORPHJXOyJDVbaXPAf79G2bJ8io/s320/Diego06.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZkVv_QrruJjX_XRZY6oHkNYLCVN0gb6jGv26sDJYAd6DsUJ2X30RHILQgSyrelZMRjRcYftzd5QNfriKLGI08o9CLC6PCoe6q-Gmku24TH2QhfqVnRH2sqqQpNORm7sH69jd7hPUWpq4/s1600-h/Diego07.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122151127074930" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZkVv_QrruJjX_XRZY6oHkNYLCVN0gb6jGv26sDJYAd6DsUJ2X30RHILQgSyrelZMRjRcYftzd5QNfriKLGI08o9CLC6PCoe6q-Gmku24TH2QhfqVnRH2sqqQpNORm7sH69jd7hPUWpq4/s320/Diego07.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsJ7YsWElvXsLIZanljhXjx8A_Q_H7B3LAuQ4v68iD0rlV9zDpZ4bz4UJaauJ9xJdsCaadt2tAmvnlrD4twMiPdyrxMxLzsydw2Z3nly20Y4V73u1xct9M-h2Mz4z25AZdLnyvG4-tM8E/s1600-h/Diego08.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274122153344569074" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsJ7YsWElvXsLIZanljhXjx8A_Q_H7B3LAuQ4v68iD0rlV9zDpZ4bz4UJaauJ9xJdsCaadt2tAmvnlrD4twMiPdyrxMxLzsydw2Z3nly20Y4V73u1xct9M-h2Mz4z25AZdLnyvG4-tM8E/s320/Diego08.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBfM5ixe_rdcx9n1LsUwahBSy5s8X-IoCrszsuJyLZ6KJixq18swnSSlql_Tc0Q3fpCSTkyR-5gZEyFRmyys-cHcwSJqTZZctzUpvuFE5JG_XSW5FGVV7Gza3z40GWxHgq0XyrLfe-xOk/s1600-h/Diego09.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121694333060226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBfM5ixe_rdcx9n1LsUwahBSy5s8X-IoCrszsuJyLZ6KJixq18swnSSlql_Tc0Q3fpCSTkyR-5gZEyFRmyys-cHcwSJqTZZctzUpvuFE5JG_XSW5FGVV7Gza3z40GWxHgq0XyrLfe-xOk/s320/Diego09.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyECaAXBjjWb9tX-gAbfscuneEXgqcGeVGzeRck-S2Rclj83FCzvr_MZVL9p3D7m5icw0V_bau9Dk86MAWgRQvgFeC1g7plfHrnM-Bi5gOI0r9GergVIO7sZH35pmaC2tthwpZr2_3N0g/s1600-h/Diego10.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121691383982946" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyECaAXBjjWb9tX-gAbfscuneEXgqcGeVGzeRck-S2Rclj83FCzvr_MZVL9p3D7m5icw0V_bau9Dk86MAWgRQvgFeC1g7plfHrnM-Bi5gOI0r9GergVIO7sZH35pmaC2tthwpZr2_3N0g/s320/Diego10.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP2Yfnc0gim3PD-l7bLs0HBjOEgcWL58Dej2Z6rWKIEulHw-Ednau0I9D7ufnclxY1w6B03OmpIecK3YRIECYHpJCg3OYQ0ZXNezp6eOj9glbtLj62jqTy07FWRIvDnHyTzY5TOeTfb2o/s1600-h/Diego11.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121688756574546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP2Yfnc0gim3PD-l7bLs0HBjOEgcWL58Dej2Z6rWKIEulHw-Ednau0I9D7ufnclxY1w6B03OmpIecK3YRIECYHpJCg3OYQ0ZXNezp6eOj9glbtLj62jqTy07FWRIvDnHyTzY5TOeTfb2o/s320/Diego11.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1c6uMYqehM5G4SQ0crH3TczZrl_XmFD6smQK-U7B0-oqSW1ljTSLOcf0l0KzTsYxT1-BVNWlVLRIxe2H5vZpAUo9smlmuhjcixO0tOv1wXTZPMGS9cKdceHshf8WYtNnlRu_9OwGi2XU/s1600-h/Diego12.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121686476237106" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1c6uMYqehM5G4SQ0crH3TczZrl_XmFD6smQK-U7B0-oqSW1ljTSLOcf0l0KzTsYxT1-BVNWlVLRIxe2H5vZpAUo9smlmuhjcixO0tOv1wXTZPMGS9cKdceHshf8WYtNnlRu_9OwGi2XU/s320/Diego12.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUDTvEfpVYT7ArvqqWWoBOMZBbHIRZChK-J50hrZdLsOxgZeMolsFEuey1uF-2CPlgbgZLKMX7De3xBm4G2GAtjj7Hq65Mnhw5NBNm5SRu26rixoywB_hGhjFhicbFVymY5jkvMpH9h-o/s1600-h/Diego13.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121681029090418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUDTvEfpVYT7ArvqqWWoBOMZBbHIRZChK-J50hrZdLsOxgZeMolsFEuey1uF-2CPlgbgZLKMX7De3xBm4G2GAtjj7Hq65Mnhw5NBNm5SRu26rixoywB_hGhjFhicbFVymY5jkvMpH9h-o/s320/Diego13.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNn3oP1JrkuMg3uy3Iz1lFUBk_KjGTzSUFKpLyEUXSjrUjCgQ3nk3v7R4ivuemOZb9Nrx-QSVsfrrUA7_EDOMrY_7bpua08LAaWgebxAhNAhxVh4JwEFyk9RBWnejTakII5tmMCRExLDw/s1600-h/Diego14.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121083840921554" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNn3oP1JrkuMg3uy3Iz1lFUBk_KjGTzSUFKpLyEUXSjrUjCgQ3nk3v7R4ivuemOZb9Nrx-QSVsfrrUA7_EDOMrY_7bpua08LAaWgebxAhNAhxVh4JwEFyk9RBWnejTakII5tmMCRExLDw/s320/Diego14.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQN-bVUlFDiLjNBrYSZXMtpoycfabL1L9pql_1_wrtXvkGli3Vfj7c5GLT9e0SlIhUJN92MMZa-uisWRLgrmbXhv-dawQ5QkJFClsGr0azo7FpG-iCAocH8onLEwUN6eQE9FD-0fS2ooo/s1600-h/Diego15.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121079418756290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQN-bVUlFDiLjNBrYSZXMtpoycfabL1L9pql_1_wrtXvkGli3Vfj7c5GLT9e0SlIhUJN92MMZa-uisWRLgrmbXhv-dawQ5QkJFClsGr0azo7FpG-iCAocH8onLEwUN6eQE9FD-0fS2ooo/s320/Diego15.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg02mm02unypLwulsgcVfJucQGacpF5PEFSnMVbpPR4m7E7HKd9wxuOt7H5Q_k7ZWhd1teAxaDe9jrPc7Qi2HN1E_b1lLJ9KcB3uPzgdnXpJJmDrvAkGlmc1VF5J0IJkstX-zyzBWcoG4I/s1600-h/Diego16.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121080480733026" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg02mm02unypLwulsgcVfJucQGacpF5PEFSnMVbpPR4m7E7HKd9wxuOt7H5Q_k7ZWhd1teAxaDe9jrPc7Qi2HN1E_b1lLJ9KcB3uPzgdnXpJJmDrvAkGlmc1VF5J0IJkstX-zyzBWcoG4I/s320/Diego16.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh68xcrnPP8AuOBCtsNWVg_WEMa4fq2M-g9Jc0_-FXTOCQcz7X7kzI12-DXzw6de7xaTqQc3lN_7zsGOfY3rrQ1bfckaCL682ITDfnt7SAlNH_Kl1QLuANs6wKtjZLkJYlQjYfjYOOmdk/s1600-h/Diego17.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121071766811314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh68xcrnPP8AuOBCtsNWVg_WEMa4fq2M-g9Jc0_-FXTOCQcz7X7kzI12-DXzw6de7xaTqQc3lN_7zsGOfY3rrQ1bfckaCL682ITDfnt7SAlNH_Kl1QLuANs6wKtjZLkJYlQjYfjYOOmdk/s320/Diego17.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmUAlP-rFucnH8RKNy-pW4RxAerbPR1PMaPS5SZfQ85Icdg6ggXepjHlBBsBkCmWo8DVXnqvQ3m0AkK0y1lSDlBLXX10Kq4wBEtvhLplS1LLKhkyiehWkSF83vbUsN_AeQWrmMO5cMuAI/s1600-h/Diego18.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274121067719769058" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmUAlP-rFucnH8RKNy-pW4RxAerbPR1PMaPS5SZfQ85Icdg6ggXepjHlBBsBkCmWo8DVXnqvQ3m0AkK0y1lSDlBLXX10Kq4wBEtvhLplS1LLKhkyiehWkSF83vbUsN_AeQWrmMO5cMuAI/s320/Diego18.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJV_Np4ewdWekefJRoP5MNm8yJnVHc5wKi1efhbg35TgMCJ-BvZKEE-6vxhi87x0cNI-9xFtWbIGLPK-DE1DOtDCYKvTiuU-y10qp0C5OF76IU6ykVQfuDaetI-8HtgLgYIraAxvTvz1w/s1600-h/Diego19.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274120607822220834" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJV_Np4ewdWekefJRoP5MNm8yJnVHc5wKi1efhbg35TgMCJ-BvZKEE-6vxhi87x0cNI-9xFtWbIGLPK-DE1DOtDCYKvTiuU-y10qp0C5OF76IU6ykVQfuDaetI-8HtgLgYIraAxvTvz1w/s320/Diego19.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiqmTzgVAw5h5VQBGskunbJ79ZN0TA5B-T4zi6eyxKtLza2JlQ3h-gy0KnLhdHERzjqWSxl9qSvZ8EQJyi1TttXcmwVOXyOVM9XLl02dNPPbzHYCg-QglMU2gCgj4jnk9WLO4dSOnRky8/s1600-h/Diego20.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274120604314428914" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiqmTzgVAw5h5VQBGskunbJ79ZN0TA5B-T4zi6eyxKtLza2JlQ3h-gy0KnLhdHERzjqWSxl9qSvZ8EQJyi1TttXcmwVOXyOVM9XLl02dNPPbzHYCg-QglMU2gCgj4jnk9WLO4dSOnRky8/s320/Diego20.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9elwT6fJtD7F40aWRVFvGkFp1qgM7gS80BlrKPYR_1n2GNFb3nMednKXNjT08LJXfybRdB0VNksNTfkhk8wkwFUTbDAtOcKAw7rpphljl-ly4ok4zbzyguog6qF8C7YWDIQyNg3uqOwo/s1600-h/Diego21.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274120606143390050" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9elwT6fJtD7F40aWRVFvGkFp1qgM7gS80BlrKPYR_1n2GNFb3nMednKXNjT08LJXfybRdB0VNksNTfkhk8wkwFUTbDAtOcKAw7rpphljl-ly4ok4zbzyguog6qF8C7YWDIQyNg3uqOwo/s320/Diego21.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgUvx_P36tk26hqvvPhtlKrJcDJ1F5-0RyRTI1u7NjA9H0kgVr09NQAET_7d7Fx5f1gdGizNO4FkLj7JbUN_gYu8LTrEVyqSRqnh8nY3J7rizUFO8OWw3i-YSKM4M-n-XxT1Ietg2w23Q/s1600-h/Diego22.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274120600577316866" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgUvx_P36tk26hqvvPhtlKrJcDJ1F5-0RyRTI1u7NjA9H0kgVr09NQAET_7d7Fx5f1gdGizNO4FkLj7JbUN_gYu8LTrEVyqSRqnh8nY3J7rizUFO8OWw3i-YSKM4M-n-XxT1Ietg2w23Q/s320/Diego22.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVNcRqXCGXhdOtLkG1lecbkK333xg7IPlFvmzhNJhcRIObhlJSEVzNpOTQh2YqcS5fg0r8kwFynuOfecWsIdTcy_GBoRK9ZV3iyJAjnTQ9W3hxBlDqDUeHikjmtCay3Pfo6FVivkgQkI/s1600-h/Diego23.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5274120597548044386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVNcRqXCGXhdOtLkG1lecbkK333xg7IPlFvmzhNJhcRIObhlJSEVzNpOTQh2YqcS5fg0r8kwFynuOfecWsIdTcy_GBoRK9ZV3iyJAjnTQ9W3hxBlDqDUeHikjmtCay3Pfo6FVivkgQkI/s320/Diego23.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></div>
<span class="post-backlinks post-comment-link"></span><h3 class="post-title entry-title" itemprop="name">
</h3>
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-83549527666059956442016-10-11T08:15:00.002-07:002016-10-11T08:15:57.893-07:00CARTELAS PARA ESTIMULAÇÃO VISUAL (PARTE 02).<br />
CARTELA 03 -Tamanho padrão:<br />
Materiais Necessários:<br />
1 cartolina duplex branca;<br />
1 cartolina duplex preta;<br />
1 lápis;<br />
1 régua;<br />
1 tesoura;<br />
Cola. <br />
<br />
Modo de fazer:<br />
1º passo: Desenhe e depois recorte um quadrado com 15 cm na
cartolina duplex branca (como feito nas cartelas 01 e 02).<br />
<br />
2º passo: Desenhe e depois recorte dois quadrados com 7,5 cm cada na cartolina duplex preta. Veja na figura abaixo:<br />
<br />
Medida do quadrado = 7,5 cm<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNljPrtNsfIOajiNxWMaQ8tdh7SrRrNt6_IJf2mFoCOSyRI4IKhSLjLMJ6mACzL4SfrGNAwkN3EjYKRys6WVxHqNpbJHgPGsJOhgQdlPUQSlMoaBw7Kw2UtGWSkZoFbnNwjCkzWexZd64/s1600/caractere1.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5476472379988087106" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNljPrtNsfIOajiNxWMaQ8tdh7SrRrNt6_IJf2mFoCOSyRI4IKhSLjLMJ6mACzL4SfrGNAwkN3EjYKRys6WVxHqNpbJHgPGsJOhgQdlPUQSlMoaBw7Kw2UtGWSkZoFbnNwjCkzWexZd64/s400/caractere1.JPG" style="cursor: pointer; display: block; height: 248px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
3º
passo: cole os quadrados (um na lateral esquerda superior da cartela e o
outro na lateral direita inferior da cartela) como mostra a figura
abaixo:<br />
<br />
MODELO DE COLAGEM NA CARTELA<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkVmGDqosYJfcTt3Q1AbCmw31SVOqnTiFHq34pWXwqXGofEcQvTV703lR5i2kWAkxvU2bdYHytF6ddjQtzIZfxo5Y8xWnTAbymVEvQA35oxfh8zDLzWx_fGyT3h-2t-EQYJ-JYSwfcNOU/s1600/caractere2.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5476472555315127314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkVmGDqosYJfcTt3Q1AbCmw31SVOqnTiFHq34pWXwqXGofEcQvTV703lR5i2kWAkxvU2bdYHytF6ddjQtzIZfxo5Y8xWnTAbymVEvQA35oxfh8zDLzWx_fGyT3h-2t-EQYJ-JYSwfcNOU/s400/caractere2.JPG" style="cursor: pointer; display: block; height: 394px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
.<br />
.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-79808589866359936582016-10-11T07:25:00.003-07:002016-10-11T08:14:53.941-07:00CARTELAS PARA ESTIMULAÇÃO VISUAL (PARTE 01)<br />
CARTELAS 01 e 02 -Tamanho padrão:<br />
Materiais Necessários:<br />
1 cartolina duplex branca;<br />
1 cartolina duplex preta;<br />
1 lápis;<br />
1 régua;<br />
1 tesoura;<br />
<br />
<br />
Modo de fazer:<br />
1. Desenhe e depois recorte dois quadrados com 15 cm cada, um na
cartolina duplex branca e outro na cartolina duplex preta . Veja na
figura abaixo:<br />
<br />
medida para as laterais de 15 cm <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoWROYnNF6yxL3WTN-kn_6hZvbT1Sx1C1YKbnAMqFZY465DEY87HrPt9-DFkyEtiduFaSZUtA5_hNmFUyjNs9avTyGqBenSuHrhgR-vm_OC6QxIfXdGut34AE-TYVm2xY4xQ1CJUQOySo/s1600/imagem1+CARTELA.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5474821243366406594" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoWROYnNF6yxL3WTN-kn_6hZvbT1Sx1C1YKbnAMqFZY465DEY87HrPt9-DFkyEtiduFaSZUtA5_hNmFUyjNs9avTyGqBenSuHrhgR-vm_OC6QxIfXdGut34AE-TYVm2xY4xQ1CJUQOySo/s400/imagem1+CARTELA.JPG" style="display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 397px;" /></a>JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-25168643852398764602016-10-11T07:01:00.004-07:002016-10-11T07:10:16.141-07:00RECOMENDAÇÕES GERAIS AOS PAIS.<br />
<br />
<div style="text-align: justify;">
• Manipular alimentos com as mãos para perceber sua forma e consistência. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
• Perguntem ao médico e aos outros profissionais como explicar de forma simples a deficiência visual de seu filho. É importante que vocês (pais) e a criança (quando possível) saibam explicar e argumentar sobre os problemas, quando uma pessoa perguntar, por exemplo: - o nome do problema visual, suas características, o quanto ele enxerga, do quê gosta.... </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
• Não esqueçam que vocês são os principais educadores de seu filho (a), e que depende de vocês a oportunidade dele (la) se desenvolver, </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
• Quando notar presença de movimentos repetitivos como girar a cabeça, esfregar os olhos, balançar as mãos e/ou o corpo, ofereça a criança uma atividade funcional, distraia seu filho (a) com atividades que ele(a) goste; </div>
<div style="text-align: justify;">
• Desperte a curiosidade de seu filho (a), respeite seu ritmo e seus limites. Sempre procure descrever o que é oferecido à criança: detalhes, partes, função e leve suas mãos para que possa sentir e integrar as informações sobre o que ouviu, sentiu e manipulou. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
FONTE: http://estimulacaovisual.blogspot.com/2010/06/recomendacoes-gerais-aos-pais_05.html</div>
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-78359848158472538152016-10-11T07:01:00.003-07:002016-10-11T07:02:50.602-07:00DESENVOLVIMENTO DA VISÃO FUNCIONAL<h3 class="post-title entry-title">
<a href="http://estimulacaovisual.blogspot.com/2010/06/desenvolvimento-da-visao-funcional.html">.</a> </h3>
<div class="post-header">
