data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCCStep 1: Add some numbers to your list Step 2: Edit this custom predicate block so that it works! You get to decide the number on the far right, whatever you think it should be.

true

699,4799,8,665,666