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ED= UCAÇÃO INCLUSIVA NO CURSO DE EXTENSÃO UNIVERSITÁRIA: ESTRATÉG= IAS, RECURSOS E MATERIAIS DIDÁTICOS NO ENSINO DE MATEMÁTICA PARA ESTUDANTES DA EDUCAÇÃO BÁSICA COM DEFICIÊNCIA VI= SUAL

INCLUSIVE EDUCATION IN THE UNIVERSITY EXTENSION COURSE: STRATEGIES, RESOURCES AND TEACHING MATERIALS IN MATHEMATICS TEACHING FOR STUDENTS OF BASIC EDUCATION = WITH VISUAL DEFICIENCY

= Marcia Rosa ULIANA[1] | Eliana Alves Pereira LEITE[2]

RESUMO: O presente relato refere-se ao curso<= /span> de extensão universitária de 30 horas que= foi realizado na Fundação Universidade Federal de Rondônia – UNIR, Campus de Ji-Paraná, entre os meses de outubro de 2016 e fevereiro de 2017. As ações foram organizadas da seguinte forma: Encontros peri&oac= ute;dicos; Planejamento e confecção de materiais didáticos para o ensino de Matemática para estudante com deficiência visual; Testagem dos materiais desenvolvidos com estudantes com deficiência visual; Orientação na elaboração de um artigo científico decorrente da experiência vivenciada. O curso teve = por objetivo possibilitar a professores e futuros professores de Matemát= ica discutir e refletir sobre a inclusão de estudantes com deficiê= ncia visual (baixa visão e cegos) na Educação Básica= e desenvolver/confeccionar materiais didáticos para atender as demandas educacionais desse grup= o de estudantes. Participaram 13 acadêmicos do Curso de Licenciatura em Matemática da UNIR, Campus de Ji-Paraná, e 2 professores de Matemática da Educação Básica que atuam em escolas estaduais da refe= rida cidade. Dentre as contribuições do curso, destacam-se as reflexões e a instrumentalização de como ensinar Matemática a estudantes com deficiência visual, oportunizando a construção de novos conhecimentos sobre o fazer pedagó= gico de forma que atenda a diversidade humana na Educação Básica.

Palavras-Chave: Inclusão. Deficiência visual. Matem&aacut= e;tica.

ABSTRACT: The present report refers to t=
he 30-hour university extension course that was held at the Federal Univers=
ity of Rondônia Foundation (UNIR), Campus of Ji-Paraná between October 2016 and February 20=
17. The actions were organized as follows form: Periodic meetings; Planning=
 and preparation of teaching materials for the teaching of Mathematics for =
students with visual deficiency; Testing of materials developed with studen=
ts with visual deficiency; Guidance in the elaboration of a scientific arti=
cle derived from the experience. The aim of the course was to enable teache=
rs and future Mathematics teachers to discuss and reflect on the inclusion =
of students with visual deficiency (low vision and blind) in Basic Educatio=
n and to develop/prepare didactic materials to meet the educational demands=
 of this group of students. Thirteen lecturers from the UNIR Mathematics De=
gree Course, Ji-Paraná Campus, and two Basic Mathematics te=
achers who work in state schools of the city participated. Among the contri=
butions of the course, we highlight the reflections and the instrumentalization of how to teach mathematics to st=
udents with visual deficiency, providing the construction of new knowledge =
about the pedagogical practice in a way that attends to human diversity in =
Basic Education.

Keywords: Inclusion. Visual deficiency. Mathematics.

Re= cebido em: 31= /01/2018

Re= formulado em: 31= /07/2018

Ac= eito em: 10= /09/2018


IN= TRODUÇÃO

A formação do profissional docente é um processo complexo e contínuo, que não se circunscreve a somente um determinado contexto formativo, visto que, segundo Passos et al. (2006, p. 195),tr= ata-se de “um fenômeno que ocorre ao longo de toda a vida e que aconte= ce de modo integrado às práticas sociais e às cotidianas escolares de cada um, ganhando intensidade e relevância em algumas delas”.

Dentre os diferentes espaços de formação, destaca-se a formação inicial, que de= ve oportunizar ao futuro professor a construção de conhecimentos profissionais, preparando-o, portanto, a ter uma “[...] uma bagagem sólida nos âmbitos científicos, cultural, contextual, psicopedagógico e pessoal que deve capacitar o futuro professor ou professora a assumir a tarefa educativa em toda sua complexidade” (IMBERNÓN, 2011, p. 68).