</div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNKujxAJ5X8q0Xfm6TEV7T1XM15XycJjFEb8VhYp7k0mwilD2NoOXJ7ShvzdjLMlkNp40UCzYL0WUMhwHXWyjJ2aLGYQQ0YUl-mrneNp1KNG7DqLw291FllWOshIavajH4eBxt88dhrSP/s1600/3660721609_4709872105_o.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487091302864845250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwNKujxAJ5X8q0Xfm6TEV7T1XM15XycJjFEb8VhYp7k0mwilD2NoOXJ7ShvzdjLMlkNp40UCzYL0WUMhwHXWyjJ2aLGYQQ0YUl-mrneNp1KNG7DqLw291FllWOshIavajH4eBxt88dhrSP/s200/3660721609_4709872105_o.png" style="cursor: pointer; display: block; height: 150px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
<div class="post-body entry-content">
<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:donotoptimizeforbrowser/> </w:WordDocument> </xml><![endif]--><style> <!-- /* Font Definitions */ @font-face {font-family:Wingdings; panose-1:5 0 0 0 0 0 0 0 0 0; mso-font-charset:2; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:0 268435456 0 0 -2147483648 0;} @font-face {font-family:"Arial Unicode MS"; panose-1:2 11 6 4 2 2 2 2 2 4; mso-font-charset:128; mso-generic-font-family:swiss; mso-font-pitch:variable; mso-font-signature:-1 -369098753 63 0 4129279 0;} @font-face {font-family:"\@Arial Unicode MS"; panose-1:2 11 6 4 2 2 2 2 2 4; mso-font-charset:128; mso-generic-font-family:swiss; mso-font-pitch:variable; mso-font-signature:-1 -369098753 63 0 4129279 0;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} h1 {mso-style-next:Normal; margin:0cm; margin-bottom:.0001pt; text-align:center; mso-pagination:widow-orphan; page-break-after:avoid; mso-outline-level:1; font-size:11.0pt; font-family:Arial; mso-fareast-font-family:"Arial Unicode MS"; mso-font-kerning:0pt; font-weight:bold; mso-bidi-font-weight:normal;} h2 {mso-style-next:Normal; margin:0cm; margin-bottom:.0001pt; text-align:justify; mso-pagination:widow-orphan; page-break-after:avoid; mso-outline-level:2; font-size:11.0pt; mso-bidi-font-size:12.0pt; font-family:"Times New Roman"; font-weight:normal; font-style:italic;} p.MsoFooter, li.MsoFooter, div.MsoFooter {margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; tab-stops:center 216.0pt right 432.0pt; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} p.MsoList, li.MsoList, div.MsoList {margin-top:0cm; margin-right:0cm; margin-bottom:0cm; margin-left:14.15pt; margin-bottom:.0001pt; text-indent:-14.15pt; mso-pagination:widow-orphan; font-size:12.0pt; mso-bidi-font-size:10.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} p.MsoBodyText, li.MsoBodyText, div.MsoBodyText {margin:0cm; margin-bottom:.0001pt; text-align:justify; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Arial; mso-fareast-font-family:"Times New Roman";} p.MsoBodyTextIndent, li.MsoBodyTextIndent, div.MsoBodyTextIndent {margin:0cm; margin-bottom:.0001pt; text-align:justify; text-indent:18.0pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Arial; mso-fareast-font-family:"Times New Roman";} a:link, span.MsoHyperlink {color:blue; text-decoration:underline; text-underline:single;} a:visited, span.MsoHyperlinkFollowed {color:purple; text-decoration:underline; text-underline:single;} p {margin-right:0cm; mso-margin-top-alt:auto; mso-margin-bottom-alt:auto; margin-left:0cm; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} @page Section1 {size:612.0pt 792.0pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:36.0pt; mso-footer-margin:36.0pt; mso-paper-source:0;} div.Section1 {page:Section1;} /* List Definitions */ @list l0 {mso-list-id:81723853; mso-list-template-ids:2104395432;} @list l0:level1 {mso-level-start-at:2; mso-level-tab-stop:35.25pt; mso-level-number-position:left; margin-left:35.25pt; text-indent:-35.25pt;} @list l0:level2 {mso-level-start-at:7; mso-level-text:"%1\.%2\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt;} @list l0:level3 {mso-level-text:"%1\.%2\.%3\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt;} @list l0:level4 {mso-level-number-format:alpha-lower; mso-level-text:"%1\.%2\.%3\.%4\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt;} @list l0:level5 {mso-level-text:"%1\.%2\.%3\.%4\.%5\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt;} @list l0:level6 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt;} @list l0:level7 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt;} @list l0:level8 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\."; mso-level-tab-stop:90.0pt; mso-level-number-position:left; margin-left:90.0pt; text-indent:-90.0pt;} @list l0:level9 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\.%9\."; mso-level-tab-stop:90.0pt; mso-level-number-position:left; margin-left:90.0pt; text-indent:-90.0pt;} @list l1 {mso-list-id:505444583; mso-list-type:hybrid; mso-list-template-ids:1767959396 -734468674 68550659 68550661 68550657 68550659 68550661 68550657 68550659 68550661;} @list l1:level1 {mso-level-start-at:0; mso-level-number-format:bullet; mso-level-text:-; mso-level-tab-stop:36.0pt; mso-level-number-position:left; text-indent:-18.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} @list l2 {mso-list-id:637876933; mso-list-template-ids:-1685567312;} @list l2:level1 {mso-level-start-at:2; mso-level-tab-stop:27.0pt; mso-level-number-position:left; margin-left:27.0pt; text-indent:-27.0pt;} @list l2:level2 {mso-level-start-at:7; mso-level-text:"%1\.%2\."; mso-level-tab-stop:27.0pt; mso-level-number-position:left; margin-left:27.0pt; text-indent:-27.0pt;} @list l2:level3 {mso-level-text:"%1\.%2\.%3\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt;} @list l2:level4 {mso-level-number-format:alpha-lower; mso-level-text:"%1\.%2\.%3\.%4\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt;} @list l2:level5 {mso-level-text:"%1\.%2\.%3\.%4\.%5\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt;} @list l2:level6 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt;} @list l2:level7 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt;} @list l2:level8 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt;} @list l2:level9 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\.%9\."; mso-level-tab-stop:90.0pt; mso-level-number-position:left; margin-left:90.0pt; text-indent:-90.0pt;} @list l3 {mso-list-id:798884875; mso-list-type:hybrid; mso-list-template-ids:912140604 1051507448 67698713 67698715 67698703 67698713 67698715 67698703 67698713 67698715;} @list l3:level1 {mso-level-number-format:roman-upper; mso-level-text:%1-; mso-level-tab-stop:none; mso-level-number-position:left; margin-left:54.0pt; text-indent:-36.0pt; mso-ansi-font-style:normal;} @list l4 {mso-list-id:1114981286; mso-list-template-ids:55368986;} @list l4:level1 {mso-level-start-at:2; mso-level-tab-stop:42.0pt; mso-level-number-position:left; margin-left:42.0pt; text-indent:-42.0pt; mso-ansi-font-weight:bold;} @list l4:level2 {mso-level-start-at:2; mso-level-text:"%1\.%2\."; mso-level-tab-stop:56.15pt; mso-level-number-position:left; margin-left:56.15pt; text-indent:-42.0pt; mso-ansi-font-weight:bold;} @list l4:level3 {mso-level-text:"%1\.%2\.%3\."; mso-level-tab-stop:70.3pt; mso-level-number-position:left; margin-left:70.3pt; text-indent:-42.0pt; mso-ansi-font-weight:bold;} @list l4:level4 {mso-level-number-format:alpha-lower; mso-level-text:"%1\.%2\.%3\.%4\."; mso-level-tab-stop:96.45pt; mso-level-number-position:left; margin-left:96.45pt; text-indent:-54.0pt; mso-ansi-font-weight:bold;} @list l4:level5 {mso-level-text:"%1\.%2\.%3\.%4\.%5\."; mso-level-tab-stop:110.6pt; mso-level-number-position:left; margin-left:110.6pt; text-indent:-54.0pt; mso-ansi-font-weight:bold;} @list l4:level6 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\."; mso-level-tab-stop:142.75pt; mso-level-number-position:left; margin-left:142.75pt; text-indent:-72.0pt; mso-ansi-font-weight:bold;} @list l4:level7 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\."; mso-level-tab-stop:156.9pt; mso-level-number-position:left; margin-left:156.9pt; text-indent:-72.0pt; mso-ansi-font-weight:bold;} @list l4:level8 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\."; mso-level-tab-stop:189.05pt; mso-level-number-position:left; margin-left:189.05pt; text-indent:-90.0pt; mso-ansi-font-weight:bold;} @list l4:level9 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\.%9\."; mso-level-tab-stop:221.2pt; mso-level-number-position:left; margin-left:221.2pt; text-indent:-108.0pt; mso-ansi-font-weight:bold;} @list l5 {mso-list-id:1259754186; mso-list-type:hybrid; mso-list-template-ids:-1995390038 68550657 68550659 68550661 68550657 68550659 68550661 68550657 68550659 68550661;} @list l5:level1 {mso-level-number-format:bullet; mso-level-text:; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-18.0pt; font-family:Symbol;} @list l5:level2 {mso-level-number-format:bullet; mso-level-text:o; mso-level-tab-stop:90.0pt; mso-level-number-position:left; margin-left:90.0pt; text-indent:-18.0pt; font-family:"Courier New"; mso-bidi-font-family:"Times New Roman";} @list l6 {mso-list-id:1660158919; mso-list-template-ids:508872756;} @list l6:level1 {mso-level-tab-stop:35.25pt; mso-level-number-position:left; margin-left:35.25pt; text-indent:-35.25pt;} @list l6:level2 {mso-level-start-at:4; mso-level-text:"%1\.%2\."; mso-level-tab-stop:35.25pt; mso-level-number-position:left; margin-left:35.25pt; text-indent:-35.25pt;} @list l6:level3 {mso-level-text:"%1\.%2\.%3\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt;} @list l6:level4 {mso-level-text:"%1\.%2\.%3\.%4\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt;} @list l6:level5 {mso-level-text:"%1\.%2\.%3\.%4\.%5\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt;} @list l6:level6 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt;} @list l6:level7 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt;} @list l6:level8 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt;} @list l6:level9 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\.%9\."; mso-level-tab-stop:90.0pt; mso-level-number-position:left; margin-left:90.0pt; text-indent:-90.0pt;} @list l7 {mso-list-id:1904875082; mso-list-template-ids:-1834731926;} @list l7:level1 {mso-level-start-at:3; mso-level-text:%1; mso-level-tab-stop:52.5pt; mso-level-number-position:left; margin-left:52.5pt; text-indent:-52.5pt;} @list l7:level2 {mso-level-start-at:2; mso-level-text:"%1\.%2"; mso-level-tab-stop:70.5pt; mso-level-number-position:left; margin-left:70.5pt; text-indent:-52.5pt;} @list l7:level3 {mso-level-text:"%1\.%2\.%3"; mso-level-tab-stop:88.5pt; mso-level-number-position:left; margin-left:88.5pt; text-indent:-52.5pt;} @list l7:level4 {mso-level-text:"%1\.%2\.%3\.%4"; mso-level-tab-stop:108.0pt; mso-level-number-position:left; margin-left:108.0pt; text-indent:-54.0pt;} @list l7:level5 {mso-level-text:"%1\.%2\.%3\.%4\.%5"; mso-level-tab-stop:126.0pt; mso-level-number-position:left; margin-left:126.0pt; text-indent:-54.0pt;} @list l7:level6 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6"; mso-level-tab-stop:162.0pt; mso-level-number-position:left; margin-left:162.0pt; text-indent:-72.0pt;} @list l7:level7 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7"; mso-level-tab-stop:180.0pt; mso-level-number-position:left; margin-left:180.0pt; text-indent:-72.0pt;} @list l7:level8 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8"; mso-level-tab-stop:216.0pt; mso-level-number-position:left; margin-left:216.0pt; text-indent:-90.0pt;} @list l7:level9 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\.%9"; mso-level-tab-stop:234.0pt; mso-level-number-position:left; margin-left:234.0pt; text-indent:-90.0pt;} @list l8 {mso-list-id:2135445358; mso-list-template-ids:-148046318;} @list l8:level1 {mso-level-start-at:2; mso-level-tab-stop:35.25pt; mso-level-number-position:left; margin-left:35.25pt; text-indent:-35.25pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level2 {mso-level-start-at:6; mso-level-text:"%1\.%2\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level3 {mso-level-text:"%1\.%2\.%3\."; mso-level-tab-stop:36.0pt; mso-level-number-position:left; margin-left:36.0pt; text-indent:-36.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level4 {mso-level-number-format:alpha-lower; mso-level-text:"%1\.%2\.%3\.%4\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level5 {mso-level-text:"%1\.%2\.%3\.%4\.%5\."; mso-level-tab-stop:54.0pt; mso-level-number-position:left; margin-left:54.0pt; text-indent:-54.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level6 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level7 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\."; mso-level-tab-stop:72.0pt; mso-level-number-position:left; margin-left:72.0pt; text-indent:-72.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level8 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\."; mso-level-tab-stop:90.0pt; mso-level-number-position:left; margin-left:90.0pt; text-indent:-90.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} @list l8:level9 {mso-level-text:"%1\.%2\.%3\.%4\.%5\.%6\.%7\.%8\.%9\."; mso-level-tab-stop:108.0pt; mso-level-number-position:left; margin-left:108.0pt; text-indent:-108.0pt; mso-ansi-font-weight:bold; text-decoration:none; text-underline:none;} ol {margin-bottom:0cm;} ul {margin-bottom:0cm;} </style></div>
