Evan Zodl

This model, is folded from 57 squares of dyed pulp kraft paper, each measuring 48mm. The completed model measures 193mm x 223mm and the units hold together really well, (without glue). I learnt how to fold this when Evan taught it at OrigamiUSA's - Convention 2021.

Designed and folded March 2026 from 18 square sheets of 3 inch (7.5 cm) kraft paper. This design evolved as a variation of my Roxy’s Star, which I taught at OrigamiUSA's recent Origami Connect session. The units are actually simpler to fold and have strong locks. Diagrams are currently in the works, so let me know if you are interested in test folding!

Designed and folded February 2026 from 8 square sheets of 3.5 kraft paper. The locks are strong and the unit makes it easy to achieve 16 points with only 8 squares. I’m really happy with the result and plan to teach it at the Origami Deutschland convention in May!

Folded from 21 square sheets of kraft paper. This design was inspired by the by the CFC Origami “Red & Green” challenge, Brian Beitel’s modulars that I recently test folded, and my Logarithmic Spiral. This is a recursive modular, meaning each stage is folded from progressively smaller squares. This tiny 3-stage rendition is folded from 21 square sheets of kraft paper (7 sheets per stage, ranging from 1.33” to 3”). Diagrams are currently unavailable.

Folded from 40 uncut square sheets of double-sided kraft paper. This is a recursive modular, so this pattern can be repeated until the paper becomes too small to work with. The units have an asymmetrical folding sequence and are folded from a single square. Each stage is folded from eight units, and this rendition has five stages. All units and stages lock together securely. Diagrams are currently unavailable.

Folded from 8 uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. Designed on a snowboarding trip to Okemo. Diagrams are currently unavailable.

Folded from two uncut 30cm x 30cm square sheets of Stardream paper. I’ve been meaning to adapt my Logarithmic Spiral design into a box for years now. I recently saw a picture of Jorge Jaramillo’s Knob Box and was inspired to finally figure out a proper folding sequence. Both the box and lid are relatively easy to fold with simple references. Diagrams are currently unavailable.

Folded from 8 uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. The units are fairly simple and have a unique folding sequence. I still haven’t decided on a name for this one either, so naming suggestions are welcome. Let me know what you think! Diagrams are currently unavailable.

Folded from 8 uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. The units are fairly simple and have a unique folding sequence. I still haven’t decided on a name for this one either, so naming suggestions are welcome. Let me know what you think! Diagrams are currently unavailable.

Roulette Star

Folded from eight uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. I taught this model at the 2023 OrigamiUSA Convention. Diagrams are published in the BOS Spring 2025 Model Collection.

Folded from 8 uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. Diagrams are currently unavailable.

Folded from 64 square sheets of European kraft paper. Each unit is folded from a single square and eight units can be assembled into a star. Consecutively smaller stars are then assembled to create the spiral. Since this is a fractal design, you can theoretically fold and connect as many stars as you’d like. This one has eight iterations of stars. I taught this model at OrigamiUSA's virtual FoldFest Spring 2023 event. Diagrams are currently unavailable.

Folded from 8 uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. This unnamed star is a variant of the star I posted yesterday. Both are folded from the same base, the units are simple, and they lock together nicely. Diagrams can be found in Origami Collection 2022 by OrigamiUSA.

Folded from 8 uncut 7.5cm x 7.5cm square sheets of double-sided kraft paper. The units are fairly simple to fold and they lock together nicely. The base is very customizable, so I’ll be posting more variations of this star in the days to come. If you'd like to learn how to fold this model, check out my video tutorial on YouTube.

Stella

Star Icosahedron

Star Icosahedron

EZ Star

Folded from fifty-seven uncut squares. This model is folded from the same units as the Cube Illusion. They are simple to fold, lock together nicely from behind, and can easily be arranged into different configurations. The cubes can also be tessellated to enhance the illusion. Diagrams are currently unavailable.

Folded from twenty-one uncut squares. Each cube is folded from two slightly different units. They are simple to fold, lock together nicely from behind, and can easily be arranged into different configurations. The cubes can also be tessellated to enhance the illusion. Diagrams are currently unavailable.