Sabe-se que assumir essa tarefa educativa= em toda a sua complexidade se caracteriza como um dos desafios da profiss&atil= de;o docente, haja vista que se tem a emergência de demandas que não são devidamente abordadas na formação inicial ou formação continuada. Nesse contexto, o professor iniciante, e= muitas vezes o professor experiente, assim como os demais profissionais da escola,= geralmente não têm sabido como lidar e que intervenção pedagógica realizar com relação a essas demandas emergentes no processo educativo escolar.

A profissão docente sob um prisma histórico e social sempre se caracterizou como uma atividade profissional complexa, sendo que, para Serrazina (2012, p. 267), “esta complexidade tem tendência a acentuar-se com a incerteza e imprevisibilidade que caracteriza este início do século XXI”.

Neste cenário, sobretudo, tem-se a= “necessidade de se formar bons professores para cada sala de aula de cada escola, quanto pelo desafio de oferecer processos formativos pertinentes a um mundo em mudanças” (MIZUKAMI, 2008, p. 15). Assim, entende-se que a formação inicial tem um papel preponderante, visto que se ent= ende que os diferentes tipos de conhecimentos da docência construíd= os neste espaço formativo é que:

fornecerão marcos referenciais profissionais e formativos e garantirão a sustentação, como pontos de partida, para constituição e ampliação da base de conhecimento para o ensino, a ser realiz= ada por meio de experiências provenientes da atuação profissional e da formação continuada, frente às deman= das do contexto escolar e da atuação em sala de aula (LEITE, 2016= , p. 24).

Cabe destacar que, quando se chama a atenção para a importância da formação inicial no processo formativo do futuro professor, não se está limitando essa formação somente às experiências oportunizadas pelos diferentes componentes curriculares do curso de licenciatura, mas se está incluindo as diferentes vivências que podem ser propiciadas no contexto acadêmico. Haja vista que Leite (20= 16, p. 93-94) salienta que é:

a conjuntura de todo o curso que forma o professor, e portanto não se deve conceber que essa funç&atil= de;o é atribuída somente a um determinado grupo de disciplinas, ou ainda às disciplinas de uma forma geral da licenciatura, visto que há outros espaços na universidade, que extrapolam a sala de a= ula, como projetos e programas que os licenciandos participam, tais como PIBID, PIBIC, intercâmbios, projetos de extensão, monitorias, assim c= omo o estágio, entre outras experiências.

É com esse entendimento que propom= os em um curso de extensão universitária abordar o tema da Educação Inclusiva, que é de relevância para formação de futuros professores de Matemática e que mu= itas vezes não é contemplado no currículo do curso de Licenciatura em Matemática. No caso, trata-se especificamente decomo ensinar conteúdos matemáticos a estudantes com deficiên= cia visual.

Corroborando com esse aspecto, Uliana e <= span class=3DSpellE>Mól (2014) destacam que, nos Cursos de Licenci= atura em Matemática de Instituições do Ensino Superior (IES)= de Rondônia, temáticas como Educação Inclusiva, diversidade humana e estudantes com deficiência estão ausentes dos currículos ou aparecem de forma tím= ida.

Sendo esta uma das demandas emergentes na Educação Básica, e por considerar que um curso de extensão oportunizaria congregar não apenas futuros professor= es de Matemática, mas também professores de Matemática ex= perientes, é que propusemos e realizamos um curso de extensão universitária com intuito decontribuir com o processo de formação de professores de Matemática no que se refere= ao ensino da Matemática voltado para as demandas e especificidades do estudante que é deficiente visual.

Assim, tivemos a oportunidade de promover experiências formativas com relação à referida temática não apenas a futuros professores de Matemátic= a, mas também de propiciar a formação continuada para professores de Matemática da Educação Básica. Q= uantoà formação continuada, no que diz respeito a temas relacionados= a Educação Inclusiva, sabe-se que há quase a inexistência de cursos (PANSINI; MATOS, 2014; ULIANA, 2015).

Neste curso, buscamos propiciar a construção e apropriação de conhecimentos teóricos e práticos concernentesàs especificidades que devem ser consideradas no processo de ensino-aprendizagem da Matemát= ica para estudantes com deficiência visual. Consideramos que a sensibilização/preparação docente para o trabal= ho pedagógico com estudantes com deficiência se configura em um f= ator relevante para que a inclusão desses estudantes se efetive no âmbito das escolas de ensino regular. Haja vista que Mittler (2003, p. 137) destaca que a “inclusão e exclusão começam na sala de aula”, uma vez que no que se refere à aprendizagem de conteúdos curriculares, incluir um aluno com deficiência em uma sala de aula vai além de ensinar-lhes conce= itos e decorar fórmulas.