--><div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span lang="PT" style="color: rgb(35 , 31 , 32);"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span lang="PT" style="color: rgb(35 , 31 , 32);"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span lang="PT" style="color: rgb(35 , 31 , 32);">Ao nascimento, recém nascido</span></b><b><span style="color: rgb(35 , 31 , 32);">:<o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Ser capaz de ver padrões de claro e escuro (contrastes), mas objetos específicos (detalhes) ficam embaçados, além de apresentar alguma fixação.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b></b><b><span style="color: rgb(35 , 31 , 32);">1</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Capaz de focalizar a uma distância de 3.75 cm / 4 cm (1.5 polegadas) e também de iniciar o esboço do movimento conjunto dos dois olhos (coordenação binocular). Seguir objetos em movimento lento e objetos em movimentos horizontais em direção a linha média.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">2</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Apresenta desenvolvimento da reação protetora de piscar<o:p></o:p></span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Prefere faces (rostos) a padrões complexos<o:p></o:p></span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Segue objetos em movimento na vertical<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"></span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">3</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Apresentar movimento fino (coordenação refinada) de olhos e sorrir em resposta a estímulo visual. Apresentar melhora de acuidade visual, de visão binocular e perceber diferenças significativas (gritantes) entre cores. Em geral, reconhecem os objetos apenas quando os manipulam e já antecipam a alimentação por estímulo visual.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b></b><b><span style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">4</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Apresentar flexibilidade acomodativa (é capaz de alternar foco) e melhora da coordenação olho-mão. Demonstrar interesse em objetos pequenos e brilhantes e tentar se deslocar em direção a objetos no campo visual. Apresentar o reconhecimento de faces (rostos) familiares (conhecidas) e explorar visualmente novos ambientes. Realizar seguimento visual de objetos que cruzem a linha média com movimentos horizontais, verticais e circulares dos olhos. Realizar tentativas, sem sucesso, de alcançar objetos e levar à boca e olhar objetos que estejam em suas mãos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"> </span></b><b><span style="color: rgb(35 , 31 , 32);">5</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Desenvolver coordenação olho-mão e conseguir pegar e agarrar objetos. Ser capaz de olhar intencionalmente para objetos mantidos próximos dos olhos e examinar objetos com os olhos, ao invés de usá-los apenas para brincar.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"></span></b><b><span style="color: rgb(35 , 31 , 32);">6</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Alternar a atenção visual entre os vários objetos em um campo e resgatar (recuperar) brinquedos caídos que estejam ao alcance das mãos. Reconhecer faces (rostos) até 5.5 metros (6 jardas) e movimentar objetos nas mãos explorando visualmente, além de ter capacidade de manter a fixação e convergir igualmente os dois olhos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"></span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">9</span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">-</span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">10</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Mês</span></b><b><span style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Imitar expressões faciais e observar através de cantos e quinas (como escondido), mostrando o desenvolvimento da permanência de objetos. Capaz de derramar líquido para observá-lo e atenção visual novos objetos.Participar de brincadeiras.<o:p></o:p></span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";"><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></span></div>
<b><span style="color: rgb(35 , 31 , 32);"><!--[endif]--><o:p></o:p></span></b> <br />
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"></span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">1</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Ano</span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Ter acuidade visual para distâncias e para perto próxima do normal (adulto). Apresentar melhora da visão binocular e acomodação.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="color: rgb(35 , 31 , 32);"><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"></span></b><b><span style="color: rgb(35 , 31 , 32);">2</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Ano</span></b><b><span style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Inspecionar objetos apenas com os olhos e procurar, buscar visualmente objetos ou pessoas perdidos. Capaz de imitar movimentos e ter melhora da visão de cores e da memória visual.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="color: rgb(35 , 31 , 32);"><!--[if !supportEmptyParas]--> <!--[endif]--><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.4pt;">
<b><span style="color: rgb(35 , 31 , 32);"> </span></b><b><span style="color: rgb(35 , 31 , 32);">3</span></b><b><sup><span lang="PT" style="color: rgb(35 , 31 , 32);">o</span></sup></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);"> </span></b><b><span lang="PT" style="color: rgb(35 , 31 , 32);">Ano</span></b><b><span style="color: rgb(35 , 31 , 32); display: none;"><o:p></o:p></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">Capaz de parear formas simples, realizar encaixes simples ou quebra-cabeça, mas ainda necessita de algumas pistas táteis. Tentar pinçar, pegar objetos da página de um livro e desenhar um círculo rudimentar.</span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<br /><span style="font-family: ";"></span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">FONTE: http://estimulacaovisual.blogspot.com/2010/06/desenvolvimento-da-visao-funcional.html</span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">.</span></div>
<div class="MsoBodyTextIndent" style="line-height: 150%;">
<span style="font-family: ";">.</span></div>
JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-15231695338557030842016-10-11T06:59:00.001-07:002016-11-03T15:56:49.297-07:00ATENDIMENTO AO ALUNO COM BAIXA VISÃO<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUotGcqvf60liUpQPPz3cYMWquYEuyHTjQnwUKBcU0a1ivf_qtVbDv6RZzyOz8jXB9E78rquiTIcp-wcDdld4FJIdOwWwKsYy9mcXh2lSgiVpK6tDWNFz7Sp_j4w99NR2T6UzTX-J88eA/s1600/Sala+Recursos+090.jpg">.</a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUotGcqvf60liUpQPPz3cYMWquYEuyHTjQnwUKBcU0a1ivf_qtVbDv6RZzyOz8jXB9E78rquiTIcp-wcDdld4FJIdOwWwKsYy9mcXh2lSgiVpK6tDWNFz7Sp_j4w99NR2T6UzTX-J88eA/s1600/Sala+Recursos+090.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487255256830023858" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUotGcqvf60liUpQPPz3cYMWquYEuyHTjQnwUKBcU0a1ivf_qtVbDv6RZzyOz8jXB9E78rquiTIcp-wcDdld4FJIdOwWwKsYy9mcXh2lSgiVpK6tDWNFz7Sp_j4w99NR2T6UzTX-J88eA/s320/Sala+Recursos+090.jpg" style="height: 240px; width: 320px;" /></a><br />
<i><b>Atendendo a pedidos trouxe algumas sugestões para pais, professores e outras pessoas que convivem com a criança de baixa visão na idade escolar:</b></i>· Ensine a criança e o jovem sobre sua deficiência e sobre o que eles podem ver ou não poder ver bem (muitas crianças não têm consciência disso).<br />
· Os alunos com baixa visão deverão trabalhar olhando para os objetos e para as pessoas (algumas crianças apresentam comportamento de cegos, olham para o vazio. Peça para que “olhe” o objeto ou pessoa em questão)<br />
· Ajude-o a desenvolver comportamentos e habilidades para participar de brincadeiras e recreações junto com os colegas, facilitando o processo de socialização e inclusão.<br />
· Oriente o uso de contraste claro e escuro entre os objetos e seu fundo.<br />
· Estimule o aluno a olhar para aspectos como cor, forma e encoraje-o a tocar nos objetos enquanto olha.<br />
· Lembre-se que o uso prolongado da baixa visão pode causar fadiga.<br />
· Seja realista nas expectativas do desempenho visual do estudante, encorajando-o sempre ao progresso.<br />
· Encoraje a coordenação de movimentos com a visão, principalmente das mãos.<br />
· Oriente o estudante a procurar recursos como o computador pois, ele se cansará menos e aumentará sua independência.<br />
· Pense nos estudantes com baixa visão como pessoas que vêem.<br />
· Use as palavras “olhe” e “veja” livremente.<br />
· Esteja ciente da diferença entre nunca ter tido boa visão e tê-la perdido após algum tempo.<br />
· Compreenda que o sentido da visão funciona melhor em conjunto com os outros sentidos.<br />
· Aprenda a ignorar os comentários negativos sobre as pessoas com baixa visão.<br />
· Dê-lhe tempo para olhar os livros e revistas, chamando a atenção para os objetos familiares. Peça-lhes para descrever o que vê.<br />
· Torne o “olhar” e “ver” uma situação agradável, sem pressionar.<br />
OBS: Não se deve assumir total responsabilidade pela criança com baixa visão fazendo tudo por ela e evitando que ela se canse e se machuque. Ela deve ser responsável pelas próprias ações.<br />
<br />
<b>RECURSOS NÃO ÓPTICOS PARA BAIXA VISÃO</b><br />
Os recursos não ópticos são aqueles que melhoram a função visual sem o auxílio de lentes ou promovem a melhoria das condições ambientais ou posturais para a realização das tarefas (podem ser efetuados pelo professor). (K.José et al). Os meios para que se consiga esta melhora são:<br />
· Trazer o objeto mais próximo do olho, o que aumenta o tamanho da imagem percebida (ou seja, deixe a criança aproximar o objeto do rosto ou aproximar-se para observar algo, como por exemplo, a lousa ou a TV)<br />
· Aumentar o tamanho do objeto para que ele seja percebido.<br />
<br />
<b>CARACTERÍSTICAS DE MATERIAL IMPRESSO PARA BAIXA VISÃO</b><br />
· Desenhos sem muitos detalhes (muitos detalhes confundem);<br />
· Uso de maiúsculas;<br />
· Usar o <i>tipo</i> (letra) Arial;<br />
· Tamanho de letra em torno de 20 a 24 (ou seja, ampliada);<br />
· Usar entrelinhas e espaços;<br />
· Cor do papel e tinta (contraste).<br />
<br />
<b>FORMAS DE AMPLIAÇÃO</b>· Fotocopiadora;<br />
· Computador;<br />
· Ampliação à mão: é a mais utilizada e deve seguir requisitos como tamanho, espaços regulares, contraste, clareza e uniformidade dos caracteres.<br />
<br />
<b>OUTROS MATERIAIS</b><br />
· Lápis 6B e/ou caneta hidrográfica preta;<br />
· Cadernos com pautas ampliadas ou reforçadas;<br />
· Suporte para livros;<br />
· Guia para leitura;<br />
· Luminária com braços ajustáveis;<br />
<br />
<b>MAIS SUGESTÕES</b><br />
<br />
Nos CAPES pode ser encontrado o caderno com pauta ampliada (mais larga) para alunos com baixa visão; mas também pode ser confeccionado utilizando o próprio caderno do aluno riscando com uma caneta hidrocor preta uma linha sim, outra não. Como normalmente os cadernos encontrados hoje em dia as linhas são claras, não haverá problema pois, normalmente o aluno não consegue enxergar as linhas mais clara somente as mais escuras e ele poderá escrever no espaço entre elas (no caso utilizando 2 linhas).<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ZbI3P9gQznyd61VY4w33DcpVxpaZv715ahPKovog1aDe8NO8n6XceY9573dEfFu8m0lSgngNHEtTM-qqvhSXdCDb_JT0TYmT1Gc3gWGvVOZTI1qL9zb23KotQ5COtcxvzHEMFFiiWP8/s1600/Sala+Recursos+026.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487255695638227810" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ZbI3P9gQznyd61VY4w33DcpVxpaZv715ahPKovog1aDe8NO8n6XceY9573dEfFu8m0lSgngNHEtTM-qqvhSXdCDb_JT0TYmT1Gc3gWGvVOZTI1qL9zb23KotQ5COtcxvzHEMFFiiWP8/s320/Sala+Recursos+026.jpg" style="height: 180px; width: 320px;" /></a><br />
<br />
<br />
<br />
Para alguns alunos é necessário um espaço maior entre as linhas; como não encontramos este tipo de caderno no mercado pode-se encadernar um maço de sulfite, colocar uma capa e traçar as linhas, folha por folha (com lápis 6B) de acordo com a necessidade do aluno como neste caso, 5 cm. As mães costumam colaborar quando orientadas neste sentido.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOT0ISxfoXEsQBQ_QnsA_JF-_XpaKFIxO_dYqHbF1gu1G2gAI4KZ19GaC3LHtHu2zHTzMaiPUspL-QPl8xbDnkLNKpfl-RRM6E9Till1R7jxohLNxV7A7nkwafQCkJXGENU4pwaOVaon0/s1600/Sala+Recursos+017.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487254391093327282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOT0ISxfoXEsQBQ_QnsA_JF-_XpaKFIxO_dYqHbF1gu1G2gAI4KZ19GaC3LHtHu2zHTzMaiPUspL-QPl8xbDnkLNKpfl-RRM6E9Till1R7jxohLNxV7A7nkwafQCkJXGENU4pwaOVaon0/s320/Sala+Recursos+017.jpg" style="height: 180px; width: 320px;" /></a><br />
<br />
<br />
Caso o aluno apresente além da baixa visão, uma dificuldade motora, pode-se utilizar de letras móveis em papel para que o aluno cole as letras, formando palavras, ao invés de escrever.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxF4qpaSN2pyJmVNxJCT1ferwgNKkNwC2YPsVyVN2kIRm25P0KDMy8WgXv63iTBfcqvzlR8FJbbtVWhyS1QFfpSvcJSVOZTT-Unoya8AjiWJaFK-tV0zThgKkiKOS__IeSk9RiZkYsmv0/s1600/Sala+Recursos+021.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487252009973394866" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxF4qpaSN2pyJmVNxJCT1ferwgNKkNwC2YPsVyVN2kIRm25P0KDMy8WgXv63iTBfcqvzlR8FJbbtVWhyS1QFfpSvcJSVOZTT-Unoya8AjiWJaFK-tV0zThgKkiKOS__IeSk9RiZkYsmv0/s320/Sala+Recursos+021.jpg" style="height: 180px; width: 320px;" /></a><br />
<br />
Para evitar o cansaço de estar constantemente com o rosto sobre o caderno, pode-se utilizar um suporte para leitura encontrado em casas que trabalham com artigos para deficientes visuais. Pode ainda ser confeccionado ou ser utilizados livros, como suporte, embaixo do carderno para que este possa ficar mais elevado.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLgmzxErZVwDYL8AwbxTSenBhKZz5hIlcKLCZNfM9DlL0W9i5eQNK-WKNeeaP03Mz9UO2BKMKcYDITIxCrvaV-7ZGq9zwhnMs5RaF7m1wz-4WAkeUEEcPtG9sqIqJkkitALJyaL61qdEA/s1600/MAIO+2010+043.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487256471351695042" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLgmzxErZVwDYL8AwbxTSenBhKZz5hIlcKLCZNfM9DlL0W9i5eQNK-WKNeeaP03Mz9UO2BKMKcYDITIxCrvaV-7ZGq9zwhnMs5RaF7m1wz-4WAkeUEEcPtG9sqIqJkkitALJyaL61qdEA/s320/MAIO+2010+043.jpg" style="height: 240px; width: 320px;" /></a><br />
<br />