Stella

EZ Tessellation

EZ Tessellation

EZ Tessellation

Folded from five square sheets of kraft paper. This design is dedicated to Eugene Orihuel, my uncle’s father, who recently passed away after battling Coronavirus in Spain. This is the time of year when cherry blossoms are in full bloom, so I hope this design brings a little bit of happiness to Eugene’s wife, Evelyn, his son, Eric, and his friends and family who wish they could be together during these difficult times. I hope you are all staying safe and healthy as we do our part to slow the spread of this virus. I taught this model at the 2023 OrigamiUSA Convention. Diagrams can be found in Origami Collection 2021 by OrigamiUSA and Foldspace Origami Convention 2020 Collection by Foldspace Studio.

Stella

Whirlpool

Stella

Folded from 40 square sheets of European kraft paper. Each unit is folded from one square and each iteration is assembled from 8 units. This is a fractal design, so you can theoretically fold as many iterations as you’d like. This model is essentially an octagonal version of my Interstellar design. The units are very different, but they are both inspired by the geometry of spidrons.

Folded from 18 square sheets of European kraft paper. This is a fractal design, so the pattern can theoretically be repeated forever, or at least until the paper becomes too small to work with. Diagrams can be found in Pajarita Magazine #143 by Asociación Española de Papiroflexia and Orison Magazine (Volume 36 / Issue 6) by Origami Sociëteit Nederland.

12-Pointed EZ Star

Hexagonal Logarithmic Spiral

Stella

Harlequin Fractal Star

Star Icosahedron

Folded from 6 square sheets of kraft paper. This design was inspired by the work of Matt Shlian. It can easily be folded from a different number of units to create a more or less complex star. Diagrams can be found in Origami Collection 2018 by OrigamiUSA.

Star Tower

Hexagonal Logarithmic Spiral

12-Pointed EZ Star

Maria's Star

Sarah's Star

Sarah's Star

Maria's Star

Folded from eight 3 x 3 square sheets of double-sided kraft paper. The units are very simple, the locks are strong, and I'm really happy with the color changes. Diagrams can be found in Origami Collection 2017 by OrigamiUSA.

Maria's Star

Octagonal Logarithmic Spiral

Hexagonal Logarithmic Spiral

Maria's Star

12-Pointed EZ Star

6-Pointed EZ Star

Maria's Star

Eight Squares of Winter Galaxy paper.

Folded from 8 uncut 10cm x 10cm square sheets of double-sided kraft paper. This star is dedicated to my friend and talented origami artist Maria Sinayskaya. She has always been generous to the origami community and her work continues to inspire me. This particular design was inspired by her recent series of stars. Diagrams can be found in The Fold: Issue 35 and Origami Collection 2025.

Folded from one uncut 30cm x 30cm sheet of elephant hide. This design was inspired by Tomoko Fuse's spiral shells. The references are very simple, but the collapse is a bit challenging.

Sarah's Star

8 Triangles

8 Square of Kraft Paper

Folded from eight 3.5 x 3.5 squares of Origamidō. It's been a while since my last design, so I am happy to present my latest modular design named in memory of my grandmother. This 8-sheet modular is relatively simple to fold, and the units lock together very well without adhesives. Diagrams can be found in Origami Collection 2016 by OrigamiUSA.

Tant

Harlequin Fractal Star

Star Icosahedron

Tant

Hexagonal Logarithmic Spiral

Hexagonal Logarithmic Spiral

Star Icosahedron

20cm Square Duo Thai Paper

S3

Folded from twenty-four square sheets of Nicolas Terry's tissue foil. This is a fractal design, so the pattern can theoretically be repeated forever, or at least until the paper becomes too small to work with. Each stage is folded separately, and can easily be assembled without adhesives.

S3

Star Octahedron

EZ Star

12-Pointed EZ Star

Star Tower

A hexagon of tant

Folded from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. This model is a variation of my original eight-pointed EZ Star. The references are similar, but this model is slightly more difficult to fold. Diagrams can be found in Wondrous One Sheet Origami by Meenakshi Mukerji.

Folded from an octagon cut from a 35cm x 35cm sheet of tant. This design was a result of fractalizing my Throwing Star design. This is a fractal design, meaning the outer star design can theoretically be repeated forever, or at least until the paper becomes too small to work with.

Folded from an octagon cut from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. This design was inspired by Carmen Sprung's Stephanie's Star.

