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The Fascinating World of Soft Lenticular Stickers: A Dive into 3D Holography

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Understanding the fundamentals of lenticular printing is crucial before diving into  soft lenticular sticker . These stickers employ a tiny lens, or lentil, as defined by the Latin word "lenticula," from where the phrase "lenticular" originates. When an image is seen from various angles, a lenticular lens's collection of tiny, cylindrical lenses combine to provide the impression of depth, movement, or metamorphosis.   The Function of Soft Lenticular Stickers A contemporary take on classic lenticular printing, soft lenticular stickers are made of thin, flexible plastic. They function by putting two layers of printed artwork—usually in the shape of stickers—between lenticular lens layers. This combination improves the final product's visual attractiveness by enabling the image to be seen with eye-catching 3D effects or lively animations.   The way these lenses refract light is the key to the captivating effects. Each lenticular distributes light differently wh

Know about the Process for Lenticular Printing

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Some amazing effects, such as infinity, 3D depth, the motion illusion, flip & zooming effect can be created by  soft lenticular sticker . For company business cards, it is a great standout product. To grab anyone's attention and stand out from the crowd, all of these can make mesmerizing and stunning effects sure. Working of Lenticular Printing  Through a piece of clear plastic that has been extruded into a lens, lenticular prints are made possible. In a very wide variety of definitions, the lenses come ranging from 10 lenses per inch up to 161. On viewing distance of the product, the size, and the type of effect you want, the definition of the lens depends. So that we are printing perfectly in line with the lens, we have to measure the lens once a lens type has been chosen. A pitch test is appropriate for this measuring process. We create a merged single file from multiple images, with the results from our pitch test. This interlacing is known as this rendering process