Visibility of eTwinning Projects 2026 | Page 222

Visibility of eTwinning Projects Group July 2026 Newsletter architecture, nature, technology, visual arts and everyday life.
Every activity was designed with a clear educational purpose. Beyond developing mathematical competence, the project sought to cultivate critical thinking, creativity, communication, collaboration and learner autonomy. Rather than providing ready-made answers, teachers created learning environments where children felt encouraged to ask meaningful questions, formulate hypotheses, investigate different solutions and construct knowledge together.
In this way, mathematics became much more than a school subject. It became a language through which children interpreted reality, recognised patterns, solved authentic problems and developed confidence in their own ability to think independently.
Mathematics as a living experience One of the defining characteristics of Living Math Explorers was its ability to transform ordinary situations into extraordinary learning opportunities. Mathematics became visible everywhere— not because teachers pointed it out, but because children gradually learned how to recognise it for themselves.
Outdoor learning played a fundamental role in this process. Schoolyards, parks, museums, streets and local communities became authentic learning environments where pupils investigated mathematical ideas in real contexts. They measured distances, compared heights, identified geometric forms in architecture, explored
symmetry in flowers and leaves, investigated repeating patterns in traditional art and estimated quantities during practical activities. These experiences demonstrated that mathematics exists naturally in the world surrounding us.
Instead of beginning with formulas and definitions, learning began with observation, curiosity and exploration. Children collected information, discussed their findings, compared results and gradually constructed mathematical concepts through direct experience. This approach made learning more meaningful because new knowledge emerged from authentic situations rather than abstract explanations.
A particularly rewarding moment occurred when pupils themselves started asking, " Where else can we find mathematics?" instead of the familiar question, " Why do we have to learn mathematics?" This shift represented far more than increased motivation; it reflected a genuine transformation in the way children perceived learning.
By experiencing mathematics as something living, practical and creative, pupils became more confident, more curious and more willing to take intellectual risks. They discovered that making mistakes was an essential part of exploration and that every challenge offered an opportunity to learn something new. STEAM methodologies strengthened this process even further by connecting mathematics with science, engineering,
222