O professor também pode se utilizar dos encartes que contém <b>figuras grandes</b> para trabalhar com o aluno com baixa visão para reconhecimento dos produtos e palavras conhecidas bem como com rótulos de embalagens que são utilizados em seu dia-a-dia. A medida que ele vai <i>aprendendo a ver</i> começará a identificar figuras cada vez menores<i>.</i><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVWtH3PLpHIFE2eRJFO41CvrWfZUW8bIzwO8pWBoRl_V5qe8ghA1xztopVyqedEOD-sBpibsgtWNc-ayWGL4xw5s4XczXqlF0jNAbQcp3jSnEGQNRQbrUEivBi_8KfAY1__AyZCTAkwKg/s1600/MAIO+2010+115.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487257691850104946" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVWtH3PLpHIFE2eRJFO41CvrWfZUW8bIzwO8pWBoRl_V5qe8ghA1xztopVyqedEOD-sBpibsgtWNc-ayWGL4xw5s4XczXqlF0jNAbQcp3jSnEGQNRQbrUEivBi_8KfAY1__AyZCTAkwKg/s320/MAIO+2010+115.jpg" style="height: 320px; width: 240px;" /></a><br />
<br />
O aluno pode recortar o produto que identificou visualmente e nomeá-lo. Posteriormente pode colocar as figuras em ordem alfabética criando um livrinho.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_WghJ54me7Qgdm0ko_ceuFiWQkNuOyv16H5k-wkYd3ZGTXyipYnr_f7Qny3MhIN9VuP3SRmdST7twAbvPj353xube50wmTN-y2axFRfaIstXTltkZKFs91hebp9Zu-BxN6pWSS2uW3Qw/s1600/MAIO+2010+108.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487258801283342546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_WghJ54me7Qgdm0ko_ceuFiWQkNuOyv16H5k-wkYd3ZGTXyipYnr_f7Qny3MhIN9VuP3SRmdST7twAbvPj353xube50wmTN-y2axFRfaIstXTltkZKFs91hebp9Zu-BxN6pWSS2uW3Qw/s320/MAIO+2010+108.jpg" style="height: 320px; width: 240px;" /></a><br />
<br />
Pode-se ainda trabalhar com jogos pedagógicos.<br />
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivOREcz4UWl6TUKZPbbKnEv-SLhywLsx5ASiTST6eX3xw8arvic1nfBxcXoqyHVXguVR_qm9AyXnEEkGTEA4s8quSWY8dNk9ObDwOvYpD6TdaiZDQjHNMN14aMqZZ6QNs4qVXvzEOxDGY/s1600/MAIO+2010+096.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5487256784581595970" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivOREcz4UWl6TUKZPbbKnEv-SLhywLsx5ASiTST6eX3xw8arvic1nfBxcXoqyHVXguVR_qm9AyXnEEkGTEA4s8quSWY8dNk9ObDwOvYpD6TdaiZDQjHNMN14aMqZZ6QNs4qVXvzEOxDGY/s320/MAIO+2010+096.jpg" style="height: 240px; width: 320px;" /></a></div>
<br />
Não se pode apresentar aleatóriamente o tamanho das letras para uma criança com baixa visão. O professor deverá identificar o tamanho de letra que a criança consegue enxergar para realizar as atividades.<br />
<br />
FONTE: http://dvsepedagogia.blogspot.com/2010/06/atendimento-ao-aluno-com-baixa-visao.html<br />
.<br />
.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-60925715695528290352016-10-11T06:24:00.003-07:002016-10-11T06:54:10.093-07:00SUGESTÕES DE ATIVIDADES PARA ESTIMULAÇÃO VISUAL<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<img alt="" height="300" src="data:image/jpeg;base64,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" width="400" /></div>
<br />
MATERIAL:<br />
1. Sala de aula / Sala de atendimento / ambiente iluminado<br />
2. Luzes (natural e artificial)<br />
3. Recursos em branco e preto e/ou contrastantes<br />
<br />
<br />
OBJETIVO:<br />
- Com a realização desta atividade a criança será capaz de perceber, tomar consciência e buscar a fonte luminosa e/ou contraste.<br />
<br />
<br />
<br />
ATIVIDADE 1 – COM LUZ SOLAR OU LUZ AMBIENTE<br />
Utilizam-se contrastes entre obscuridade e claridade:<br />
a) Fechar e abrir a janela, fazendo com que a criança perceba que a luz do sol lhe chega até os olhos;<br />
b) Com ajuda do espelho, fazer com que a luz solar se reflita no rosto da criança;<br />
<br />
ATIVIDADE 2 – COM LUZ ARTIFICIAL DA LANTERNA<br />
a) Fazer jogos de luzes, focando o rosto da criança com movimentos horizontais e verticais (lentamente, partindo sempre do centro para fora), motivando a busca, ou no nível ocular ou manipulativo (se sua motricidade o permite).<br />
b) Para motivá-la a permanecer olhando para a luz da lanterna, você poderá acrescentar focos intermitentes (apagando e acendendo a lanterna com pequenos intervalos) utilizando filtros (pode ser papel acetato ou celofane colorido) ou lâmpadas coloridas.<br />
c) Utilizar a luz natural ou artificial através de objetos brilhantes: colocar os objetos brilhantes na entrada da luz solar, girando-os para que possam refletir mais a luz e favorecer uma melhor visualização para a criança.<br />
<br />
ATIVIDADE 3 - OBJETOS DE CORES INTENSAS E CONTRASTANTES<br />
a) Apresentar os objetos aproximando-os dos olhos da criança, estimulando-a a pegar e manuseá-lo, para que, posteriormente, a criança seja capaz de captar a presença de um objeto, reconhecê-lo e/ou identificá-lo (mesmo que parcialmente).<br />
<br />
Observação:<br />
1. A tonalidade cromática do objeto deverá contrastar com o fundo ambiental ou se o objeto tiver mais de uma cor, sua combinação precisa ser diferenciada.<br />
2. Manter repetidos contatos visuais com os estímulos apresentados, tanto em forma estática como em movimento, respeitando o campo visual da criança e a distância a qual possa perceber o objeto.<br />
3. Nos casos onde exista maior visão em um olho, apresentaremos os estímulos no campo visual dominante.<br />
4. Realizar seguimento do objeto em movimento horizontal, vertical, diagonal e circular (sempre iniciando com pequenas pausas na parte central).<br />
5. Localizar o objeto, assinalar ou indicar de onde está ou pegá-lo é fundamental para organização cognitiva da criança.<br />
6. Discriminar entre dois ou mais objetos facilita associar, pode optar e fazer demandas, naquelas crianças com graves dificuldades na expressão verbal.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-71060231313108988192016-10-11T06:24:00.002-07:002016-10-11T06:25:48.328-07:00MATERIAIS DE ELABORAÇÃO PRÓPRIA.<br />
<br />
As seguintes imagens pretendem mostrar-lhes
exemplos de materiais econômicos, bem como, adaptações de recursos, de
baixo custo e que estejam ao alcance de todos para prática do sistema
alternativo no trabalho com crianças de baixa visão. <br />
<br />
IDÉIAS PARA ADAPTAR ATIVIDADES ESCOLARES NO TREINO DA MOTRICIDADE<br />
Adaptações
úteis com alunos portadores de baixa visão na prática e treino da
motricidade, bem como, exercício para inicialização e maturação da
habilidade visomotora.<br />
Nas atividades pré-escolares é comum
utilizar emborrachados, cordões, lã, etc., na confecção e adaptação de
recursos e atividades. É importante observar que estas atividades e
recursos devem ser o mais simplificados possível, enfatizando unica e
principalmente o objetivo a ser alcançado. A atividade não deve ser
cansativa, tampouco se deve apressar a criança. É de suma importância a
participação do profissional de forma direta durante as primeiras
apresentações destas atividades. É necessário que sejam dadas as
informações por etapas oralmente (pausas durante as apresentações das
características da atividade). Vejamos os exemplos a seguir:<br />
1. FORMAS CIRCULARES<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLrbc5qB3xxrVFvz5txNESvknMS3GrGWL9z4DHHdSPp4QdEloiGeKdUORMNpvgJbiThAvg6pwyHFEkq3jbaG0hWyT93j8ONnWVQ-3DBSlPd26BcZtSPiqG3rS3Qv6nih8I-bjsOKxiUgc/s1600-h/atividade+03.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313350247390626" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLrbc5qB3xxrVFvz5txNESvknMS3GrGWL9z4DHHdSPp4QdEloiGeKdUORMNpvgJbiThAvg6pwyHFEkq3jbaG0hWyT93j8ONnWVQ-3DBSlPd26BcZtSPiqG3rS3Qv6nih8I-bjsOKxiUgc/s200/atividade+03.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 147px;" /></a><br />
(flor adaptada com emborrachado - vazado em círculo no miolo da flor, corpo de lã e folha de cartolina laminada verde)<br />
<br />
Professora:
Esta é uma flor. Olhe que bonita! Aqui estão as pétalas, o miolo...
(neste momento a professora fala a parte expercífica, dá sua
característica e pede a criança para olhar ao mesmo tempo que segurando
em sua mão passa por sobre esta parte).<br />
<br />
Após a apresentação, pede a criança para contornar, na forma circular, o miolo da flor.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIADQ59_iUrGqSxyac96lPL1WpWKZXwNBiWOINGeFQACCFI1AzXeYpZ1LzujqMR6AD2aD0Nuz8PfM9Wn8pZFyOgT_SUu4Knsnb1ox3f_2mDRXhOivjVQXM02iIrgc0EijURF-fDPrFnlQ/s1600-h/atividade+04.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313353756583906" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIADQ59_iUrGqSxyac96lPL1WpWKZXwNBiWOINGeFQACCFI1AzXeYpZ1LzujqMR6AD2aD0Nuz8PfM9Wn8pZFyOgT_SUu4Knsnb1ox3f_2mDRXhOivjVQXM02iIrgc0EijURF-fDPrFnlQ/s200/atividade+04.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 146px;" /></a><br />
A
medida que a criança vai dominando o movimento e o reconhecimento tátil
e visual, a professora poderá adaptar novas atividades, diversificando
quantidades (1, 2, 3...), tamanhos (do maior para o menor), relevos
(alto, médio, baixo e nenhum relevo - apenas o contraste) e até as
formas (flor, carro, pirulito...).<br />
<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMUIuP4Pliam5XxsNZMSfHMek5I7EAwm_aDCAJjdCKfiR_hJTjvhrIWT6RHQQtHSifmhyphenhyphenn4JVBoD2rsaRvjTM-sFuMhHyidLOBBQDbubwOpz3Qq6JWQETxp98ZD1v0tChxmPgwbN1Q75U/s1600-h/atividade+09.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313368704246178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMUIuP4Pliam5XxsNZMSfHMek5I7EAwm_aDCAJjdCKfiR_hJTjvhrIWT6RHQQtHSifmhyphenhyphenn4JVBoD2rsaRvjTM-sFuMhHyidLOBBQDbubwOpz3Qq6JWQETxp98ZD1v0tChxmPgwbN1Q75U/s200/atividade+09.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 146px;" /></a><br />
Nas
atividades com barbantes, no exemplo a seguir, o professor poderá
trabalhar outros conteúdos - neste caso o tema será higiene. E, para
complementar seu raciocínio lógico, o profissional poderá fazer o
sabonete de emborrachado na cor vermelha e as bonhas com contornos de
barbante ou cordão.<br />
Para temas matemáticos, a criança poderá
identificar as maiores, ou menores; o professor poderá solicitar que
elas pintem somente as pequenas, ou as iguais, ou até mesmo que faça
colagens com papel laminado. As crianças adoram!<br />
Além das formas
geométricas, com estas atividades, o profissional poderá trabalhar
dentro e fora, bem como, fazer relação das formas geométricas com o
meio, como no exemplo abaixo, onde o quadrado se transforma numa
janelinha que, de acordo com a musiquinha "a janelinha fecha quando está
chovendo... a janelinha abre, o Sol está aparecendo...", faz relação
com atividades da vida diária. <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz1OZLjioEQw2ezgPFsMV2562ZypARX2iyReEBLqzLP5tHZBWsVSsk_df-lBizVVQSmrCJc40jYDDfZGT2HKiwkr247Ov4ojFYTJFzuyatohqzlT4SWNztybG5nM1m9z2Xux8hNMKfJPw/s1600-h/atividade+02.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313338190417666" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz1OZLjioEQw2ezgPFsMV2562ZypARX2iyReEBLqzLP5tHZBWsVSsk_df-lBizVVQSmrCJc40jYDDfZGT2HKiwkr247Ov4ojFYTJFzuyatohqzlT4SWNztybG5nM1m9z2Xux8hNMKfJPw/s200/atividade+02.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 146px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkxkLhUHPE3QbBrkCU65nQohc6ZCfMMUVUFHNpf-DBvqYhT7uB_VfLIURe7Db5qcQp82soyl6oNLHO2XabkCtrNSMZrbI0mzX_ofvfcYpiuT9cC7d6T7tTye6FbOpI0nZStl67KZlU0k/s1600-h/janelinha.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302310662274970514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkxkLhUHPE3QbBrkCU65nQohc6ZCfMMUVUFHNpf-DBvqYhT7uB_VfLIURe7Db5qcQp82soyl6oNLHO2XabkCtrNSMZrbI0mzX_ofvfcYpiuT9cC7d6T7tTye6FbOpI0nZStl67KZlU0k/s200/janelinha.JPG" style="cursor: hand; cursor: pointer; float: left; height: 96px; margin: 0 10px 10px 0; width: 200px;" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Após
o trabalho com formas geométricas e figuras simplicadas, é possível
trabalhar as letrinhas do alfabeto utilizando lixa para prática do
contorno e reconhecimento visual (o tamanho da letra varia entre 250 e
100, possíveis a atender ao movimento mínimo da coordenação motora e
dimensão máxima do campo visual da criança, se possível). <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q6iqLfqucfrCiKKTW8Jq9kdB6ThBeC1FLsC9f8yphqJa32PRI8jv2K-EbrU8zZtaLLsApVeLIlRvCWKlUji1KlzLs082l_U01OeMZxI91LGp9UDKbZlvVwxfXcAdksvqkWeFGfxwqIc/s1600-h/DSC00030.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302310662466117154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q6iqLfqucfrCiKKTW8Jq9kdB6ThBeC1FLsC9f8yphqJa32PRI8jv2K-EbrU8zZtaLLsApVeLIlRvCWKlUji1KlzLs082l_U01OeMZxI91LGp9UDKbZlvVwxfXcAdksvqkWeFGfxwqIc/s200/DSC00030.JPG" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 170px;" /></a>
A aprendizagem da escrita e reconhecimento visual do próprio nome
poderá ser um dos objetivos a alcançar com esta atividade. À medida que
houver domínio de contorno e reconhecimento das letras o profissional
vai trabalhando as letras sequenciadas de formas separadas (em tamanhos
maiores) e juntas (em tamanhos menores a medida que foram acrescentadas
novas letras).<br />
<br />
<br />
<br />
<br />
Por
enquanto é só... espero realmente que gostem desse material. Posso
garantir sua funcionalidade. Utilizo constantemente em meus atendimentos
e alcançado 100% de funcionalidade.<br />
Se tiverem dúvidas ou
sugestões para engrandecimento desta atividade, postem comentários no
link "comentários" localizado abaixo.<br />
Um abraço a todos!!!JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-33148377680783289262016-10-07T06:55:00.000-07:002016-10-07T06:55:10.240-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 5)<div style="text-align: justify;">
.<br />
5ª ETAPA – DESENVOLVENDO A FUNÇÃO VISO-MOTORA<br />
<br />
Foram
adaptadas diferentes formas de tipógrafos para trabalhar a coordenação
motora, visando desenvolver o processo de escrita, alcance do estágio
ideal, facilitando assim, a aquisição futura de uma melhor habilidade
para a leitura. A criança poderá utilizar esse recurso, o tipógrafo,
também como auxílio para o alinhamento e distribuição das letras e
frases durante o processo de escrita, além de oferecer melhor dimensão
do espaço a ser utilizado e a relação deste com o tamanho da palavra.
