The kaboodolplex, using the notation used to define the kaboodol, is \(f ightarrow \underbrace{10 ightarrow\ldotsightarrow 10}_{ ext{kaboodol}}(100)\). Kaboodolplex is larger than \(\underbrace{10 ightarrow\ldotsightarrow 10}_{ ext{kaboodol}+2}\), but smaller than \(\underbrace{10 ightarrow\ldotsightarrow 10}_{ ext{kaboodol}+3}\)
| Graph IRI | Count |
|---|---|
| http://dbkwik.webdatacommons.org | 8 |