De acordo com Fernandes e Healy<= /span> (2010), para que um aluno seja realmente incluso no âmbito da sala de aula, deve-se proporcionar a esse aluno a integraçãocom os de= mais alunos, bem como o conhecimento que está sendo oportunizado naquele espaço. Para que esse processo de inclusão aconteça, faz-se necessário que o estudante com deficiência visual utili= ze materiais que lhe proporcione acesso aos conteúdos curriculares, abrindo possibilidade desse estudante interagir com os demais estudantes na resolução de atividades, assim como de ter a oportunidade efe= tiva de construir conhecimento a respeito do que está sendo ensinado na s= ala de aula.

No entanto, a formação inicial e contin= uada não tem oportunizado de forma efetiva os conhecimentos necessários com relação à Educação Inclusiva, sobretudo em como ensinar, visto que professores, de modo geral, não se sentem preparados para adaptar/confeccionar materiais pedagógicos para atender as particularidades dos alunos cegos no processo de ensino de suas disciplinas. Esse fato é evidenciado nos estudos de Menezes (2008), Duek (2011) e Urzêda (2012). Isso nos leva a concordar com Dickman e Ferreira (2008), ao afirmarem que as escolas iniciaram o processo de inclusão de maneira inadequada devido a vários fatores, dentre eles a falta de preparação dos professores durante a formação inicial para lidar com alunos = com necessidades educativas especiais.

Cabe ressaltar que estudantes com deficiência visual já se encontram nas escolas regulares há a certo tempo. Entretanto, poucos conseguem avançar nos níveis de escolarização e ter um bom desenvolvimento cognitivo (SILVA, 2010). Esse é um fato que nos impulsionou a desenvolver um curso des= sa natureza, que buscou, por meio de diversas ações, tanto teóricas quanto práticas, contribuir com a formaç&atil= de;o inicial e/ou continuada de professores que estão gerindo o processo = de ensino-aprendizagem nos quais estão esses alunos. =

Como a atuação do professor é de grande relevância no processo de inclusão de alunos, considera= -se que cursos como esse podem propiciar, para professores e futuros professore= s, reflexões sobre o processo de inclusão de estudantes com deficiência visual, bem como sensibilizá-los e instrumentalizá-los para promoverem um ensino inclusivo que contempl= e a diversidade humana no processo de aprendizagem de Matemática.

O curso desenvolvido te= ve como objetivo possibilitar a professores e futuros professores de Matemática discutir e refletir sobre a inclusão de estudantes= com deficiência visual (baixa visão e cegos) na Educaç&atil= de;o Básica e desenvolver/confeccionar materiais didáticos para atender as demandas educacionais desse grupo de estudantes.


 

O CURSO DE EXTENSÃO UNIVERSITÁRIA: TEORIA E PRÁTICA ESPECIFICANDO AS AÇ&Ot= ilde;ES DESENVOLVIDAS

O curso intitulado “Estratégias, recurso= s e materiais didáticos no ensino da Matemática para estudantes do Ensino Fundamental e Médio com deficiência visual” foi u= ma ação desenvolvida na região Norte, mais especificament= e no estado de Rondônia. Região que, além de sua beleza natu= ral, com abundância em biodiversidade, recursos hídricos e minerais, também apresenta uma diversidade cultural, representada por diferent= es povos, como os indígenas, quilombolas, ribeirinhos e demais que migr= aram de outras regiões brasileiras. Isso implica em reconhecer que o olhar que se deve ter para essa região não é o de explorá-la e colonizá-la, mas de cuidar e investir nas pessoas que são desta região e que também são brasileir= os. Nesse sentido, ao se discutir sobre o processo educacional nesta regi&atild= e;o, é preciso compreender todas as dimensões da educação na referida região de forma que se possa aten= der as demandas e especificidades que são peculiares à região Norte do país.

Neste contexto geográfico, realizamos o curso = de extensão universitária que foi desenvolvido na Fundação Universidade Federal de Rondônia - Campus de Ji-Paraná, vincul= ado ao Departamento de Matemática e Estatística, mais especificament= e ao Curso de Licenciatura em Matemática.

O referido curso foi de 30 horas, e suas ações ocorreram entre os meses de outubro de 2016 e fevereiro= de 2017. As ações foram organizadas da seguinte forma: Encontros periódicos (8 encontros) com a duração de 2 horas cada, totalizando 16 horas; Planejamento e confecção de materiais didáticos para o ensino de Matemática para estudante com deficiência visual (5 horas); Testagem dos materiais desenvolvidos com estudantes com deficiência visual (4 horas); Orientação= na elaboração de um artigo científico decorrente da experiência vivenciada (5 horas).