Além de que, durante este processo de aquisição da escrita podemos
encontrar uma relação deste com a teoria da psicogênese de Piaget e
Emília Ferreiro. É oportuno que a escrita se desenvolva bem antes da
aquisição das habilidades e/ou capacidades visuais para o processo de
leitura.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIKu-rBRyCS6_Nag23p4c_0MJeSVm7lPT-7zrEOCqm7DruMWsD-m6_lqHRS4n-Pf0e0sHGkJFIdOJM9v_AdYcn3uvAUiNY2WlxXDa_zOOOKY1uuOGUwHn6-mOz521vKUXL1xJzh56jMSU/s1600-h/tipografo.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5273463976219344866" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIKu-rBRyCS6_Nag23p4c_0MJeSVm7lPT-7zrEOCqm7DruMWsD-m6_lqHRS4n-Pf0e0sHGkJFIdOJM9v_AdYcn3uvAUiNY2WlxXDa_zOOOKY1uuOGUwHn6-mOz521vKUXL1xJzh56jMSU/s320/tipografo.JPG" style="cursor: pointer; display: block; height: 129px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
Ainda,
no final do ano de 2007, BS oralizava e escrevia com auxílio do
tipógrafo as letras do alfabeto (letras de imprensa), palavras e
pequenas frases, mas, no entanto, ainda não havia alcançado uma
capacidade visual para leitura.<br />
<br />
Este ano, em 2008, em
parceria com os pais, BS está matriculada numa escola regular de ensino
e esta tem acompanhado de forma prazerosa tal experiência. Com esta
parceria, visamos minimizar a tensão obtida durante quase dois anos,
com relação “Braille” e “negro”, e dar-lhe oportunidade de conviver com
outras crianças, numa nova rotina de trabalho, pretendendo com isso,
além de seu desenvolvimento cognitivo a evolução de sua condição
visual-cognitiva.<br />
<br />
Assim sendo, com o apoio da mãe e da
escola, tem sido possível até hoje, desenvolver suas habilidades
socializando e integrando a BS ao mundo panorâmico.<br />
<br />
É
extraordinária a mudança advinda de seu ingresso numa escola “comum” em
que convive com crianças ditas “normais”. Seu material escolar está
sendo adaptado durante todo o processo. Os pais compraram os livros
comuns para facilitar o acompanhamento com o professor de estimulação
visual e a terapeuta ocupacional, para que possam trabalhar com
antecipação habilidades necessárias para execução de algumas
atividades. A escola tem demonstrado aceitação e interesse no trato com
a criança, a família e os profissionais.<br />
<br />
BS não
demonstra aparentemente nenhum tido de dificuldades em seu processo de
aprendizagem, entretanto, é possível perceber que a BS apresenta atraso
com relação aos processos de leitura e escrita (maior dificuldade com a
leitura). Tais dificuldades, de forma alguma, prejudicarão seu
desenvolvimento educacional, pois, é possível, através de adaptações e
das orientações dadas ao professor de sala comum promover o acesso à
aprendizagem e aquisição de conhecimentos através de conteúdos
abordados em sala de aula.<br />
<br />
A aprendizagem e assimilação
do conteúdo podem se incidir através de conteúdos oralizadas e/ou
atividades adaptadas, afinal, o objetivo principal da escola é o
conhecimento e aprendizagem dos conteúdos. A leitura e a escrita seriam
apenas recursos para esta aquisição. No entanto, não é possível que a
BS utilize-se da leitura para aquisição do teor escolar. A família, os
profissionais e colegas de sala servirão de intercâmbio entre o
conteúdo a ser lido e a criança.<br />
<br /></div>
<br />
<br />JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-38186512947651657922016-10-07T06:53:00.000-07:002016-10-07T06:53:08.652-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 4)4ª ETAPA – DESENVOLVENDO A FUNÇÃO VISO-MOTORA<br />
<br />
Foram
adaptadas diferentes formas de tipógrafos para trabalhar a coordenação
motora, visando desenvolver o processo de escrita, alcance do estágio
ideal, facilitando assim, a aquisição futura de uma melhor habilidade
para a leitura. A criança poderá utilizar esse recurso, o tipógrafo,
também como auxílio para o alinhamento e distribuição das letras e
frases durante o processo de escrita, além de oferecer melhor dimensão
do espaço a ser utilizado e a relação deste com o tamanho da palavra.
Além de que, durante este processo de aquisição da escrita podemos
encontrar uma relação deste com a teoria da psicogênese de Piaget e
Emília Ferreiro. É oportuno que a escrita se desenvolva bem antes da
aquisição das habilidades e/ou capacidades visuais para o processo de
leitura.<br />
Ainda, no final do ano de 2007, BS oralizava e escrevia
com auxílio do tipógrafo as letras do alfabeto (letras de imprensa),
palavras e pequenas frases, mas, no entanto, ainda não havia alcançado
uma capacidade visual para leitura. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvwqgSzxz_B5mTALveLYKjw3ioF6rQ7HEPE0Gd3obNxVkzQGxu_SqEZyU6AHue_HVmaxYNhJ6jdkqByFRJWnYogxFQgkGGw6EUt_ua6CGImWdbieD_c8ob9JFcJ8d-x9NI-bbQNR-1jgU/s1600-h/treinando+a+letra+A+no+tip%C3%B3grafo.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293461297900095874" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvwqgSzxz_B5mTALveLYKjw3ioF6rQ7HEPE0Gd3obNxVkzQGxu_SqEZyU6AHue_HVmaxYNhJ6jdkqByFRJWnYogxFQgkGGw6EUt_ua6CGImWdbieD_c8ob9JFcJ8d-x9NI-bbQNR-1jgU/s320/treinando+a+letra+A+no+tip%C3%B3grafo.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAKh8JEhtR68YwVdIf98tTKLuSyyPAEDChIR608lgVU1cXWTeOy4oel0WsI_3jFbm6XWWpz-d8G1Nbp_JvjTCUQz4E6bUH1RdPrbCUAjJmEggUeID2VG29EmJKOOgVbz45yKETkuKq9g/s1600-h/treinando+a+letra+B+no+tip%C3%B3grafo.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293461309745237602" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAKh8JEhtR68YwVdIf98tTKLuSyyPAEDChIR608lgVU1cXWTeOy4oel0WsI_3jFbm6XWWpz-d8G1Nbp_JvjTCUQz4E6bUH1RdPrbCUAjJmEggUeID2VG29EmJKOOgVbz45yKETkuKq9g/s320/treinando+a+letra+B+no+tip%C3%B3grafo.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Este
ano, em 2008, em parceria com os pais, BS está matriculada numa escola
regular de ensino e esta tem acompanhado de forma prazerosa tal
experiência. Com esta parceria, visamos minimizar a tensão obtida
durante quase dois anos, com relação “Braille” e “negro”, e dar-lhe
oportunidade de conviver com outras crianças, numa nova rotina de
trabalho, pretendendo com isso, além de seu desenvolvimento cognitivo a
evolução de sua condição visual-cognitiva. <br />
Assim sendo, com o
apoio da mãe e da escola, tem sido possível até hoje, desenvolver suas
habilidades socializando e integrando a BS ao mundo panorâmico.<br />
É
extraordinária a mudança advinda de seu ingresso numa escola “comum” em
que convive com crianças ditas “normais”. Seu material escolar está
sendo adaptado durante todo o processo. Os pais compraram os livros
comuns para facilitar o acompanhamento com o professor de estimulação
visual e a terapeuta ocupacional, para que possam trabalhar com
antecipação habilidades necessárias para execução de algumas atividades.
A escola tem demonstrado aceitação e interesse no trato com a criança, a
família e os profissionais.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYkePFOVq_RthHzV8sUqMoQXTxxG0bqYBJuf55uCGz-QzbqFmAityR8MjkSCysLJ_HlJ8r16Mj7qk4gike9s3oRNUO5VhcwZCuO4nb1IIDxspmrcxzlC-OFqfa4rctmbQb9fqEBdGn2bs/s1600-h/DSC00027.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293464158407849842" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYkePFOVq_RthHzV8sUqMoQXTxxG0bqYBJuf55uCGz-QzbqFmAityR8MjkSCysLJ_HlJ8r16Mj7qk4gike9s3oRNUO5VhcwZCuO4nb1IIDxspmrcxzlC-OFqfa4rctmbQb9fqEBdGn2bs/s320/DSC00027.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXuvkc349PwQxSLRH7005EOBSb1P2zz2Di40AkRuZxHjeEA7-ZerXTE-eCHGVhhyjKT5fPgcRK6OrKPkAhZTNsu5Mjdq0haC32s1Ikga5nPAlyfL6lw7_jjgllp0iDb2QD_-Fthyhrklw/s1600-h/DSC00012.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293464155593330290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXuvkc349PwQxSLRH7005EOBSb1P2zz2Di40AkRuZxHjeEA7-ZerXTE-eCHGVhhyjKT5fPgcRK6OrKPkAhZTNsu5Mjdq0haC32s1Ikga5nPAlyfL6lw7_jjgllp0iDb2QD_-Fthyhrklw/s320/DSC00012.JPG" style="cursor: hand; cursor: pointer; display: block; height: 235px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIfAGb-PxaXKV7j78hhFyfI7wmsBdYQfQoTSM-yM55H5LJ6cAZriB4KRRiKpFGRqpfOq52UJpV5dHqKuDl96yN5GGLIudxbICJs2Y0kWgzaHe1NNm4Dr33Df00WEUWNPFhUsZXcZMNr44/s1600-h/DSC00009.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293464149965868194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIfAGb-PxaXKV7j78hhFyfI7wmsBdYQfQoTSM-yM55H5LJ6cAZriB4KRRiKpFGRqpfOq52UJpV5dHqKuDl96yN5GGLIudxbICJs2Y0kWgzaHe1NNm4Dr33Df00WEUWNPFhUsZXcZMNr44/s320/DSC00009.JPG" style="cursor: hand; cursor: pointer; display: block; height: 181px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
BS
não demonstra aparentemente nenhum tido de dificuldades em seu processo
de aprendizagem, entretanto, é possível perceber que a BS apresenta
atraso com relação aos processos de leitura e escrita (maior dificuldade
com a leitura). Tais dificuldades, de forma alguma, prejudicarão seu
desenvolvimento educacional, pois, é possível, através de adaptações e
das orientações dadas ao professor de sala comum promover o acesso à
aprendizagem e aquisição de conhecimentos através de conteúdos abordados
em sala de aula.<br />
A aprendizagem e assimilação do conteúdo podem
se incidir através de conteúdos oralizadas e/ou atividades adaptadas,
afinal, o objetivo principal da escola é o conhecimento e aprendizagem
dos conteúdos. A leitura e a escrita seriam apenas recursos para esta
aquisição. No entanto, não é possível que a BS utilize-se da leitura
para aquisição do teor escolar. A família, os profissionais e colegas de
sala servirão de intercâmbio entre o conteúdo a ser lido e a criança. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfrr47j1Fv9YUIvN1HULh3hA0m_87e7Sth9jKMPxa2LwODFLKvAgmuNfNg4iLGJbPejaOq9raW5K-Fad5Bx7VEXhGbrBCWameODT6Eef_dAXUWHuy4UGfU3HDgh98iFxMBy2bauYCYgaY/s1600-h/NET+TIPOGRAFO2.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293462986689125762" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfrr47j1Fv9YUIvN1HULh3hA0m_87e7Sth9jKMPxa2LwODFLKvAgmuNfNg4iLGJbPejaOq9raW5K-Fad5Bx7VEXhGbrBCWameODT6Eef_dAXUWHuy4UGfU3HDgh98iFxMBy2bauYCYgaY/s320/NET+TIPOGRAFO2.JPG" style="cursor: hand; cursor: pointer; display: block; height: 97px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZti40Eu25pt4ZBwp2f3k-_1L2cGWdbQ3xy6Y00c20SZJ5jdGq4EI9xM9I3XBBjn70mxBas4wkrOtH0B96h99fKDrjYCAVOlYz1XGfLWur0VhgMYYLj0YPMdsXG1RJYB2oNQtXWAtHzWE/s1600-h/ajuda+da+m%C3%A3e+03.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5293462988622270066" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZti40Eu25pt4ZBwp2f3k-_1L2cGWdbQ3xy6Y00c20SZJ5jdGq4EI9xM9I3XBBjn70mxBas4wkrOtH0B96h99fKDrjYCAVOlYz1XGfLWur0VhgMYYLj0YPMdsXG1RJYB2oNQtXWAtHzWE/s320/ajuda+da+m%C3%A3e+03.JPG" style="cursor: hand; cursor: pointer; display: block; height: 92px; margin: 0px auto 10px; text-align: center; width: 151px;" /></a>JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-55554663113737320042016-10-07T06:50:00.003-07:002016-10-07T06:50:28.960-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 3)3ª ETAPA – DESENVOLVENDO O PROCESSO DE LEITURA<br />
No segundo
estágio eram apresentadas formas geométricas (circulo, quadrado e
triângulo) utilizadas para desenvolver habilidade de identificar,
discriminar e perceber estímulos visuais para reconhecimento (leitura),
inicialmente com fundus preto e luminária que aos poucos, após melhor
utilização e desenvolvimento funcional visual, eram retirados, ficando
apenas a atividade em folha branca e com caracteres coloridos
(contrastantes) e com altos contrastes (preto no branco e branco no
preto), aplicativos para computadores, bem como adaptação do meio em que
vive, atividades de lazer e rotina visual.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0HXxhSGQYeZOujVF-IsXyJN6A8wVRr-JWHfvyD1E1dfPcdHeB5_apu73G3oIcpyeCYjHIWTrV5F4t5oTJWrPPsjFZapTkI3XcoZdWtAOfhBsw1EEaHdDlt7ZUTz5VttqdN67A8zLk6g/s1600-h/circulo+grande+e+pequeno.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270434748014414914" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0HXxhSGQYeZOujVF-IsXyJN6A8wVRr-JWHfvyD1E1dfPcdHeB5_apu73G3oIcpyeCYjHIWTrV5F4t5oTJWrPPsjFZapTkI3XcoZdWtAOfhBsw1EEaHdDlt7ZUTz5VttqdN67A8zLk6g/s320/circulo+grande+e+pequeno.JPG" style="cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Os
estímulos visuais, a princípio, eram simples e isolados, possibilitando
atingir gradativamente estímulos mais complexos. Para isto, foi
indispensável o uso de alto-contrastes principalmente preto no branco e
branco no preto e diversificação das texturas (alto-relevo,
médio-relevo, baixo-relevo, e aos poucos, sem nenhum relevo) para
trabalhar as funções visual-cognitivas, visomotora e coordenação motora.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFyEeR7WFMEZjnMBplXb-KpYAczZkNMHA-Snhd66Ync4fpyIknztvRyB_8FxMWZy4UxWRfmc2lb7BtLpOalVzAx629-ei5EXATKE0-dVLOEF_l5OIfbDtvU-4jgJwLifzWEXLrLhMmMCo/s1600-h/conhecendo+a+letra+A.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270435444253272178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFyEeR7WFMEZjnMBplXb-KpYAczZkNMHA-Snhd66Ync4fpyIknztvRyB_8FxMWZy4UxWRfmc2lb7BtLpOalVzAx629-ei5EXATKE0-dVLOEF_l5OIfbDtvU-4jgJwLifzWEXLrLhMmMCo/s320/conhecendo+a+letra+A.JPG" style="cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 122px;" /></a><br />
Visando
integrar suas habilidades visuais às táteis, olfativas, auditivas e
paladares, após desenvolvimento de suas habilidades citadas
