Connetix Tiles 30 Pieces Geometry Pack
Connetix Tiles 30 Pieces Geometry Pack
Connetix Tiles 30 Pieces Geometry Pack
Connetix Tiles 30 Pieces Geometry Pack
Connetix Tiles 30 Pieces Geometry Pack
Connetix Tiles 30 Pieces Geometry Pack
Connetix Tiles 30 Pieces Geometry Pack

Connetix Tiles 30 Pieces Geometry Pack

Regular price RM 225.00 RM 225.00
Shipping calculated at checkout.

Add our rainbow hexagons and triangles to your collection and enjoy creating patterns, pyramids, pizzas, mandalas and so much more!

As an open-ended quality toy, Connetix will grow WITH your child as they learn and their play becomes more complex. Extend the possibilities for magnetic tile learning and play by complementing your 30 piece Geometry Pack with our 100 piece Creative Pack or 40 piece Expansion Pack to take your magnetic tile play fun to the next level.

Recommended Age: 3+ (contains magnets and small parts)

Each pack includes:

  • 6 x Hexagons
  • 12 x Equilateral triangles
  • 12 x Isosceles triangles

About Our Products:

  • All tiles are made using non-toxic ABS plastic that is BPA and Phthalate free, sealed and riveted for extra safety.
  • Our unique beveled design allows Connetix to be strong while offering beautiful clear refractions.
  • Connetix are compatible with other leading brands.
Weight 1.45 kg
Dimensions 17.5 × 25.5 × 5 cm
GTIN

712038855933


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      Customer Reviews

      Based on 7 reviews
      86%
      (6)
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      N
      NURUL
      More inspiration!

      I love to observe my little ones playing using magnetic tiles (and now we have the geometric in addition). the process that they go through during building and creating things using the tiles is so beautiful. so much emotions during the process :)

      D
      Diane Chin
      A great open ended toy

      This is my second purchase of the connetix tiles and my son loves it! Such a great toy for a kid's budding imagination 😁

      K
      Kasey K.A.
      Gorgeous Geometry pack

      I love this geometry pack for its vibrant colour scheme and knowing we can make a complete dodecagon.


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