Participaram do projeto 13acadêmicos do Curso d= e Licenciatura em Matemática da Fundação Universidade Federal de Rondônia, Campus de Ji-Paraná, e 2 professores de Matemática do Ensino Fundamenta= l e Médio de escolas estaduais, também da cidade de Ji-Paran&aacu= te;. Parte das ações do projeto foi desenvolvida no Laborató= ;rio de Matemática (LABMAT) da UNIR, no Campus de Ji-Paraná e outra parte, a experimentação de materi= ais, foi desenvolvida com estudante cego em uma escola pública estadual do município de Ji-Paraná.

Inicialmente, buscou-se no curso oportunizar aos acadêmicos de Licenciatura em Matemática e professores de Matemática a construírem um repertório sobre a inclusão de alunos com deficiência na Educação Básica, mais especificamente do aluno com deficiência visual, assim como também sobre a legislação que ampara o proc= esso de inclusão e os princípios que fundamentam a Educação Inclusiva. Isso ocorreu por meio de leituras, estudo= s e discussões de diferentes pesquisas.

No curso também se procurou apesentar algumas estratégias pedagógicas, materiais e recursos que favorecem o processo de ensino-aprendizagem da Matemática para estudantes. Para isso, propomos aos cursistas a fazerem levantamentos de pesquisas que abord= avama temática inclusão tanto no campo da Educação qu= anto da Educação Matemática, inventariando-as, identificando estratégias, materiais e recursos que poderiam ser utilizados nas au= las de Matemática.

Assim, ao oportunizar uma construção teórica a respeito da Educação Inclusiva, mais especificamente sobre a pessoa com deficiência visual, bem como apresentar alguns estratégias, materiais e recursos, consideramos qu= e tais elementos se caracterizaram como condições necessárias para que os cursistas pudessem ser mobilizados a desenvolver/adaptar materi= ais didáticos com potencialidade de serem utilizados no processo de ensi= no aprendizagem de tópicos de conteúdos da Matemática dos= anos finais do Ensino Fundamental. Além do mais toda essa preparação juntamente com a construção de mater= iais possibilitou que os professores e futuros professores de Matemática realizassem a testagem dos materiais desenvolvidos/adaptados com estudantes cegos.

Desse modo, para uma melhor visualizaçã= o, segue no Quadro 1 os conteúdos programáticos abordados no cur= so:

Qu= adro 1: Conteúdos programáticos do curso

 

=  

= Conteúdos programáticos

=  

Unidade I<= span style=3D'font-size:10.0pt;font-family:"Garamond","serif";mso-bidi-font-fa= mily: "Times New Roman";color:black;mso-themecolor:text1'> – Uma abordagem histórica e cultural da vida social e da educação da pessoa cega

 

= -História da cultura e identidade da pessoa cega;

= -Os três momentos épicos na vida e escolarização da pessoa cega;

= -A educação especial e o estudante com deficiência visua= l;

= -O movimento da educação inclusiva e o estudante com deficiência visual;

= -A influência da teoria sociointeracionismo de Lev Vygotsky na educação da pessoa cega.

Unidade II – Legislação que aborda sobre os direitos das pessoas= com deficiência

-Constituição Feder= al;

-Lei de Diretrizes e Bases da Educação Brasileira – Lei no 9.394/96.

-Convenção do Direit= o da Criança (1988), Declaração de Educação para Todos (1990) e a Declaração de Salamanca (1994).

= Unidade III – Práticas pedagógicas em contexto inclusivo

= -O Sistema braile;

= -Estudo de casos de ensino sobre essa realidade;<= /o:p>

= -Especificidade das pessoas com deficiência visu= al;

= -A diversidade de alunos presente na sala de aula e o aluno com baixa visão.

Unidade IV – Materiais pedagógicos para o ensino de Matemática p= ara estudantes com deficiência da Educação Básica<= o:p>

 

-Pesquisa e organizaç&atil= de;o de atividade e de materiais pedagógicos divulgados em livros, revistas, artigos, dissertações e teses com potencialidade = de serem utilizados no processo de ensino-aprendizagem de conteúdos de Matemática para estudantes com deficiência visual;

= -Desenvolvimento e confecção de novos materiais e de atividades para estudantes com deficiência visual.

Elaborado pelas professoras que propuseram e realizaram o curso.

Como estratégias didáticas e recursos metodológicos, utilizou-se, nas aulas ministradas no curso, da estratégia expositiva e dialogada, vídeos, leitura e discussão de narrativas, casos de ensino, palestras, dinâmica = de grupos e apresentação de seminários. Essa parte do curso contou com a participação especial de um professor que é cego, atua= na Educação Básica e desenvolve trabalhos com estudantes com deficiência visual. As palestras realizadas pelo referido professor abordaram sobre o braile, o uso do Soroban e de tecnologias assistivas que podem contribuir no processo de inclusão social da pessoa deficiente, empoderando-a com a finalidade de que se tenha autonomia em suas escolhas e emsuas atividades cotidianas.