anteriormente e, com uso da luz na luminária, foram inseridas atividades
como adivinhações e experiências com contação de estórias (livros
adaptados com variação de relevos e contrastes), músicas (com imagens
simples em cartelas. Ex: a janelinha fecha... a janelinha abre...),
entre outras. Através destas e outras atividades apresentadas,
buscava-se também fazer com que esta procurasse inicialmente utilizar a
visão para identificar e confirmar através do tato. Estas atividades
foram desenvolvidas de acordo com sua faixa etária e condição visual. A
cada evolução visual apresentada eram adaptadas novas atividades para
atender suas carências e desenvolver novas habilidades.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG689kyh8eELgg0uaBk4C4VUwC-yodvmQoiJevhSrjSUwGhGeYGH0Ro66Fe3qyDJJimUGbR1-V1vO60IAJiXJbgNmB6j0eaghSNxbbJo5APqCCwZGg24VnLEx41GSOx9ASPSIL1u5geCg/s1600-h/diversificando+as+formas.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270436361441661442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG689kyh8eELgg0uaBk4C4VUwC-yodvmQoiJevhSrjSUwGhGeYGH0Ro66Fe3qyDJJimUGbR1-V1vO60IAJiXJbgNmB6j0eaghSNxbbJo5APqCCwZGg24VnLEx41GSOx9ASPSIL1u5geCg/s320/diversificando+as+formas.JPG" style="cursor: pointer; display: block; height: 113px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Desta
forma, em 2007, com cinco anos de idade, tornou-se possível adaptar as
atividades escolares no nível pré-escolar objetivando prepará-la para
utilização de seu resíduo visual com atividades escolares em negro
simplificadas. Aos poucos, foram sendo trabalhadas as funções
visual-cognitivas, visomotoras e coordenação motora, sendo assim, já era
possível adaptar as atividades escolares e esta poderia possivelmente
ingressar em sala de aula comum e, sendo assim, alfabetizá-la em negro.
Com um pré-escolar integrado, a criança passa a ser objeto de uma
constante observação e atenção da professora que orienta, ajuda e
aconselha. Ela não recebe apenas uma boa educação (bons hábitos e boas
maneiras), mas aprende a pensar, observar, julgar, ser justa, paciente,
honesta e prestativa.<br />
Durante este período, realizei a adaptação
de alguns aplicativos para computadores e apresentações de estorinha
para DVD, entre outros. BS então passou a realizar atendimentos também
com o uso de mais este recurso. No final de cada atendimento era lhe
dado o direito de “brincar no computador” ou “assistir estorinha pela
televisão”, etc. <br />
<br />
<br />
Após
alguns meses de uso deste recurso, observei que ela além de não girar
mais a cabeça com tanta freqüência na tentativa de acompanhar o
personagem, já era capaz de diferenciar tamanhos, posições e algumas
formas mais complexas. <br />
Quanto ao processo visomotor, foi
necessário desenvolver as habilidades de leitura e escrita
separadamente. Nesta mesma ocasião, BS demonstrou o interesse pelo
desenho. Deste modo, iniciaram-se mais uma fase de desenvolvimento... e
os ensaios para o processo de escrita eram constantes. Eis que surgiam
as mais novas garatujas.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx6bpjMaRbyVOo1n8WO7Uaf0CP1IaHCV6SNJvDtDF8hOmgMnxoD4SE5lNyasaOt3TKEtgxUGKcpqw5YvbwxfgCFQWAsxGr-JO1C2mPW_SgJETPQz_Bn-bq1vLI0DpOScTfUHsW2p5oDy8/s1600-h/olha+o+que+desenhei+e+pintei.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270909936384462082" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx6bpjMaRbyVOo1n8WO7Uaf0CP1IaHCV6SNJvDtDF8hOmgMnxoD4SE5lNyasaOt3TKEtgxUGKcpqw5YvbwxfgCFQWAsxGr-JO1C2mPW_SgJETPQz_Bn-bq1vLI0DpOScTfUHsW2p5oDy8/s320/olha+o+que+desenhei+e+pintei.JPG" style="cursor: pointer; display: block; height: 105px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7nwe1jRbWCV2uyJ3UCt_iCwL20IdQph4ebsfK6ii6F4PyP4Ecv4viCkgBiLQmrbAVAv3hjJulXoMX4C7AJNCGP4wBNUerWLliK-C2bSMQj5nxslkuZQ5fTeXeocN60O34KvgmU3ZcXWM/s1600-h/admirando+o+que+produziu.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270909404526746802" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7nwe1jRbWCV2uyJ3UCt_iCwL20IdQph4ebsfK6ii6F4PyP4Ecv4viCkgBiLQmrbAVAv3hjJulXoMX4C7AJNCGP4wBNUerWLliK-C2bSMQj5nxslkuZQ5fTeXeocN60O34KvgmU3ZcXWM/s320/admirando+o+que+produziu.JPG" style="cursor: pointer; display: block; height: 101px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
VYGOTSKY
(1989) avalia que a criança, na arte de desenhar, realiza os ensaios
prévios da linguagem escrita. Para FERREIRO (1987), o processo inicial
de escrita ocorre de acordo com a representação escrita do pensamento e
interpretação da criança com o mundo que a cerca. Os sinais projetados
no papel se configuram inicialmente em simples movimentos motores e
progressivamente experimentam outros rabiscos sugerindo novos
significados para simular objetos, histórias ou brincadeiras. BS
realizava desenhos sem lógica (garatujas) apesar de não poder ler ainda o
que escreve, ela faz desenhos da forma que interpreta a imagem, ou
seja, com o mesmo direcionamento supracitado.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2m-WMozJYPybUoObQ4ahgEu77BESJmpSMMcu1Y_SSf5XcTld-R4-8SuanYfHrxDYc_lDwTGx53umsnhWNjpGRVRBT7pSSsPRL89FPfFHZ_EKf2Of_jiW5c7barqm6SLlXamui5NM0C_I/s1600-h/DSC00019.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5270966915040134018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2m-WMozJYPybUoObQ4ahgEu77BESJmpSMMcu1Y_SSf5XcTld-R4-8SuanYfHrxDYc_lDwTGx53umsnhWNjpGRVRBT7pSSsPRL89FPfFHZ_EKf2Of_jiW5c7barqm6SLlXamui5NM0C_I/s320/DSC00019.JPG" style="cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
Nesse
sentido, cabe ao professor direcionar as atividades na centralização
com uso do desenho: ilustrações de fatos reais (em sala de aula, em
passeios, representação de objetos, desenho livre...), como a linguagem
de imagens se aproximando do objeto a ser representado. Podemos dizer
que o desenho é um simbolismo inicial, pois mantém características
formais do objeto. Já, na escrita, sistema articulado de símbolos e
signos, constitui-se em representação subseqüente e elaborada, por
representar a língua oral que, por sua vez, representa o pensamento, não
mantendo nenhuma característica formal do objeto representado.<br />
Utilizando-se
este referencial teórico e observando o estágio de desenvolvimento em
que se encontra, é possível adotar uma metodologia que se processe nas
três fases para aprendizagem: Exploração, Conhecimento e Representação, e
Aplicação.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-30607705345997114002016-10-07T06:48:00.002-07:002016-10-07T06:48:54.887-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 2)2ª ETAPA – TRABALHANDO COM AS FUNÇÕES VISO-COGNITIVAS<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlaTlQTnCd2EQGFACDvUC9AgZ50L6tKPaoP7pgpPcEjn9FAzjJX5Qy8Nqi3FFO1htXSsMhLiqXenHw_6pNNiJpJoMk2FolLrVf1K7xcdluU5rBgXjH2vzd6W2oyhcAI1nsa8fdAbZA9lY/s1600-h/lanterna+azul.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269294527914205522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlaTlQTnCd2EQGFACDvUC9AgZ50L6tKPaoP7pgpPcEjn9FAzjJX5Qy8Nqi3FFO1htXSsMhLiqXenHw_6pNNiJpJoMk2FolLrVf1K7xcdluU5rBgXjH2vzd6W2oyhcAI1nsa8fdAbZA9lY/s320/lanterna+azul.jpg" style="cursor: hand; cursor: pointer; display: block; height: 114px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Após
amadurecimento das funções visuais cognitivas e melhora no
reconhecimento de luzes coloridas (luz direta), tornou-se possível
inserir recursos coloridos iluminados com a luz da lanterna (luz
indireta). Inicialmente, foram utilizadas atividades com associações:
luz direta vermelha = luz indireta com objeto vermelho, luz direta azul =
luz indireta com objeto azul, e assim por diante. <br />
<br />
Concomitante
a estas, eram realizadas atividades de colagens com brilhos e
contrastes (utilizando-se da técnica dois em um) com uso de luminária
visando incentivar o hábito da postura correta, bem como, desenvolver
sua atenção visual, coordenação visomotora e habilidades
viso-cognitivas.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf5eQXTRHUEwLiF0hd_x5e47F54MRS7apmUqiAri34YVmYYJnigoYYygYHs_PbRXrZBbGB1_uv_cOe6NqBvZotc0dxBTFQAXhg3fv0lTiVVI_UIO907kayFtCimxYfPxvasLQPzLjEuWI/s1600-h/tecnica+dois+em+um+colagem.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295193902278738" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf5eQXTRHUEwLiF0hd_x5e47F54MRS7apmUqiAri34YVmYYJnigoYYygYHs_PbRXrZBbGB1_uv_cOe6NqBvZotc0dxBTFQAXhg3fv0lTiVVI_UIO907kayFtCimxYfPxvasLQPzLjEuWI/s320/tecnica+dois+em+um+colagem.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvqv370sNvMhgt3X8UBjC2B1McEcBVdP2wAZXxofptGnW12D8XGaELGDDOJC8HJAGtxFGDm3vHuUFCeSZs5KDqcYImqFKM4VpR2mEuvepqnknjKhefj_8KdV2GF8vEsJSqBt5BLB_n8Uw/s1600-h/dentro+e+fora.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295191892452882" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvqv370sNvMhgt3X8UBjC2B1McEcBVdP2wAZXxofptGnW12D8XGaELGDDOJC8HJAGtxFGDm3vHuUFCeSZs5KDqcYImqFKM4VpR2mEuvepqnknjKhefj_8KdV2GF8vEsJSqBt5BLB_n8Uw/s320/dentro+e+fora.JPG" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Aos
poucos as luzes diretas (lanterna) já não eram mais necessárias, pois, a
criança já fazia, além do reconhecimento, a seleção e associação das
cores com uso de objetos coloridos e luminária.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0poIi1V3xfDlhl1ekEEsW2YrQ_YVzq1_Snw86sMOlncuPNyyx9EMpqwkLOWQQH8CYGajG0SAYQ04TUxjpcH9puyCoiiTe_3u8AU5b5pVTG48jDMwoafeqsz637ZBrVeR2TYEn9SyP2g/s1600-h/objeto+vermelho+na+luminaria.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295891441684418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0poIi1V3xfDlhl1ekEEsW2YrQ_YVzq1_Snw86sMOlncuPNyyx9EMpqwkLOWQQH8CYGajG0SAYQ04TUxjpcH9puyCoiiTe_3u8AU5b5pVTG48jDMwoafeqsz637ZBrVeR2TYEn9SyP2g/s320/objeto+vermelho+na+luminaria.JPG" style="cursor: hand; cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 120px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1beuiJEQQdGkNTHSBWokg9erkGc5a7RSuritbqsH9d0TcH0rkE2G0jIGe3wAME_h-QItS2wVeeoVbZKa6LM0-eAADXQPPdP2sHCz3_Vq1e6Q2xxza3UHGaAScuVcCc6za_nFDi-DklCc/s1600-h/objeto+azul+na+luminaria.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269295893707057506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1beuiJEQQdGkNTHSBWokg9erkGc5a7RSuritbqsH9d0TcH0rkE2G0jIGe3wAME_h-QItS2wVeeoVbZKa6LM0-eAADXQPPdP2sHCz3_Vq1e6Q2xxza3UHGaAScuVcCc6za_nFDi-DklCc/s320/objeto+azul+na+luminaria.JPG" style="cursor: hand; cursor: pointer; display: block; height: 111px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Ainda
com uso da lanterna, foram inseridas atividades como adivinhações e
experiências com contação de estórias (variando uso de miniaturas e
livro de estórias coloridos).<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVwndt3kZ8GQDrC5_956qvMID42WFGIaulamZiXQt3bAHlFwWdF0VHcWsQzKu1KnWU-ArRmr9K-KZlGROgeFTl5F80ZWQiDzFalTZhcZPREt0t1fV-twgbO4tu_NVwWCIsFY3SswupgU/s1600-h/despertando+a+leitura+04.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269297222850074786" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVwndt3kZ8GQDrC5_956qvMID42WFGIaulamZiXQt3bAHlFwWdF0VHcWsQzKu1KnWU-ArRmr9K-KZlGROgeFTl5F80ZWQiDzFalTZhcZPREt0t1fV-twgbO4tu_NVwWCIsFY3SswupgU/s320/despertando+a+leitura+04.jpg" style="cursor: hand; cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 128px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpOib7vlQGoZpinJwmQX9sdBtsPm834eC1JUCLxmIuyYsVNJrlgWDswvwsiU2AcpbMPXUWmRmOeKFqq-nieFYCmHnf64EeLDEagUsjkL0-FORA__bQUogYlrIzLwjO7EAA8mxZ3KRBr9U/s1600-h/descobrindo+personagens+01.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269297218220160290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpOib7vlQGoZpinJwmQX9sdBtsPm834eC1JUCLxmIuyYsVNJrlgWDswvwsiU2AcpbMPXUWmRmOeKFqq-nieFYCmHnf64EeLDEagUsjkL0-FORA__bQUogYlrIzLwjO7EAA8mxZ3KRBr9U/s320/descobrindo+personagens+01.jpg" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiaDU1FS9MJ6Dq1fK9jwaWa9hx_jbTqtPi4JWuYHYsYuno9RIYLSo6YF-oDvZCrdTqSxN1ftbwEDR1rZyoGQBMlsBuAPnosF2dqVeiiXnxiXk8zFf-TOd30dBivth0XuTaHNJqugRDOtw/s1600-h/despertando+a+leitura+03.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269297216283405042" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiaDU1FS9MJ6Dq1fK9jwaWa9hx_jbTqtPi4JWuYHYsYuno9RIYLSo6YF-oDvZCrdTqSxN1ftbwEDR1rZyoGQBMlsBuAPnosF2dqVeiiXnxiXk8zFf-TOd30dBivth0XuTaHNJqugRDOtw/s320/despertando+a+leitura+03.jpg" style="cursor: hand; cursor: pointer; display: block; height: 160px; margin: 0px auto 10px; text-align: center; width: 127px;" /></a><br />
<br />
Com
a luminária também eram utilizadas brincadeiras com músicas e objetos
coloridos (com uma única cor), entre outras, como por exemplo: para
adivinhações – primeiro a criança toca, manipula e olha o coração
vermelho do tamanho da palma da mão, neste momento são citadas todas as
suas características (cor, tamanho, forma, brilho e cheiro), depois se
faz o mesmo com a bola azul (maior que a palma da mão). Mostrar ambas
com uso da luz na luminária, aproximando o mais próximo possível e a
criança poderá responder de acordo com as características especificadas:
A criança reconhece o coração por ser vermelha? Reconhece a bola por
ser maior? Ambas têm o mesmo cheiro? (sim)... Outra forma é colocar café
e açúcar em recipientes plásticos transparentes e pedir a criança, após
reconhecer as características gerais de cada um, para identificar qual é
o açúcar (por ser mais claro) e qual é o café (por ser mais escuro).
