--- title: "Can I also let consumers apply discount stickers to a number of pre-set possible items?" slug: "can-i-also-let-consumers-apply-discount-stickers-to-a-number-of-pre-set-possible-items" description: "Can I also let consumers apply discount stickers to a number of pre-set possible items?" tags: ["QA469", "check-ai", "check-images"] updated: 2024-06-07T12:32:24Z published: 2024-06-07T12:32:24Z canonical: "docs.retailvista.net/can-i-also-let-consumers-apply-discount-stickers-to-a-number-of-pre-set-possible-items" --- > ## 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. # Can I also let consumers apply discount stickers to a number of pre-set possible items? <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>Yes, that is possible from RetailVista version 16.12.5987 of May 2016. Such actions are also known as 'sticker printing' and involve printing barcode stickers in, for example, a magazine or brochure. Consumers can stick these stickers on a limited number of pre-set products. By scanning the product, followed by the promotion sticker, that product will receive the offer according to the promotion sticker. To use this functionality, it is necessary to create a voucher type with the duration of a brochure. This is possible via the 'Administration' menu. 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) After the voucher type has been created, the promotion vouchers themselves can be created. This is possible via Start, Promotions, Promotion vouchers. The example below shows the creation of a promotion voucher with barcode 980000000000014. This voucher barcode is linked to the created voucher type 'Sticker printing demo'. ![](data:image/png;base64,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) There is now a promotion voucher. This voucher can then be linked to one or more products. The example below shows a 10% product discount that is only given when a promotion voucher of the type 'Sticker printing demo' is added to the product. ![](data:image/png;base64,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) 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) If multiple products are valid within the voucher promotion, multiple offers will need to be created. Furthermore, with each product offer it is indicated that it is only valid within the voucher type 'Stickers plakken'. If there are multiple stickers within the voucher type, each barcode sticker will have to be created as a promotional voucher.