Na segunda parte do curso (15 horas), constituiu-se efetivamente a parte prática do curso, em que os cursistas foram organizados em 5 grupos e tiveram a oportunidade de desenvolver e confeccio= nar materiais com potencialidade de ser utilizado em sala de aula,sobretudo par= a o ensino da Matemática a estudantes cegos. Além da confecção do material, os acadêmicos e professores de Matemática realizaram a testagem com estudante cego, com intuito de avaliar as potencialidades e limitações do material, para posteriormente realizar os ajustes necessários que emergiram na expe= riência. Cabe destacar que, na confecção de materiais pedagógic= os, os cursistas abordaram os seguintes tópicos de conteúdos matemáticos do terceiro e quarto ciclo do Ensino Fundamental: Operações com os números inteiros; Operaç&otild= e;es com fração; Equação do Primeiro Grau; Equação do Segundo Grau; e Potenciação/Radiciação.

Por fim, os cursistas puderam relatar no formato de artigo científico a experiência vivenciada desde a fase do planejamento, de confecção, até a de testagem do mater= ial, buscando não apenas apresentar o material, mas evidenciar suas potencialidades e limitações no ensino de conteúdos matemáticos dos anos finais do Ensino Fundamental. Com os artigos elaborados, tem-se a intenção de futuramente organizar um liv= ro, com intuito de divulgar como os materiais didáticos foram construídos, o tipo de material utilizado na confecção= dos mesmos, e as potencialidades de serem utilizados no processo de ensino-aprendizagem da Matemática.

RE= SULTADOS/DISCUSSÕES

O processo de avaliação da aprendizagem= dos participantes do curso aconteceu de forma sistemática e contí= nua. Nos encontros, analisou-se a participação dos cursistas nos debates, bem como nas demais atividades solicitadas, sobretudo na que se refere a confecçã= o e testagem de material com estudante cego.Para tanto, foram realizadas= observações e anotações (diário de campo) durante todos os encontros= , assim como foram providenciadasgravações em vídeo da fase de testagem dos materiais que foram confeccionados pelos diferentes grupos, e aplicado um questionário. Esses diferentes instrumentos avaliativos = nos permitiram apresentar algumas considerações a respeito das aprendizagens obtidas pelos cursistas.

No primeiro encontro do curso, foi possível identificar que os acadêmicos e professores apresentavam nívei= s de conhecimentos diferenciados em relação à Educação Inclusiva e educação de alunos com deficiência. Além disso, eles tiveram a oportunidade de explic= itar suas experiências e expectativas ao se inscreverem no curso.

No decorrer do curso, com as leituras e estudos realizados, bem como debates, análises de casos de ensino de alunos deficientes visuais em escolas rondonienses, o contato com um professor ceg= o, o desenvolvimento de materiais e a sua testagem com estudante cego fizeram com que os participantes terminassem o curso, não apenas sensibilizados,= mas também com uma bagagem teórica e prática de conhecimen= to sobre inclusão no processo de ensino-aprendizagem da Matemáti= ca.

Bagagem essa que possibilitou aos cursistas construírem materiais didáticos para atender as especificidad= es de estudantes cegos no ensino de conteúdos matemáticos. Merece destacar que os participantes do curso se mostraram muito interessados e motivados durante todo o curso, por sua vez apreensíveis de início com obrigatoriedade de desenvolver materiais didáticos para o ensino de conteúdos de Matemática dos anos finais do Ensino Fundamental para estudantes cegos. Na compreensão deles, tal ação não seria possível, no entanto fomos orientando-os, ao longo dos meses do curso, sobre as características= que os materiais didáticos deveriam ter para atender as especificidades = no processo de ensino-aprendizagem de estudantes com deficiência visual (baixa visão e cegos). Segue o registro fotográfico dos mater= iais que foram confeccionados pelos cursistas.



3DDSC00=3DDSC00246

Foto 1: Material para ensinar fração e operações com frações

Fonte: Acervo das professoras que desenvolveram o curso

 

Foto 2 e 3: Materiais para ensinar potenciação e radiciação

Fonte: Acervo das professoras que desenvolveram o curso

 

 

3DDSC00099

Foto 4: Material para ensinar Equações do 1º grau

3DDSC00=3DDSC00=Fonte: Acervo das professoras que desenvolveram o curso

Foto 5: Material para ensinar equações do 2º = grau

Fonte: Acervo das professoras que desenvolveram o curso

 

 

 

Foto 6: Material para ensinar operações com números inteiros

Fonte: Acervo das professoras que desenvolveram o curso


Foram 5 materiais didáticos desenvolvidos e testados, com a finalidade de serem utilizados no estudo dos seguintes conteúdos: Operações com os números inteiros; Fração e operações com fração; Equação do Primeiro Grau; Equação do Segundo Gr= au; e Potenciação/Radiciação.

