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Found 3 results

  1. "A group of four scientists have discovered an entirely new shape which has 13 sides and has named it “the hat”. It is the first 'einstein' tile to have been found: a shape that can cover a plane without overlapping, leaving gaps, or repeating patterns" .... OH IS THAT SO!!!! LOL.... I've made a pattern from it Bwa hahahaha (evil genius laugh)
  2. After seeing the design shared by GaryRS in his post: https://forum.affinity.serif.com/index.php?/topic/186604-the-hat-aka-einstein-shape/ I was intrigued by the '13-sided shape that can be arranged in a tile formation such that it never forms a repeating grid'. Anyway, whilst fiddling about I discovered Affinity Designer's Advanced grid setting 'Horizontal triangular' can be used to make 'the hat' shape. So I just thought I'd 'tip my hat' to GaryRS and share that bit of info! 😉
  3. I build Tessellations using Affinity Design in normal mode (not Isometric). To do this, I create Shapes, adjust their size + arrange them to build a Pattern: So that the Shapes snap within a Pattern and so that the Pattern when duplicated, snaps within a Tessellation (as demonstrated in the 3 images below) Below I describe my workflow followed by questions looking to make my process more efficient. WORKFLOW Step #1 - Find Shape Dimensions for Pattern To find the dimensions of the Shapes within the Pattern, I: Create the Shapes, then I Adjust the constrained size + Rotate + Move the Shapes so they snap to each other (this provides the necessary Shape dimensions to fit within the Pattern) Step #2 - Find Shape Dimensions for Tessellation as well The dimensions of the Shapes must snap within the Tessellation too - so I: Duplicate the same Pattern (from step #1) as many times necessary so the duplicates fully surround all sides of the Original single Pattern, then I Adjust the constrained size of the Shapes so that all shapes snap to each other within both the Pattern + Tessellation (this provides the Shape dimensions within the Tessellation) Step #3- Erase the erroneous, extra Shapes that don't fit within both the Pattern & Tessellation Once the Shape dimensions are final (they snap within both the Pattern and the Tessellation), I erase the erroneous, duplicate Patterns, keeping only the Pattern with the correct Shape dimensions that snap within both the Pattern and Tessellation. Step #4- Merge the Patterns into images rather than shapes (so document 's size don't hinder its agility) Once the erroneous Patterns are deleted, I: Duplicate the Pattern one time Hide the Original Pattern Merge the Duplicated Pattern Step #5- Create the Tessellation Duplicate the Merged Pattern enough times so it fills the entire canvas, creating a non-heavy tessellation QUESTIONS for: Steps #1 and #2, is there a more efficient workflow to adjusting the constrained shape sizes, rotating and moving them so one can learn if they fit into both the *Pattern* and *Tessellation* at once? (rather than having to go through both steps). Ideally, I'd create the Shapes & fill with their corresponding image as usual - but then Adjust, Rotate and Move the Shapes within the Pattern and Tessellation so they snap to eachother in one step. Also, this more efficient workflow would allow me to skip Step #3 that would have multiple erroneous shape sizes [How] can I use the isometric panel for this? Step #3, is there a different format or method I can use so that the repeated, individual Shapes and Patterns don't reduce the document's agility? Otherwise, when making modifications the document's large size hinders its speed. Also, if I don't merge the patterns into images, when returning to the document for any additional modifications, I can avoid having to re-create the tessellation. Thank you so much for any feedback or guidance.
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