Account PokerWidow – Personalised Poker Chips – Design 1
Product Ref: 5500/7933079
Our personalised chips allow you to add your own text, centre image or a combination of both along with our casino ready outer designs. We can print your name, your club, and your event, along with a photograph, corporate logo or any other usable design to create the chip of your choice. This design allows you to enter your own text only. Two text areas on the face of the chip are available for personalisation - with a 10 character limit set for each space. You can also add your own text in the 2 spaces along the edge of the chip - with a 5 character limit set for each space. If you require more characters than this please see our custom poker chips. You may also choose to use a monetary value for the bottom text box. Enter your required text in the Personalisation box below, stating where the text should go (Top, Bottom, Edge) and then the text. If you wish to use numeric values, just enter the 5 values you wish to display. Example- Top: PokerWidow Bottom: £1, £5, £25, £50, £100 Edge: Poker Widow Made of a high-density ceramic polymer, Poker Widow’s 39mm (10g) professional casino grade chips are for those that want casino quality chips in their game. The customisation of these chips is limitless, corporate logos, unique wording, even a photograph. The entire face and edge of the chip can be customized with full bleed, edge-to-edge artwork. Poker Widow’s manufacturing process means that the image is actually embedded into the poker chip itself, making them ideal for casinos and poker clubs where security is paramount. The image is not a sticker or label and it is not printed on top of the chip – it cannot be removed unless the chip itself is destroyed. Our casino grade poker chips are designed to last a lifetime! Poker Widow’s minimum order is 100 pieces. Poker Widow accepts artwork in Photoshop or Adobe Illustrator formats with a minimum resolution of 300 dpi. Designs can be the same or different for the two faces of chips. You can have a maximum 2 different...
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