--- title: "How does the article discount sticker work in RetailVista?" slug: "how-does-the-article-discount-sticker-work-in-retailvista" description: "How does the article discount sticker work in RetailVista?" tags: ["check-ai", "QA538", "check-images"] updated: 2024-07-05T14:17:48Z published: 2024-07-05T14:17:48Z canonical: "docs.retailvista.net/how-does-the-article-discount-sticker-work-in-retailvista" --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.retailvista.net/llms.txt > Use this file to discover all available pages before exploring further. # How does the article discount sticker work in RetailVista? <span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span<span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span>A discount label can be printed on a thermal printer from RetailVista. By scanning the barcode of this label, the discount percentage specified on the discount label will be applied to the following product in RetailVista POS. In order to print a discount label, it is necessary to first create a new barcode type of 'EAN13 discount percentage' under 'Barcode Types'. Then specify the leading digits with which the barcode should start. 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) Note: The PLU and Price fields do not need to be filled in, as this barcode type does not use that information! Now go to Start, Promotions, and choose 'Print thermal discount label'. The screen below will appear, where you can enter the number of labels to print and the discount percentage. Then choose a label type to use and the printer on which to print the label. ![](data:image/png;base64,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) When printing a discount barcode, the barcode will consist of the leading number specified in the 'Barcode Type', followed by additional '0' characters until a length of 9 digits is reached. After those 9 digits, the discount percentage will be indicated using 3 digits. However, it can never be more than 100%. Finally, a checksum value is calculated for the EAN13 barcode. **Example (spaces are included for readability only):** 997000 000 010 5 Where 997000 000 indicates in RetailVista POS that it is a discount barcode. The text 010 is the discount percentage and the number '5' is the calculated check digit over all these numbers. RetailVista does not do anything with this check digit, but the Ean13 barcode type requires the mention of such a digit. The chosen label type will have to have a barcode as a field in the layout at minimum. Almost all other fields will not be filled (if used) because this type of discount label is not applicable to a specific product. For this reason, caution is requested when using this code, a customer can basically stick this sticker on any product and get the specified discount. It is better to use promotion vouchers; those discount barcodes only work on a pre-set limited number of products.