Ao final do curso, ficou perceptível a satisfação dos cursistas em conseguir desenvolver os materiai= s e verificar na prática a funcionalidade dos materiais com aluno cego. = Conforme observações e anotações realizadas durante todo= o curso e os dados obtidos com a aplicação de um questionário aplicado no término das atividades, ficou eviden= te, dentre as ações desenvolvidas, que o desenvolvimento e testag= em do material e a possibilidade de conhecer pessoas cegas e perceber que elas têm condições cognitivas de aprendizagem, em específico da Matemática, se for proporcionado ao estudante c= ego condições por meio de materiais que ele tenha acesso pelos sentidos remanescentes, foram as ações que se mostraram mais expressivas  para a formação docente.

Considera-se que isso se deve principalmente ao fato = de muitas pessoas não conhecerem os princípios da Educaç&= atilde;o Inclusiva e por acreditarem que pessoas cegas são incapazes de apren= der e de ter autonomia e, portanto, de exercer sua cidadania de forma plena. Pode-se evidenciar tal fato na maioria das respostas dadas pelos participan= tes do curso no questionário, como:

 

An= tes de adentrar o curso tinha uma visão bem limitada do deficiente em si= , eu os via como limitados e que não possuíam certas capacidades e= que incluí-los seria como uma tarefa árdua e impossível. Infelizmente essa também era a ideia de colegas meus do ensino médio. Seja pela distância que nos colocávamos por certo receio de falar com o deficiente ou seja pelo modo com o qual o professor se posicionava, deixando-o de lado. Eu acreditava que a inclusão era um tanto impossível.

Na última pergunta do questionário, foi= solicitado para que os cursistas avaliassem o Projeto, atribuindo nota de 1 a 5, considerando que 1 significava que o curso não atendeu as expectativ= as e 5 se o curso atendeu plenamente as expectativas. Todos atribuíram no= ta 5, e argumentaram que não só atendeu como superou as expectat= ivas. Para exemplificar, destacou-se a resposta de dois cursistas. "Nota 5: Pois foi muito além do = que esperava. Além do que imaginava, [...] de fácil entendimento e objetivo no que tange as formas e métodos de inclusão&quo= t;. "5. É valido dizer que o curso superou minha expectativa principalmente pela oportunidade da criação do material e dos testes do mesmo com o aluno ceg= o".

Ficou evidente que os estudos, as discussões, = as reflexões e a instrumentalização de como ensinar Matemática a estudantes com deficiência visual, realizada ao l= ongo do curso, e sobre Educação Inclusiva, sensibilizaram os participantes e contribuíram para a construção de novos conhecimentos sobre o fazer pedagógico no contexto educacional contemporâneo em que a diversidade humana se faz presente.=

Assim sendo, consideramos que o referido curso atingiu seu objetivo que era contribuir com o processo de formação de professores de Matemática no que se refere ao ensino da Matemática voltado para as demandas e especificidades do estudante q= ue é deficiente visual. Cabe destacar que esse tipo de açã= ;o se mostra como um caminho exitoso a ser trilhado tendo em vista preparar futuros professores e contribuir para a formação continuada d= os que estão em exercíciopara uma prática pedagógi= ca inclusiva.

Exercer a docência neste curso proporcionou diversos aprendizados, como repensar a postura e prática profissiona= l, bem como forneceu subsídios para defender que sejam ofertados componentes curriculares que abordem temáticas da Educaç&atil= de;o Inclusiva em cursos de licenciatura nos moldes do que foi desenvolvido no c= urso, visto que o mesmo possibilitou a construção de conhecimentos = tanto em uma perspectiva teórica quanto prática. Também não se pode deixar de enaltecer a satisfação profissio= nal em estar contribuindo em particular no processo de inclusão de estudantes deficientes visuais, e indiretamente na inclusão de estudantes com as diferentes deficiências que se fazem presentes nas escolas de ensino regular.

Haja vista que há tempos, ao confrontar o currículo do Curso de Licenciatura em Matemática da UNIR, Campus de Ji-Paraná, com a realidade da Educação Básica local, tinha-seos seguint= es questionamentos: Como preparar efetivamente os futuros professores a ensinar Matemáti= ca a estudantes com deficiência visual ou demais deficiências? De que forma inserir e trabalhar a temática inclusão nos cursos de licenciaturaa fim de que se atendam as demandas profissionais de futuros professores no que se refere o fazer pedagógico para lidar e ensinar= a diversidade de alunos da Educação Básica?