Confirmar adivinhações através do tato e do olfato.<br />
<br />
Além
destas atividades, eram realizadas adaptações para atividades lúdicas,
como: esconde-esconde com uso da luz de lanterna em sala escura,
contação de estórias com as luzes coloridas (estas visavam desenvolver
também sua atenção visual), etc. era sempre percebível o prazer que
sentia durante os atendimentos. <br />
<br />
O contato visual de BS
com o ambiente começou a melhorar. Era tamanho o interesse em descobrir
o mundo colorido que se encontrava ao redor. Já procurava olhar e
depois pegar para manusear e investigar os objetos de interesse dentro
de seu campo visual.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-17100140043684833182016-10-06T17:46:00.002-07:002016-10-06T17:46:33.600-07:00A ESTIMULAÇÃO VISUAL COM ENFOQUE NO DESENVOLVIMENTO VISUAL DA CRIANÇA COM DÉFICIT CORTICAL – ESTUDO DE CASO (PARTE 1) 1ª ETAPA – DESENVOLVENDO AS FUNÇÕES VISUAIS COGNITIVAS<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPhQIk9lkt82TNHK-JSkslNPTEBuTJLHMrM9T5vegoHsXwC7kXnaegAmN2iqcZU1kRNK5L37e1mAzszvz9NpiIqN5ReYPktt72QHTHJuyrLhvx9MuEGdufLpB9dSbUiwwr4imRZn3YA6A/s1600-h/percep+luminosa.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5268901844064914994" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPhQIk9lkt82TNHK-JSkslNPTEBuTJLHMrM9T5vegoHsXwC7kXnaegAmN2iqcZU1kRNK5L37e1mAzszvz9NpiIqN5ReYPktt72QHTHJuyrLhvx9MuEGdufLpB9dSbUiwwr4imRZn3YA6A/s400/percep+luminosa.JPG" style="cursor: hand; cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
A
ênfase do programa utilizado neste estudo de caso, que aqui será
apresentado, foi sobre o desenvolvimento visual, viso-cognitivo,
viso-motor. A Professora realiza a criação e adaptação de recursos e
atividades de acordo com as necessidades visuais específicas
apresentadas pela criança. A Terapeuta Ocupacional elabora recursos e
atividades lúdicas com cenas significativas do cotidiano que permitem
desenvolver suas possibilidades e minimizar as dificuldades apresentadas
numa ação funcional contextualizada, propondo uma adequação do
ambiente: mobiliários adaptados, recursos especiais e modificação da
iluminação, quando necessário.<br />
<br />
Desde muito cedo, BS,
criança nascida de parto normal, apresentava um comportamento em seu
desenvolvimento diferente de outras crianças. Já havia, por parte da
família, uma suspeita de cegueira, porque a criança não reagia e não
acompanhava com os olhos aos estímulos visuais que lhe eram
apresentados. <br />
<br />
No início do ano de 2004, quando BS
tinha dois anos e meio a família matriculou-a numa escola de cegos, onde
iniciou os programas de atendimentos. Período este que recebi seu
encaminhamento da oftalmologista constando o diagnóstico de cegueira
cortical e a necessidade de atendimentos de estimulação visual.<br />
<br />
Foi
realizada uma avaliação funcional quanto a sua percepção visual. Ela
apresentava nistagmo e reflexo pupilar muito lento. Tentou-se maximizar
caracteres para melhor utilização das capacidades e habilidades visuais,
apesar disso, os problemas visuais eram bem mais complexos. Ela contava
apenas com uma leve percepção da luz de lanterna, a ± 3 cm de distância
em AO.<br />
<br />
Através da compreensão do distúrbio ocular
apresentado foi possível identificar suas dificuldades em realizar
tarefas visuais. Contudo, a compreensão dos efeitos funcionais, levando
sempre em consideração o comportamento apresentado durante os
atendimentos (característicos a alguns estímulos, adaptações e situação
sócio-emocional apresentada pela criança), valorizou uma avaliação
individual considerando todos os fenômenos da função visual existente e
aplicando atividades de interesse, tais como, contação de estórias e
atividades lúdicas. Assim, foram levadas em conta tanto as condições
físicas quanto emocionais e sócio-emocionais durante todo o processo. Os
horários de atendimentos variavam de acordo com a atividade apresentada
e o interesse da criança, normalmente, entre 40min e 1h30min, três
vezes por semana.<br />
<br />
“A avaliação funcional é um processo
de observação informal do comportamento visual da criança em relação ao
nível da consciência visual, da qualidade da recepção, assimilação,
integração e elaboração dos estímulos visuais em termos perceptivos e
conceptuais. Observa-se a maneira como a criança utiliza a visão no
brinquedo, na mobilidade, na escola e nas atividades da vida diária.”
(MEC, 2001: 54-55)<br />
<br />
Após avaliar seu quadro funcional,
deu-se início aos atendimentos de estimulação visual, onde lhe era
oferecido estímulos visuais coloridos e com brilhos, luzes de lanternas
(também coloridas), de uso direto, visando o desenvolvimento de sua
capacidade visual.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGgtufoIJuYUK8al4I2vOQbPKyD_pM94IstD50N64gOQcC_Na7g-hair9JluACb6-4ytQyylkvtw_IzOSdVjd3eJjxEMGvF44P2E_p01kgOd0JRdDL12mFFF8B5uea13MH9werQHyFKPU/s1600-h/lanterna+vermelha.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269299841341649890" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGgtufoIJuYUK8al4I2vOQbPKyD_pM94IstD50N64gOQcC_Na7g-hair9JluACb6-4ytQyylkvtw_IzOSdVjd3eJjxEMGvF44P2E_p01kgOd0JRdDL12mFFF8B5uea13MH9werQHyFKPU/s320/lanterna+vermelha.jpg" style="cursor: hand; cursor: pointer; display: block; height: 119px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
<br />
Além
de estímulos luminosos, com o decorrer dos atendimentos e evoluções
visuais apresentadas, foi possível inserir funções visual-cognitivas
necessárias ao seu desenvolvimento funcional, utilizando os mesmos
recursos, e melhorando suas habilidades como: identificar perto / longe,
distanciando e aproximando a luz de lanterna, grande / pequeno,
utilizando lanternas grandes e pequenas, localização de direita /
esquerda, em cima / embaixo, entre outras. Com quase três anos, BS já
era capaz de acompanhar os movimentos da lanterna apenas com o movimento
de cabeça e identificar suas localizações, além de responder aos
estímulos de luzes a cerca de ± 10 cm.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiEv7aN0WKy_BlUFK_ntR8vW1mEMO2LeZpSJTu3ihF-3QyGUPTL-2vXxGwBUBqvUi9jOJ9KxDolyEpDRSg-NKZiAr5kZmJRWQ9VaYV_3NM-qC7477nBBaH4AwXq_nqP3fOUvORCPH3Df8/s1600-h/peq+esq+e+gran+dir.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269300697099530594" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiEv7aN0WKy_BlUFK_ntR8vW1mEMO2LeZpSJTu3ihF-3QyGUPTL-2vXxGwBUBqvUi9jOJ9KxDolyEpDRSg-NKZiAr5kZmJRWQ9VaYV_3NM-qC7477nBBaH4AwXq_nqP3fOUvORCPH3Df8/s320/peq+esq+e+gran+dir.JPG" style="cursor: hand; cursor: pointer; display: block; height: 107px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Procuramos
trabalhar de forma cautelosa. Nas atividades supracitadas, procurávamos
sempre integrar suas habilidades visuais às táteis, olfativas,
auditivas e paladares e, com uso da luz na luminária, eram realizadas
adaptações para atividades lúdicas, como: esconde-esconde com uso da luz
de lanterna em sala escura, contação de estórias com as luzes coloridas
(estas visavam desenvolver também sua atenção visual), adivinhações e
experiências com auxílio de estorinhas, músicas, entre outras; era
sempre percebível o prazer que sentia durante os atendimentos.
