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CONNETIX Pastel Mega Pack

Explore a rainbow of pastel delight and let your imagination soar with our 202 Piece Pastel Mega Pack!

Featuring all our standard tile shapes in 8 unique earthy pastel colours PLUS two car bases, this pack is the ultimate option to kickstart or grow your magnetic tile collection. Expand the range of colours children know with our hues of rose, berry, peach, mint, emerald, lemon, violet and sapphire.

Providing endless possibilities for creativity and learning through PLAY, the Pastel Mega Pack is the perfect option for siblings, family and/or friends to enjoy building MEGA Connetix creations together!

Watch ideas and designs come to life as children build pastel coloured creations such as castles and carriages, incredibly tall walls and towers, castles and houses, animals, mandalas – the possibilities really are limited only by your imagination with this pack!

As an open-ended quality toy, Connetix will grow WITH your child as they learn and their play becomes more complex. Expand your collection and take your magnetic tile play fun to the next level with our unique 40 piece Pastel Geometry Pack!

DETAILS

  • Includes 202 pieces
    • 16 x Large squares
    • 48 x Small squares
    • 32 x Equilateral triangles
    • 32 x Right angle triangles
    • 32 x Isosceles triangles
    • 8 x Large hexagons
    • 8 x Window square pieces
    • 8 x Hollow square pieces (door frames)
    • 8 x Rectangles
    • 8 x Fences
    • 2 x cars
    • Idea Booklet
  • Recommended for ages 3+ years (contains magnets and small parts)

Play and creativity using Connetix becomes more involved and complex as children learn and develop. Not only that, children can play independently or with friends and family, supporting important social skills such as teamwork, cooperation, perseverance and resilience.

Connetix can be used to create big castles and towers, build new homes for favourite toys, design marble runs, bridges and trains, animals, numbers and letters, 3D shapes and nets, car ramps, skyscrpers - imagination is the only limit.