Photo Process
Silkscreen printing directly on brass or stainless steel with an epoxy dome covering.
Full color artwork can be reproduced with this process and no metal dividing lines are needed to separate colors.
Perfect for complicated designs or artwork with many colors and/or gradient effect.
![](/up_photo/moon-system/images/Pins/20191102180721_9591.jpg)
Photo process with epoxy over stainless steel (Nickel-like or no edge)
![](data:image/png;base64,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)
5A
Photo process with epoxy over Brass (Gold-like or no edge)
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)
5A
Full color artwork can be reproduced with this process and no metal dividing lines are needed to separate colors.
Perfect for complicated designs or artwork with many colors and/or gradient effect.
![](/up_photo/moon-system/images/Pins/20191102180721_9591.jpg)
Photo process with epoxy over stainless steel (Nickel-like or no edge)
5A
Photo process with epoxy over Brass (Gold-like or no edge)
5A
Production Time
4 weeks after proof approval, 3-4 weeks for pre-production sample.
Rush service is available upon request
Size
Use the longest dimension of the pin as the measurement for the size
Metal Finish
gold-like ,nickel-like, or no edge
Colors
Unlimited colors
Attachments
Pricing includes 1 military clutch
Add $ for extra clutch
Add $ per each rubber clutch
Add $ for tie-tac without chain
Add $ for tie-tac with chain
Add $ for safety pin
Pre-production Sample fee
50% of the sample fee will be refunded when the order is placed without any changes.
Artwork Proof Fee
$13(G)
Sample match
We need a physical sample for closely matching, $80(X) shipping fee is applied for sending to our factory in China
Cancellation
The artwork proof fee will be charged for orders cancelled before production begins or for proofs that are not approved within 1 month.
Shipping
Free ground shipping for order over 313(A)
4 weeks after proof approval, 3-4 weeks for pre-production sample.
Rush service is available upon request
Size
Use the longest dimension of the pin as the measurement for the size
Metal Finish
gold-like ,nickel-like, or no edge
Colors
Unlimited colors
Attachments
Pricing includes 1 military clutch
Add $ for extra clutch
Add $ per each rubber clutch
Add $ for tie-tac without chain
Add $ for tie-tac with chain
Add $ for safety pin
Pre-production Sample fee
50% of the sample fee will be refunded when the order is placed without any changes.
Artwork Proof Fee
$13(G)
Sample match
We need a physical sample for closely matching, $80(X) shipping fee is applied for sending to our factory in China
Cancellation
The artwork proof fee will be charged for orders cancelled before production begins or for proofs that are not approved within 1 month.
Shipping
Free ground shipping for order over 313(A)