ResumoNeste artigo apresenta-se o conceito de insubordinação criativa com o objetivo de analisar as contribuições que atitudes decorrentes dessa perspectiva podem trazer aos fazeres dos educadores matemáticos. Para isso, colocam-se em pauta discussões a respeito da complexidade educativa, da autonomia profissional, da prática reflexiva e do trabalho colaborativo. Pretende-se suscitar reflexões sobre a questão: Por que considerar a insubordinação criativa para redimensionar as práticas dos educadores matemáticos? Diante desta intenção, busca-se dialogar com teóricos da Educação e da Educação Matemática que se expressam de forma crítica e comprometida com a democracia, a justiça social, a ética e a solidariedade. Assim, justifica-se a necessidade de a comunidade reinventar as práticas da Educação Matemática.Palavras-chave: Insubordinação. Criatividade. Professor. Pesquisador. Educação Matemática. AbstractIn this article we introduce the concept of creative insubordination with the goal of analyzing the contributions that this perspective can make in transforming the practices of mathematics educators. The discussion is grounded in considerations of the complexities of education, professional autonomy, reflective practice, and professional collaborations. Our intention is to incite reflections around the question of why the field should consider creative insubordination in reinterpreting the practices of mathematics educators. Critical theories of education and mathematics education, which envision democracy, social justice, ethics, and solidarity as goals of the educational process, are at the heart of our discussions. As such, we justify the need for the community to consider the reinvention of the practices of mathematics educators.

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In this study, data in the form of (preservice teacher) student voices taken from mathematical autobiographies, written at the beginning of the semester, and end-ofsemester reflections, were analyzed in order to examine why preservice elementary school teachers were highly motivated in a social constructivist mathematics course in which the teacher emphasized mastery goals. The findings suggest that students entered the course with a wide variety of feelings about mathematics and their own mathematical ability. At the end of the semester, students wrote about aspects of the course that "led to their growth as a mathematical thinker and as a mathematics teacher. . ." Student responses were coded within themes that emerged from the data: Struggle; Construction of meaning [mathematical language; mathematical understanding]; Grouping [working in groups]; Change [self-efficacy; math self-concept]; and the Teacher's Role. These themes are described using student voices and within a motivation goal theory framework. The role of struggle, in relation to motivation, is discussed.