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Adjust image dimensions to multiples of a specified number using center cropping or rescaling methods.
The ImageToMultipleOf
node is designed to adjust the dimensions of an image so that they are multiples of a specified number. This can be particularly useful in various image processing tasks where certain algorithms or models require input images to have dimensions that are multiples of a specific value. The node offers two methods for achieving this: center cropping and rescaling. Center cropping trims the image from the center to fit the desired dimensions, while rescaling adjusts the entire image size proportionally. This node ensures that your images meet the necessary dimensional requirements without compromising the overall quality and composition.
This parameter represents the input image that you want to adjust. The image should be in a tensor format, which is a multi-dimensional array commonly used in deep learning and image processing tasks.
This integer parameter specifies the number that the image dimensions should be a multiple of. The default value is 64, with a minimum value of 1 and a maximum value of 256. The step value is 16, meaning you can adjust this parameter in increments of 16. Setting this parameter ensures that the height and width of the output image are multiples of the specified number, which can be crucial for certain processing tasks.
This parameter determines the method used to adjust the image dimensions. It offers two options: "center crop" and "rescale". The "center crop" method trims the image from the center to fit the desired dimensions, while the "rescale" method adjusts the entire image size proportionally. Choosing the appropriate method depends on whether you want to maintain the original aspect ratio or focus on a specific region of the image.
The output parameter is the adjusted image, which now has dimensions that are multiples of the specified number. The output image retains the essential features of the original image while meeting the required dimensional constraints. This ensures compatibility with various image processing algorithms and models that require specific input dimensions.
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