Utilizávamos apenas atividades lúdicas com uso de lanterna ou de
luminária sem fazer alusão à visão ou utilização desta (como exemplo:
“Brincávamos” no escuro iluminando os objetos a serem utilizados, entre
outros). <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjDpzYvbcGDjf3V4XWtgMevCUIsHAiC50H1Yg_UsoGaHLaEQCUwT0qtlXpcjLe5dmNJvdwZUsXUUfR1D38d8AGIb1U9Vakm_qkYAHEpHtQ96PUop7qJdIg0M5JiNj0SYWXGtNr9Yioyo/s1600-h/descobrindo+o+movimento.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5269303151607624258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjDpzYvbcGDjf3V4XWtgMevCUIsHAiC50H1Yg_UsoGaHLaEQCUwT0qtlXpcjLe5dmNJvdwZUsXUUfR1D38d8AGIb1U9Vakm_qkYAHEpHtQ96PUop7qJdIg0M5JiNj0SYWXGtNr9Yioyo/s320/descobrindo+o+movimento.jpg" style="cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 160px;" /></a><br />
Antigamente
acreditava-se que o desenvolvimento de uma criança com deficiência
seguia a mesma seqüencial de desenvolvimento de uma criança dita
“normal”, contudo, apresentava-se num processo mais lento. Atualmente,
acredita-se que o desenvolvimento da criança especial segue uma
seqüência diferenciada, ou seja, os comportamentos são aprendidos em uma
ordem própria. Assim, as atividades foram desenvolvidas de acordo com
sua faixa etária e condição visual. A cada evolução visual apresentada
eram adaptadas novas atividades para atender suas carências e
desenvolver novas habilidades.<br />
<br />
Próximo ao final do ano
de 2005, com quase quatro anos, BS já era capaz de acompanhar os
movimentos da lanterna (cerca de ± 15 cm) e de alguns objetos coloridos
(cerca de ± 10 cm), com a cabeça, identificando suas localizações, além
de responder aos estímulos de luzes.<br />
<br />
Seu
desenvolvimento acontecia num contexto de fases progressivas de
maturidade. Por esse motivo, foi/está sendo realizado um trabalho
criterioso (dialógico, interativo e lúdico) e bem dosado, com avaliações
constantes, possibilitando assim identificar qual o melhor momento para
inserção de uma nova fase de atendimento, visando possibilidades de
aprendizagem visual num plano pedagógico.<br />
<br />
No primeiro
estágio, à medida que os exercícios aumentavam sua percepção visual, a
criança apresentava uma melhor reação pupilar, concomitante, diminuição
do nistagmo e melhor acomodação. De acordo com a colocação de Bruno
(2005, p.9):<br />
“A acomodação foi concebida por Lindstedt (1986) como
o processo de formação de imagem clara na retina. Segundo a autora, a
acomodação interferiria na resolução visual para atividades de perto;
uma disfunção acomodativa resultaria em imagem nebulosa, estresse
físico, mental, fadiga e irritação.”<br />
<br />
Assim, com o
decorrer dos atendimentos e evoluções visuais, observando o
comportamento de BS a cada atividade apresentada, em diferentes
situações e condições sócio-emocionais, procurou-se direcionar os
propósitos para atividades funcionais visual-cognitivas (sempre
reforçadas em cada fase visual), necessárias ao seu desenvolvimento
funcional, visando o desenvolvimento de sua capacidade visual para o
reconhecimento de cores, bem como, discriminação, seleção e associação
destas. <br />
<br />
Era perceptível o esforço realizado pela
criança (muitas vezes demonstrando estresse e desprendimento) durante a
execução destas atividades, sendo assim, era preciso usar de artifícios
(como as atividades lúdicas) para que esta mantivesse seu interesse.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-47466400744789281922016-09-23T15:44:00.000-07:002016-09-23T15:44:07.993-07:00SUGESTÕES DE ATIVIDADES PARA ESTIMULAÇÃO VISUAL<br />
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<img height="240" src="data:image/jpeg;base64,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" width="320" /></div>
<br />
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
</div>
MATERIAL:<br />
1. Sala de aula / Sala de atendimento / ambiente iluminado<br />
2. Luzes (natural e artificial)<br />
3. Recursos em branco e preto e/ou contrastantes<br />
<br />
<br />
OBJETIVO:<br />
- Com a realização desta atividade a criança será capaz de perceber, tomar consciência e buscar a fonte luminosa e/ou contraste.<br />
<br />
<br />
<br />
ATIVIDADE 1 – COM LUZ SOLAR OU LUZ AMBIENTE<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=723407427518839027" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=723407427518839027" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=723407427518839027" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=723407427518839027" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=723407427518839027" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=723407427518839027" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
Utilizam-se contrastes entre obscuridade e claridade:<br />
a) Fechar e abrir a janela, fazendo com que a criança perceba que a luz do sol lhe chega até os olhos;<br />
b) Com ajuda do espelho, fazer com que a luz solar se reflita no rosto da criança;<br />
<br />
ATIVIDADE 2 – COM LUZ ARTIFICIAL DA LANTERNA<br />
a) Fazer jogos de luzes, focando o rosto da criança com movimentos horizontais e verticais (lentamente, partindo sempre do centro para fora), motivando a busca, ou no nível ocular ou manipulativo (se sua motricidade o permite).<br />
b) Para motivá-la a permanecer olhando para a luz da lanterna, você poderá acrescentar focos intermitentes (apagando e acendendo a lanterna com pequenos intervalos) utilizando filtros (pode ser papel acetato ou celofane colorido) ou lâmpadas coloridas.<br />
c) Utilizar a luz natural ou artificial através de objetos brilhantes: colocar os objetos brilhantes na entrada da luz solar, girando-os para que possam refletir mais a luz e favorecer uma melhor visualização para a criança.<br />
<br />
ATIVIDADE 3 - OBJETOS DE CORES INTENSAS E CONTRASTANTES<br />
a) Apresentar os objetos aproximando-os dos olhos da criança, estimulando-a a pegar e manuseá-lo, para que, posteriormente, a criança seja capaz de captar a presença de um objeto, reconhecê-lo e/ou identificá-lo (mesmo que parcialmente).<br />
<br />
Observação:<br />
1. A tonalidade cromática do objeto deverá contrastar com o fundo ambiental ou se o objeto tiver mais de uma cor, sua combinação precisa ser diferenciada.<br />
2. Manter repetidos contatos visuais com os estímulos apresentados, tanto em forma estática como em movimento, respeitando o campo visual da criança e a distância a qual possa perceber o objeto.<br />
3. Nos casos onde exista maior visão em um olho, apresentaremos os estímulos no campo visual dominante.<br />
4. Realizar seguimento do objeto em movimento horizontal, vertical, diagonal e circular (sempre iniciando com pequenas pausas na parte central).<br />
5. Localizar o objeto, assinalar ou indicar de onde está ou pegá-lo é fundamental para organização cognitiva da criança.<br />
6. Discriminar entre dois ou mais objetos facilita associar, pode optar e fazer demandas, naquelas crianças com graves dificuldades na expressão verbal.JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-48602423439823329582016-09-23T15:23:00.001-07:002016-09-23T15:23:39.255-07:00MATERIAIS DE ELABORAÇÃO PRÓPRIA.<br />
<br />
As seguintes imagens pretendem mostrar-lhes exemplos de materiais econômicos, bem como, adaptações de recursos, de baixo custo e que estejam ao alcance de todos para prática do sistema alternativo no trabalho com crianças de baixa visão. <br />
<br />
IDÉIAS PARA ADAPTAR ATIVIDADES ESCOLARES NO TREINO DA MOTRICIDADE<br />
Adaptações úteis com alunos portadores de baixa visão na prática e treino da motricidade, bem como, exercício para inicialização e maturação da habilidade visomotora.<br />
Nas atividades pré-escolares é comum utilizar emborrachados, cordões, lã, etc., na confecção e adaptação de recursos e atividades. É importante observar que estas atividades e recursos devem ser o mais simplificados possível, enfatizando unica e principalmente o objetivo a ser alcançado. A atividade não deve ser cansativa, tampouco se deve apressar a criança. É de suma importância a participação do profissional de forma direta durante as primeiras apresentações destas atividades. É necessário que sejam dadas as informações por etapas oralmente (pausas durante as apresentações das características da atividade). Vejamos os exemplos a seguir:<br />
1. FORMAS CIRCULARES<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLrbc5qB3xxrVFvz5txNESvknMS3GrGWL9z4DHHdSPp4QdEloiGeKdUORMNpvgJbiThAvg6pwyHFEkq3jbaG0hWyT93j8ONnWVQ-3DBSlPd26BcZtSPiqG3rS3Qv6nih8I-bjsOKxiUgc/s1600-h/atividade+03.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313350247390626" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLrbc5qB3xxrVFvz5txNESvknMS3GrGWL9z4DHHdSPp4QdEloiGeKdUORMNpvgJbiThAvg6pwyHFEkq3jbaG0hWyT93j8ONnWVQ-3DBSlPd26BcZtSPiqG3rS3Qv6nih8I-bjsOKxiUgc/s200/atividade+03.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 147px;" /></a><br />
(flor adaptada com emborrachado - vazado em círculo no miolo da flor, corpo de lã e folha de cartolina laminada verde)<br />
<br />
Professora: Esta é uma flor. Olhe que bonita! Aqui estão as pétalas, o miolo... (neste momento a professora fala a parte expercífica, dá sua característica e pede a criança para olhar ao mesmo tempo que segurando em sua mão passa por sobre esta parte).<br />
<br />
Após a apresentação, pede a criança para contornar, na forma circular, o miolo da flor.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIADQ59_iUrGqSxyac96lPL1WpWKZXwNBiWOINGeFQACCFI1AzXeYpZ1LzujqMR6AD2aD0Nuz8PfM9Wn8pZFyOgT_SUu4Knsnb1ox3f_2mDRXhOivjVQXM02iIrgc0EijURF-fDPrFnlQ/s1600-h/atividade+04.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313353756583906" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIADQ59_iUrGqSxyac96lPL1WpWKZXwNBiWOINGeFQACCFI1AzXeYpZ1LzujqMR6AD2aD0Nuz8PfM9Wn8pZFyOgT_SUu4Knsnb1ox3f_2mDRXhOivjVQXM02iIrgc0EijURF-fDPrFnlQ/s200/atividade+04.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 146px;" /></a><br />
A medida que a criança vai dominando o movimento e o reconhecimento tátil e visual, a professora poderá adaptar novas atividades, diversificando quantidades (1, 2, 3...), tamanhos (do maior para o menor), relevos (alto, médio, baixo e nenhum relevo - apenas o contraste) e até as formas (flor, carro, pirulito...).<br />
<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMUIuP4Pliam5XxsNZMSfHMek5I7EAwm_aDCAJjdCKfiR_hJTjvhrIWT6RHQQtHSifmhyphenhyphenn4JVBoD2rsaRvjTM-sFuMhHyidLOBBQDbubwOpz3Qq6JWQETxp98ZD1v0tChxmPgwbN1Q75U/s1600-h/atividade+09.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313368704246178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMUIuP4Pliam5XxsNZMSfHMek5I7EAwm_aDCAJjdCKfiR_hJTjvhrIWT6RHQQtHSifmhyphenhyphenn4JVBoD2rsaRvjTM-sFuMhHyidLOBBQDbubwOpz3Qq6JWQETxp98ZD1v0tChxmPgwbN1Q75U/s200/atividade+09.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 146px;" /></a><br />
Nas atividades com barbantes, no exemplo a seguir, o professor poderá trabalhar outros conteúdos - neste caso o tema será higiene. E, para complementar seu raciocínio lógico, o profissional poderá fazer o sabonete de emborrachado na cor vermelha e as bonhas com contornos de barbante ou cordão.<br />
Para temas matemáticos, a criança poderá identificar as maiores, ou menores; o professor poderá solicitar que elas pintem somente as pequenas, ou as iguais, ou até mesmo que faça colagens com papel laminado. As crianças adoram!<br />
Além das formas geométricas, com estas atividades, o profissional poderá trabalhar dentro e fora, bem como, fazer relação das formas geométricas com o meio, como no exemplo abaixo, onde o quadrado se transforma numa janelinha que, de acordo com a musiquinha "a janelinha fecha quando está chovendo... a janelinha abre, o Sol está aparecendo...", faz relação com atividades da vida diária. <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz1OZLjioEQw2ezgPFsMV2562ZypARX2iyReEBLqzLP5tHZBWsVSsk_df-lBizVVQSmrCJc40jYDDfZGT2HKiwkr247Ov4ojFYTJFzuyatohqzlT4SWNztybG5nM1m9z2Xux8hNMKfJPw/s1600-h/atividade+02.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302313338190417666" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz1OZLjioEQw2ezgPFsMV2562ZypARX2iyReEBLqzLP5tHZBWsVSsk_df-lBizVVQSmrCJc40jYDDfZGT2HKiwkr247Ov4ojFYTJFzuyatohqzlT4SWNztybG5nM1m9z2Xux8hNMKfJPw/s200/atividade+02.jpg" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 146px;" /></a><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkxkLhUHPE3QbBrkCU65nQohc6ZCfMMUVUFHNpf-DBvqYhT7uB_VfLIURe7Db5qcQp82soyl6oNLHO2XabkCtrNSMZrbI0mzX_ofvfcYpiuT9cC7d6T7tTye6FbOpI0nZStl67KZlU0k/s1600-h/janelinha.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302310662274970514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkxkLhUHPE3QbBrkCU65nQohc6ZCfMMUVUFHNpf-DBvqYhT7uB_VfLIURe7Db5qcQp82soyl6oNLHO2XabkCtrNSMZrbI0mzX_ofvfcYpiuT9cC7d6T7tTye6FbOpI0nZStl67KZlU0k/s200/janelinha.JPG" style="cursor: hand; cursor: pointer; float: left; height: 96px; margin: 0 10px 10px 0; width: 200px;" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Após o trabalho com formas geométricas e figuras simplicadas, é possível trabalhar as letrinhas do alfabeto utilizando lixa para prática do contorno e reconhecimento visual (o tamanho da letra varia entre 250 e 100, possíveis a atender ao movimento mínimo da coordenação motora e dimensão máxima do campo visual da criança, se possível). <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q6iqLfqucfrCiKKTW8Jq9kdB6ThBeC1FLsC9f8yphqJa32PRI8jv2K-EbrU8zZtaLLsApVeLIlRvCWKlUji1KlzLs082l_U01OeMZxI91LGp9UDKbZlvVwxfXcAdksvqkWeFGfxwqIc/s1600-h/DSC00030.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5302310662466117154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q6iqLfqucfrCiKKTW8Jq9kdB6ThBeC1FLsC9f8yphqJa32PRI8jv2K-EbrU8zZtaLLsApVeLIlRvCWKlUji1KlzLs082l_U01OeMZxI91LGp9UDKbZlvVwxfXcAdksvqkWeFGfxwqIc/s200/DSC00030.JPG" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 170px;" /></a> A aprendizagem da escrita e reconhecimento visual do próprio nome poderá ser um dos objetivos a alcançar com esta atividade. À medida que houver domínio de contorno e reconhecimento das letras o profissional vai trabalhando as letras sequenciadas de formas separadas (em tamanhos maiores) e juntas (em tamanhos menores a medida que foram acrescentadas novas letras).<br />
<br />
<br />
<br />
<br />
Por enquanto é só... espero realmente que gostem desse material. Posso garantir sua funcionalidade. Utilizo constantemente em meus atendimentos e alcançado 100% de funcionalidade.<br />
Se tiverem dúvidas ou sugestões para engrandecimento desta atividade, postem comentários no link "comentários" localizado abaixo.<br />
Um abraço a todos!!!JUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0tag:blogger.com,1999:blog-723407427518839027.post-13218295164174278862016-09-23T15:19:00.002-07:002016-09-23T15:19:47.758-07:00SUGESTÕES PARA ADAPTAÇÃO DE TEXTOS DIDÁTICOS PARA ALUNOS COM BAIXA VISÃO<img alt="" height="263" src="http://www.aptomed.com.br/userfiles/image/Picture3.jpg" width="350" /><br />
A maioria das pessoas com baixa visão apresenta grande dificuldade em atividades que envolvam a leitura e a escrita. Como elas possuem maneiras próprias de ver, é praticamente impossível estabelecer-se um padrão gráfico único que atenda a todas com a mesma eficiência.<br />
<br />
Mesmo cientes dessa limitação, consideramos importante instituir parâmetros que atendam ao maior número possível de pessoas que terão, pelo menos, uma parte de suas necessidades atendida, e dessa maneira possibilitar seu acesso ao conhecimento.<br />
<br />
Por isso indicamos, abaixo, alguns modelos a serem adotados na adaptação de textos para a clientela de baixa visão<br />
<br />
• Fonte: Arial, Verdana ou Tahoma. Não utilizar letras rebuscadas ou com serifas;<br />
<br />
• Corpo: 24, em negrito;<br />
<br />
• Número de caracteres por linha: de acordo com Natalie Barraga (1985), é recomendável o máximo de 39 caracteres por linha;<br />
<br />
• Entrelinhas: sugerimos um espaço e meio entre as linhas para tornar a leitura mais eficiente;<br />
<br />
• Espaço entre as palavras e letras: padrão;<br />
<br />
• Cor do papel e da tinta: o papel branco, marfim ou gelo sem brilho e tinta preta proporcionam maior contraste;<br />
<br />
• Opacidade do papel: suficiente para evitar sombreamento pelo seu verso (segundo FNDE/SEESP – gramatura mínima de 90g);<br />
<br />
• Ilustrações: figuras simples, com poucos detalhes; contornos espessos e bem definidos, contrastantes com o fundo; cores vivas.<br />
<br />
Elas devem estar próximas ao texto que lhes faz referência.<br />
<br />
As ilustrações bem empregadas enriquecem o texto e facilitam sua compreensão.<br />
<br />
Fonte: www.ibc.gov.brJUCIMAR SIDNEYhttp://www.blogger.com/profile/14591094689160297947noreply@blogger.com0