![](https://pro2-bar-s3-cdn-cf5.myportfolio.com/bec185b7-b440-402f-9b97-fc84b2fdbfd7/69b519b0-d40e-45c5-a597-34ad43687fce_rw_3840.jpg?h=aa31b64bbbe6f737caba118d76591012)
I rendered a final still image of the "higher order cat toy" in Octane stand-alone.
![](https://pro2-bar-s3-cdn-cf6.myportfolio.com/bec185b7-b440-402f-9b97-fc84b2fdbfd7/03c0984d-a18b-4f2e-9aec-2b5c2a2b228d_rw_1920.jpg?h=5cb805344cf9b7922d6f3f2e805be30d)
This is what the original CatToy looks like when you buy it at the pet store. I wondered, what would it look like if deconstructed and algorithmically enhanced, arbitrarily to a higher order version?
![](https://pro2-bar-s3-cdn-cf6.myportfolio.com/bec185b7-b440-402f-9b97-fc84b2fdbfd7/077ba067-b509-4ac1-ad72-65c627bf673a_rw_1920.jpg?h=4dd9cc41ecb957d3a9b5d54de237bc27)
It was simple to add a few more surface operators to change my original cat-toy to an N-order one.
![](https://pro2-bar-s3-cdn-cf6.myportfolio.com/bec185b7-b440-402f-9b97-fc84b2fdbfd7/71f9b7f9-be03-493b-a5c6-f9213fe68207_rw_1920.png?h=17a80d7a660c3fca108c4ea5099d7f45)
Another rendering in Octane of the standard "Order-0-Cat-Toy"