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WHAT IS BUNA RUBBER????
Buna rubber is a synthetic rubber that does not contain any natural rubber. Buna rubber is used when the stamper uses a solvent based ink, "quick" dry ink, or solvent based cleaners on the stamp. This is because the chemicals in the ink, reactivator, and cleaners will deteriorate, or break down the components in the commonly used basic rubber. This break down can distort the die or cause bands to break apart over time. On band stamps the chemicals will also distort or eat away at the plastic used for the wheels and that is why metal wheels are also required.
For regular ink used on paper and other porous material the regular rubber is just fine. However, if the Buna type rubber is required you can be assured that you will also get a long lasting quality stamp.
Materials requested with Buna rubber have to be special made in a separate process than the normal rubber. There is an up charge for the custom rubber & wheels as it is also considered a special order and cannot be returned. It will also in most cases add a small delay to your order.
In the event that you are unsure as to what kind of rubber to order, please don't hesitate to give us a call and we would be glad to answer any questions you may have.