Folded from an octagon cut from a 35cm x 35cm sheet of tant. This design evolved while experimenting with octagonal fractal designs. In the process, I stumbled upon an interesting way to create a 3-dimensional star which eventually led to this design.

Designed and folded February 2013. Each model folded from a hexagonal sheet of glassine. I have always been fascinated by the Fibonacci sequence, fractals, and waves, so after stumbling upon a picture of the Fibonacci rose tile, I knew I had to design an origami version of my own! What I find so interesting about this design is that the sizes of the equilateral triangles that make up each wave follow the Fibonacci number sequence-- allowing them to interlock seamlessly. The wave molecules can also be connected and tessellated, so check back soon for more pictures of that! To find out more about the Fibonacci sequence, I highly recommend watching [this video](www.youtube.com/watch?v=ahXIMUkSXX0). If there is enough interest in this design, I would certainly consider releasing the CP or creating diagrams! Please let me know what you think! All comments are greatly appreciated!

Folded from a 35cm x 35cm square sheet of tant. After collapsing along all of the creases, you end up with a very interesting 3-dimensional tessellation. By simply flattening and twisting the tessellation, you achieve something like this! This model can be completely flattened, and the spiral can even be reversed by spinning the stars in the opposite direction. The crease pattern can be found in BOS Magazine 352.

Folded from an octagon cut from a 35cm x 35cm sheet of tant. This model is a variation of my Star Tower that is significantly more difficult to fold. Diagrams for my original Star Tower can be found in Wondrous One Sheet Origami by Meenakshi Mukerji.

Folded from an hexagon cut from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. This is the hexagonal version of my original (octagonal) Logarithmic Spiral design. Diagrams can be found in Quadrato Magico #113 and Convegno CDO 2015 by Centro Diffusione Origami.

Folded from an octagon cut from a 35cm x 35cm sheet of tant. This model is what originally inspired me to design my Logarithmic Spiral. This is another fractal design where the concentric stars can be repeated forever, or at least until the paper becomes too small to work with. Diagrams can be found in Wondrous One Sheet Origami by Meenakshi Mukerji.

Folded from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. This design can theoretically be repeated forever, or at least until the paper becomes too small to work with. What I like most about this design is how efficiently the paper is used for each stage. The references can also easily be adapted to fit other starting polygons.

Folded from eight 6.5 x 6.5 square sheets of tant. As the name suggests, this concentric star design can be repeated forever, or at least until the paper becomes too small to work with.

Folded from a hexagon cut from a 35cm x 35cm sheet of tant. This model was recently featured in the Surface to Structure origami exhibition at The Cooper Union in New York City.

Folded from twenty hexagonal sheets of tant. I have been trying to perfect this design for some time now, and I am finally satisfied with the result. My goal was to incorporate the EZ Star into each of the units. Just like the original EZ Star, more stars can be stacked on top of of one another on each of the units Diagrams can be found in Model Collection Autumn 2015 by the British Origami Society and Origami Collection 2014 by OrigamiUSA.

Folded from a decagon cut from a 20cm x 20cm sheet of Korean hanji. There are strong locks behind each of the petals, so the model is very stable and holds its shape. Diagrams can be found in Origami Collection 2013 by OrigamiUSA.

Folded from a dodecagon of tant. This model is a variation of my original eight-pointed EZ Star. The references are similar, but this model is slightly more difficult to fold. Diagrams can be found in Wondrous One Sheet Origami by Meenakshi Mukerji.

Folded from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. Diagrams can be found in Origami Collection 2012 by OrigamiUSA.

Designed and folded August 2011. Folded from a hexagon of golden wrapping paper. Obviously, this is not the best paper for this model, but I am pretty satisfied with the result. I don't typically fold or design tessellations and that made it particularly difficult to design and collapse this model.

Designed and folded August 2011. Folded from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. This is a fairly simple fish design that I came up with while experimenting with color changes, and I am pretty satisfied with the final result. Please let me know what you think!

Folded from a 30cm x 30cm sheet of tissue foil. This design was inspired by Brian Chan's lizard.

Folded from a 30cm x 30cm sheet of Nicolas Terry's tissue foil. Diagrams can be found in Origami Collection 2011 by OrigamiUSA.