Plastic model kit, assembly required. Glue, paint and finishing supplies not included.
Shin Getter Dragon from "Getter Robo" joins the "MODEROID" model-kit lineup from Good Smile Company! It has several points of articulation for posability after assembly; it's molded in color and comes with some pre-painted parts, so all you need is to assemble it. The length of the trip of the Getter Tomahawk can be adjusted, and it comes with the Drill Arm and Booster, as well as Getter Cyclone arm parts. Order this amazing mecha for your own collection today!
Approximately 16cm tall when completed
We are not responsible for any taxes, duty, VAT, customs or other fees on the receiver’s end.
Check out our other items, and save on shipping! To receive combined shipping, place the items you wish to purchase in your cart and the discounted shipping will be calculated at checkout.Please complete all your shopping before checking out, we cannot combine shipping on separate orders.
Sorry, no shipping refunds can be given for combining separate orders.
Plastic model kit, assembly required. Glue, paint and finishing supplies not included.
Shin Getter Dragon from "Getter Robo" joins the "MODEROID" model-kit lineup from Good Smile Company! It has several points of articulation for posability after assembly; it's molded in color and comes with some pre-painted parts, so all you need is to assemble it. The length of the trip of the Getter Tomahawk can be adjusted, and it comes with the Drill Arm and Booster, as well as Getter Cyclone arm parts. Order this amazing mecha for your own collection today!
Approximately 16cm tall when completed
We are not responsible for any taxes, duty, VAT, customs or other fees on the receiver’s end.
Check out our other items, and save on shipping! To receive combined shipping, place the items you wish to purchase in your cart and the discounted shipping will be calculated at checkout.Please complete all your shopping before checking out, we cannot combine shipping on separate orders.
Sorry, no shipping refunds can be given for combining separate orders.