Essas questões emergiram no contexto do âmbito profissional, em que é comum a preocupaçã= ode não se perder de vista a preparação específica ou pedagógica geral de futuros professores, não se dando muitas vezes a devida atenção para aspectos formativos que se remete= m a conhecer as especificidades da diversidade humana que o docente encontrar&a= acute; no espaço escolar.

No entanto, na medida em que se começou no cur= soa aprofundar leituras e reflexões sobre a formação docen= te, teve-se a compreensão de nuances e aspectos envoltos no processo his= tórico de formação de professores, assim como se teve um entendiment= o de aspectos que se referem a como o processo de inclusão foi deflagrado= nas diferentes culturas e nos diferentes períodos, bem como as políticas inclusivas foram sendo implantadas tanto no cenário internacional quando nacional.

Destacamos ainda que conhecer de forma mais aprofunda= da sobre a variedade de saberes que são mobilizados no exercício= da docência se constituiu como primordial para empreender ações no sentido de aprimorar os saberes existentes e de incl= uir outros novos saberes nesse repertório para a profissão docent= e. Corroborando com esse aspecto, Tardif (2012, p.16) elucida q= ue o saber do professor se situa “na interface entre o individual e o soci= al, entre o ator e o sistema, a fim de captar a sua natureza social e individual como um todo”. 

Nessa perspectiva, considera-se, assim como Nó= voa (2011), que é possível realinhar a formação de professoresàs demandas atuais do século XXI, mediante as seguintes ações:

a) assumir um forte componente da prática, centrado na aprendizagem dos estudantes e no estudo de casos concretos; b) passar para “dentro” da profissão, isto é, basear-se na aquisição de uma cultura profissional, concedendo aos profess= ores mais experientes um papel central na formação dos mais jovens= ; c) dedicar uma atenção especial às dimensões pesso= ais, trabalhando a capacidade de relação e de comunicação que define o tato pedagógico; d) valorizar= o trabalho em equipe e o exercício coletivo da profissão; e) es= tar marcado por um princípio de responsabilidade social, favorecendo a comunicação pública e a participação dos professores no espaço público da educação (NÓVOA, 2011, p. 04)

= Com base nesses aspectos e nos conhecimentos construídos durante a nossa trajetória profissional é = que se planejou e se desenvolveu esse curso, que se insere no âmbito da formação de professorese contempla uma demanda formativa de professores para atuar na escola e realizar um ensino inclusivo. 

Assim, entendemos que eram necessários momento= s de estudos teóricos sobre o processo educacional da pessoa com deficiência, sobre as legislações e documentos que ampa= ram a inclusão de pessoas com deficiência, bem como o que realmente caracteriza uma escola inclusiva.

Contudo, procuramos estreitar os laços entre teorias e práticas, por entender, assim como Nóvoa (2011) e Imbernón (2011) dentre outros,quedevem ser agregados na formação de novos professores momentos de reflexão sob= re situações reais que envolvem a profissão docente e a prática do ato de ensinar. Haja vista que conforme Imbernón (2009, p. 47) “a formação docente deveria apoiar-se, cr= iar cenários e potencializar uma reflexão real dos sujeitos sobre= sua prática docente nos centros e nos territórios, de modo que lh= es permitam examinarem suas teorias implícitas, seus esquemas de funcionamento, suas atitudes etc”.

Para tanto, trabalhamos com casos de ensino/narrativa= s, o que possibilitou projetar os licenciandos nas realidades de processo de inclusão de alunos com deficiência visual em escolas públicas. O estudo de casos de ensino fez emergir muitas discussões, dúvidas, inquietações, tonando-se a= ssim um momento rico de aprendizagem docente para todos. Confirmando o que Duek (2010)apresenta, pautando-se em Shulman (1992, p= .01):

[...] os casos de ensino gerem maior engajamento, sejam= mais exigentes intelectualmente mais excitantes e estimulantes, mais prováveis de estabelecerem pontes entre princípios teóricos e práticos, bem como mais prováveis de auxili= arem iniciantes a aprenderem a “pensar como professores”.

Essa experiência com o uso de casos de ensino/n= arrativa motivou-nos a utilizá-los no ensino de componentes curriculares que ministramos no Curso de Licenciatura em Matemática, no qual atuamos = na Universidade Federal de Rondônia, Campus de Ji-Paraná.

