| Graph | No. of vertices | Diameter |
| Paley graph $P_{101}$ | 101 | 2 |
| Biggs-Smith graph | 102 | 7 |
| Flag graph of $PG(2,4)$ | 105 | 3 |
| Goethals-Seidel graph | 105 | 2 |
| $J(15,2)$ | 105 | 2 |
| $\mathrm{K}(15,2)$ | 105 | 2 |
| Paley graph $P_{109}$ | 109 | 2 |
| 1st subconstituent of McLaughlin graph | 112 | 2 |
| Paley graph $P_{113}$ | 113 | 2 |
| Incidence graph of $PG(2,7)$ | 114 | 3 |
| $\mathrm{NO}_6^+(3)$ graph | 117 | 2 |
| $\mathrm{O}_8^-(2)$ graph | 119 | 2 |
| $J(16,2)$ | 120 | 2 |
| $J(10,3)$ | 120 | 3 |
| $\mathrm{K}(16,2)$ | 120 | 2 |
| $\mathrm{L}_3(4).2^2$ graph | 120 | 2 |
| Merged Johnson graph $J(10,3)$ | 120 | 2 |
| $\mathrm{NO}_5^-(4)$ graph | 120 | 2 |
| $\mathrm{NO}_8^+(2)$ graph | 120 | 2 |
| $\overline{\mathrm{NO}_8^+(2)}$ graph | 120 | 2 |
| $H(2,11)$ | 121 | 2 |
| Paley graph $P_{121}$ | 121 | 2 |
| Peisert graph on 121 vertices | 121 | 2 |
| $H(3,5)$ | 125 | 3 |
| Paley graph $P_{125}$ | 125 | 2 |
| Folded Johnson graph $J(10,5) \cong$ Merged Johnson graph $J(9,4)$ | 126 | 2 |
| Goethals graph | 126 | 2 |
| $J(9,4)$ | 126 | 4 |
| Odd graph $O_5$ | 126 | 4 |
| Tutte's 12-cage | 126 | 6 |
| Zara graph on 126 vertices $\cong \mathrm{NO}_6^-(3)$ graph | 126 | 2 |
| 7-cube $Q_7 \cong H(7,2)$ | 128 | 7 |
| Folded 8-cube | 128 | 4 |
| Halved 8-cube | 128 | 4 |
| Incidence graph of $AG(2,8)$ minus a parallel class | 128 | 4 |
| Grassmann graph $J_3(4,2)$ | 130 | 2 |
| Dual polar graph $\mathrm{B}_3(2) \cong$ Dual polar graph $\mathrm{C}_3(2)$ | 135 | 3 |
| $\overline{\mathrm{O}_8^+(2)}$ graph | 135 | 2 |
| $\mathrm{O}_8^+(2)$ graph | 135 | 2 |
| $J(17,2)$ | 136 | 2 |
| $\mathrm{K}(17,2)$ | 136 | 2 |
| $\mathrm{NO}_5^+(4)$ graph | 136 | 2 |
| $\overline{\mathrm{NO}_5^+(4)}$ graph | 136 | 2 |
| $\mathrm{NO}_8^-(2)$ graph | 136 | 2 |
| Paley graph $P_{137}$ | 137 | 2 |
| Faradžev–Klin–Muzychuk graph from $\mathrm{L}_3(3)$ | 144 | 2 |
| Halved Leonard graph | 144 | 2 |
| $H(2,12)$ | 144 | 2 |
| Incidence graph of $PG(2,8)$ | 146 | 3 |
| Paley graph $P_{149}$ | 149 | 2 |