Outro aspecto que cabe destacar no curso foique ainda há desconhecimento/pré-conceito sobre a capacidade de aprendizagem de pessoas com deficiência. E no decorrer das diferentes atividades, eles foram sendo desmitificados, sobretudo no momento em que os cursistas tiveram a possibilidade de conhecerum professor cego que lida bem= com a tecnologia e tem uma vida independente, trabalha, estuda, enfim tem sua autonomia intelectual e social. Ressalta-se ainda que com o referido profes= sor tivemos a oportunidade de aprender noções básicas de b= raile e de Soroban.

Dentre as atividades desenvolvidas, a mais significat= iva para os professores efuturos professores de Matemáticafoi a oportuni= dade de tentar ensinar os conteúdos de Matemática para estudantes cegos, ao ser realizado a testagem dos materiais que foram confeccionados. = Isso remete a autores como Mizukami et a= l (2010, p. 12),que elucidam que “uma aprendizagem (aprendizagem da docência) que deve se dar por meio de situações práticas que sejam efetivamente problemáticas, o que exige o desenvolvimento de uma prática reflexiva competente”.  Em função disso, e por entender que é possível que tais experiências formativas resultem em aprendizagens significativas para a profissão docente, é que temos procurado inserir essa prática também em n= ossa atuação docente.

CO= NSIDERAÇÕES FINAIS

A elaboração e execução do curso de extensão universitária que teve a finalidade de contribuir para a formação de professores tanto no âmbi= to da formação inicial, de futuros professores de Matemát= ica, quanto da formação continuada, para professores de Matemática que atuam na Educação Básica, decorr= em de inquietações tanto de cunho pessoal como profissional, dia= nte da omissão, na maioria das vezes, dos cursos de licenciatura no que = se refere ao fazer pedagógico dos futuros professores com estudantes que possuem deficiência na Educação Básica.

Diante do exposto, consideramos que os objetivos estabelecidos foram contemplados. A partir da experiência vivenciada podemos concluir que é possível organizar no componente curricular de um curso de formação de professores, mesmo com uma carga horária pequena, elementos que contribuam de for= ma significativa na formação de futuros professores no que se re= fere a educação para estudantes com deficiência. =

Essa ação, assim como a que realizamos, por meio da extensão universitária, pode ajudar a reduzir o distanciamento que há entre o que é proporcionado na formação inicial de professores e as demandas educativas da Educação Básica. Além do mais, que possamos sem= pre nos lembrar da responsabilidade que temos enquanto professores de cursos de formação de professores, no processo formativo para a preparação das futuras gerações de professores.=

RE= FERÊNCIAS

BRASIL. Ministério da Educação. Conselho Nacional de Educação. Conselho Pleno. Resolução 02/2015. De= fine as Diretrizes Curriculares Nacionais para a formação inicial = em nível superior (cursos de licenciatura, cursos de formaç&atil= de;o pedagógica para graduados e cursos de segunda licenciatura) e para a formação continuada. Brasília: MEC/CNE/CP, 2015.

DICKMAN, A. G; FERREIRA, A. C. Ensino e aprendizagem = de Física a estudantes com deficiência visual: desafios e perspectivas. Revista Brasileira de Pesquisa em Educação em Ciências, São Paulo;= v. 8, n.2, 2008. Disponível em: <file:///E:/DOCUMENTOS/Downloads/51-186-1-PB.pdf. >. Acesso em: 20 de mar. 2014.

DUEK, V. P. E= ducação Inclusiva e Formação Continuada: Contribuições = dos casos de ensino para o processo de aprendizagem e desenvolvimento profissio= nal de professores. 2011.333p. Tese (Doutorado) – Universidade Federa= l do Rio Grande do Norte, Programa de Pós-Graduação em Educação. Disponível em:< http://repositorio.ufrn.b= r:8080/jspui/bitstream/1/10374/1/VivianePD_TESE.pdf>. Acesso em: 12 mar. 2017.

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FERREIRA, G. L. O Design colaborativo de uma ferramenta para representação de gráfico por aprendizes sem acuidade visual. 2006.108f. Disserta&= ccedil;ão (Mestrado) – Pontifícia Universidade Católica de S&atil= de;o Paulo, Programa de Pós-Graduação em Educaç&atil= de;o Matemática.

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[1] Doutora em Educação em Ciência e Matemática pela Rede Amazônica de Educação em Ciência e Matemát= ica (REAMEC) - Polo Universidade Federal do Mato Grosso (UFMT). Docente da Univ= ersidade Federal de Rondônia (UNIR). E-mail: marcia.rosa@unir.br

[2] Doutora em Educa= ção pela Universidade Federal de São Carlos (UFSCar). Docente da Univers= idade Federal de Rondônia (UNIR). E-mail: eliana.leite@unir.br

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ISSN 2595-1920 | Pesquisa e Prática em Educação Inclusiv= a, Manaus, v. 1, n. 2, jul./dez. 2018.

 

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