total VOA list
The online database of Vertex Operator Algebras and Modular Categories (Version 0.5)
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babygriess, coset-kmA1_10-cartan, coset-kmA1_1-1, coset-kmA1_1-2, coset-kmA1_1-3, coset-kmA1_1-4, coset-kmA1_1-5, coset-kmA1_1-6, coset-kmA1_2-2, coset-kmA1_2-3, coset-kmA1_2-4, coset-kmA1_2-5, coset-kmA1_2-6, coset-kmA1_2-cartan, coset-kmA1_3-3, coset-kmA1_3-4, coset-kmA1_3-5, coset-kmA1_3-6, coset-kmA1_3-cartan, coset-kmA1_4-4, coset-kmA1_4-5, coset-kmA1_4-6, coset-kmA1_4-cartan, coset-kmA1_5-cartan, coset-kmA1_6-cartan, coset-kmA1_7-cartan, coset-kmA1_8-cartan, coset-kmA1_9-cartan, coset-kmA2_1-1, coset-kmA2_1-2, coset-kmA2_1-3, coset-kmA2_1-4, coset-kmA2_1-5, coset-kmA2_1-6, coset-kmA2_2-2, coset-kmA2_2-3, coset-kmA2_2-4, coset-kmA2_2-5, coset-kmA2_2-6, coset-kmA2_2-cartan, coset-kmA2_3-3, coset-kmA2_3-4, coset-kmA2_3-5, coset-kmA2_3-6, coset-kmA2_3-cartan, coset-kmA2_4-4, coset-kmA2_4-5, coset-kmA2_4-6, coset-kmA2_4-cartan, coset-kmA2_5-cartan, coset-kmA2_6-cartan, coset-kmA3_1-1, coset-kmA3_1-2, coset-kmA3_1-3, coset-kmA3_1-4, coset-kmA3_1-5, coset-kmA3_1-6, coset-kmA3_2-2, coset-kmA3_2-3, coset-kmA3_2-4, coset-kmA3_2-5, coset-kmA3_2-6, coset-kmA3_2-cartan, coset-kmA3_3-3, coset-kmA3_3-4, coset-kmA3_3-5, coset-kmA3_3-6, coset-kmA3_3-cartan, coset-kmA3_4-4, coset-kmA3_4-5, coset-kmA3_4-6, coset-kmA3_4-cartan, coset-kmA3_5-cartan, coset-kmA3_6-cartan, coset-kmA4_1-1, coset-kmA4_1-2, coset-kmA4_1-3, coset-kmA4_1-4, coset-kmA4_1-5, coset-kmA4_1-6, coset-kmA4_2-2, coset-kmA4_2-3, coset-kmA4_2-4, coset-kmA4_2-5, coset-kmA4_2-6, coset-kmA4_2-cartan, coset-kmA4_3-3, coset-kmA4_3-4, coset-kmA4_3-5, coset-kmA4_3-6, coset-kmA4_3-cartan, coset-kmA4_4-4, coset-kmA4_4-5, coset-kmA4_4-6, coset-kmA4_4-cartan, coset-kmA4_5-cartan, coset-kmA4_6-cartan, coset-kmA5_1-1, coset-kmA5_1-2, coset-kmA5_1-3, coset-kmA5_1-4, coset-kmA5_1-5, coset-kmA5_1-6, coset-kmA5_2-2, coset-kmA5_2-3, coset-kmA5_2-4, coset-kmA5_2-5, coset-kmA5_2-6, coset-kmA5_2-cartan, coset-kmA5_3-3, coset-kmA5_3-4, coset-kmA5_3-5, coset-kmA5_3-6, coset-kmA5_3-cartan, coset-kmA5_4-4, coset-kmA5_4-5, coset-kmA5_4-6, coset-kmA5_4-cartan, coset-kmA5_5-cartan, coset-kmA5_6-cartan, coset-kmA6_1-1, coset-kmA6_1-2, coset-kmA6_1-3, coset-kmA6_1-4, coset-kmA6_1-5, coset-kmA6_1-6, coset-kmA6_2-2, coset-kmA6_2-3, coset-kmA6_2-4, coset-kmA6_2-5, coset-kmA6_2-6, coset-kmA6_2-cartan, coset-kmA6_3-3, coset-kmA6_3-4, coset-kmA6_3-5, coset-kmA6_3-6, coset-kmA6_3-cartan, coset-kmA6_4-4, coset-kmA6_4-5, coset-kmA6_4-6, coset-kmA6_4-cartan, coset-kmA6_5-cartan, coset-kmA6_6-cartan, coset-kmA7_1-1, coset-kmA7_1-2, coset-kmA7_1-3, coset-kmA7_1-4, coset-kmA7_1-5, coset-kmA7_1-6, coset-kmA7_2-2, coset-kmA7_2-3, coset-kmA7_2-4, coset-kmA7_2-5, coset-kmA7_2-6, coset-kmA7_2-cartan, coset-kmA7_3-3, coset-kmA7_3-4, coset-kmA7_3-5, coset-kmA7_3-6, coset-kmA7_3-cartan, coset-kmA7_4-4, coset-kmA7_4-5, coset-kmA7_4-6, coset-kmA7_4-cartan, coset-kmA7_5-cartan, coset-kmA7_6-cartan, coset-kmA8_1-1, coset-kmA8_1-2, coset-kmA8_1-3, coset-kmA8_1-4, coset-kmA8_1-5, coset-kmA8_1-6, coset-kmA8_2-2, coset-kmA8_2-3, coset-kmA8_2-4, coset-kmA8_2-5, coset-kmA8_2-6, coset-kmA8_2-cartan, coset-kmA8_3-3, coset-kmA8_3-4, coset-kmA8_3-5, coset-kmA8_3-6, coset-kmA8_3-cartan, coset-kmA8_4-4, coset-kmA8_4-5, coset-kmA8_4-6, coset-kmA8_4-cartan, coset-kmA8_5-cartan, coset-kmA8_6-cartan, coset-kmB2_1-1, coset-kmB2_1-2, coset-kmB2_1-3, coset-kmB2_1-4, coset-kmB2_1-5, coset-kmB2_1-6, coset-kmB2_2-2, coset-kmB2_2-3, coset-kmB2_2-4, coset-kmB2_2-5, coset-kmB2_2-6, coset-kmB2_2-cartan, coset-kmB2_3-3, coset-kmB2_3-4, coset-kmB2_3-5, coset-kmB2_3-6, coset-kmB2_3-cartan, coset-kmB2_4-4, coset-kmB2_4-5, coset-kmB2_4-6, coset-kmB2_4-cartan, coset-kmB2_5-cartan, coset-kmB2_6-cartan, coset-kmB3_1-1, coset-kmB3_1-2, coset-kmB3_1-3, coset-kmB3_1-4, coset-kmB3_1-5, coset-kmB3_1-6, coset-kmB3_2-2, coset-kmB3_2-3, coset-kmB3_2-4, coset-kmB3_2-5, coset-kmB3_2-6, coset-kmB3_2-cartan, coset-kmB3_3-3, coset-kmB3_3-4, coset-kmB3_3-5, coset-kmB3_3-6, coset-kmB3_3-cartan, coset-kmB3_4-4, coset-kmB3_4-5, coset-kmB3_4-6, coset-kmB3_4-cartan, coset-kmB3_5-cartan, coset-kmB3_6-cartan, coset-kmB4_1-1, coset-kmB4_1-2, coset-kmB4_1-3, coset-kmB4_1-4, coset-kmB4_1-5, coset-kmB4_1-6, coset-kmB4_2-2, coset-kmB4_2-3, coset-kmB4_2-4, coset-kmB4_2-5, coset-kmB4_2-6, coset-kmB4_2-cartan, coset-kmB4_3-3, coset-kmB4_3-4, coset-kmB4_3-5, coset-kmB4_3-6, coset-kmB4_3-cartan, coset-kmB4_4-4, coset-kmB4_4-5, coset-kmB4_4-6, coset-kmB4_4-cartan, coset-kmB4_5-cartan, coset-kmB4_6-cartan, coset-kmB5_1-1, coset-kmB5_1-2, coset-kmB5_1-3, coset-kmB5_1-4, coset-kmB5_1-5, coset-kmB5_1-6, coset-kmB5_2-2, coset-kmB5_2-3, coset-kmB5_2-4, coset-kmB5_2-5, coset-kmB5_2-6, coset-kmB5_2-cartan, coset-kmB5_3-3, coset-kmB5_3-4, coset-kmB5_3-5, coset-kmB5_3-6, coset-kmB5_3-cartan, coset-kmB5_4-4, coset-kmB5_4-5, coset-kmB5_4-6, coset-kmB5_4-cartan, coset-kmB5_5-cartan, coset-kmB5_6-cartan, coset-kmB6_1-1, coset-kmB6_1-2, coset-kmB6_1-3, coset-kmB6_1-4, coset-kmB6_1-5, coset-kmB6_1-6, coset-kmB6_2-2, coset-kmB6_2-3, coset-kmB6_2-4, coset-kmB6_2-5, coset-kmB6_2-6, coset-kmB6_2-cartan, coset-kmB6_3-3, coset-kmB6_3-4, coset-kmB6_3-5, coset-kmB6_3-6, coset-kmB6_3-cartan, coset-kmB6_4-4, coset-kmB6_4-5, coset-kmB6_4-6, coset-kmB6_4-cartan, coset-kmB6_5-cartan, coset-kmB6_6-cartan, coset-kmB7_1-1, coset-kmB7_1-2, coset-kmB7_1-3, coset-kmB7_1-4, coset-kmB7_1-5, coset-kmB7_1-6, coset-kmB7_2-2, coset-kmB7_2-3, coset-kmB7_2-4, coset-kmB7_2-5, coset-kmB7_2-6, coset-kmB7_2-cartan, coset-kmB7_3-3, coset-kmB7_3-4, coset-kmB7_3-5, coset-kmB7_3-6, coset-kmB7_3-cartan, coset-kmB7_4-4, coset-kmB7_4-5, coset-kmB7_4-6, coset-kmB7_4-cartan, coset-kmB7_5-cartan, coset-kmB7_6-cartan, coset-kmB8_1-1, coset-kmB8_1-2, coset-kmB8_1-3, coset-kmB8_1-4, coset-kmB8_1-5, coset-kmB8_1-6, coset-kmB8_2-2, coset-kmB8_2-3, coset-kmB8_2-4, coset-kmB8_2-5, coset-kmB8_2-6, coset-kmB8_2-cartan, coset-kmB8_3-3, coset-kmB8_3-4, coset-kmB8_3-5, coset-kmB8_3-6, coset-kmB8_3-cartan, coset-kmB8_4-4, coset-kmB8_4-5, coset-kmB8_4-6, coset-kmB8_4-cartan, coset-kmB8_5-cartan, coset-kmB8_6-cartan, coset-kmC3_1-1, coset-kmC3_1-2, coset-kmC3_1-3, coset-kmC3_1-4, coset-kmC3_1-5, coset-kmC3_1-6, coset-kmC3_1-cartan, coset-kmC3_2-2, coset-kmC3_2-3, coset-kmC3_2-4, coset-kmC3_2-5, coset-kmC3_2-6, coset-kmC3_2-cartan, coset-kmC3_3-3, coset-kmC3_3-4, coset-kmC3_3-5, coset-kmC3_3-6, coset-kmC3_3-cartan, coset-kmC3_4-4, coset-kmC3_4-5, coset-kmC3_4-6, coset-kmC3_4-cartan, coset-kmC3_5-cartan, coset-kmC3_6-cartan, coset-kmC4_1-1, coset-kmC4_1-2, coset-kmC4_1-3, coset-kmC4_1-4, coset-kmC4_1-5, coset-kmC4_1-6, coset-kmC4_1-cartan, coset-kmC4_2-2, coset-kmC4_2-3, coset-kmC4_2-4, coset-kmC4_2-5, coset-kmC4_2-6, coset-kmC4_2-cartan, coset-kmC4_3-3, coset-kmC4_3-4, coset-kmC4_3-5, coset-kmC4_3-6, coset-kmC4_3-cartan, coset-kmC4_4-4, coset-kmC4_4-5, coset-kmC4_4-6, coset-kmC4_4-cartan, coset-kmC4_5-cartan, coset-kmC4_6-cartan, coset-kmC5_1-1, coset-kmC5_1-2, coset-kmC5_1-3, coset-kmC5_1-4, coset-kmC5_1-5, coset-kmC5_1-6, coset-kmC5_1-cartan, coset-kmC5_2-2, coset-kmC5_2-3, coset-kmC5_2-4, coset-kmC5_2-5, coset-kmC5_2-6, coset-kmC5_2-cartan, coset-kmC5_3-3, coset-kmC5_3-4, coset-kmC5_3-5, coset-kmC5_3-6, coset-kmC5_3-cartan, coset-kmC5_4-4, coset-kmC5_4-5, coset-kmC5_4-6, coset-kmC5_4-cartan, coset-kmC5_5-cartan, coset-kmC5_6-cartan, coset-kmC6_1-1, coset-kmC6_1-2, coset-kmC6_1-3, coset-kmC6_1-4, coset-kmC6_1-5, coset-kmC6_1-6, coset-kmC6_1-cartan, coset-kmC6_2-2, coset-kmC6_2-3, coset-kmC6_2-4, coset-kmC6_2-5, coset-kmC6_2-6, coset-kmC6_2-cartan, coset-kmC6_3-3, coset-kmC6_3-4, coset-kmC6_3-5, coset-kmC6_3-6, coset-kmC6_3-cartan, coset-kmC6_4-4, coset-kmC6_4-5, coset-kmC6_4-6, coset-kmC6_4-cartan, coset-kmC6_5-cartan, coset-kmC6_6-cartan, coset-kmC7_1-1, coset-kmC7_1-2, coset-kmC7_1-3, coset-kmC7_1-4, coset-kmC7_1-5, coset-kmC7_1-6, coset-kmC7_1-cartan, coset-kmC7_2-2, coset-kmC7_2-3, coset-kmC7_2-4, coset-kmC7_2-5, coset-kmC7_2-6, coset-kmC7_2-cartan, coset-kmC7_3-3, coset-kmC7_3-4, coset-kmC7_3-5, coset-kmC7_3-6, coset-kmC7_3-cartan, coset-kmC7_4-4, coset-kmC7_4-5, coset-kmC7_4-6, coset-kmC7_4-cartan, coset-kmC7_5-cartan, coset-kmC7_6-cartan, coset-kmC8_1-1, coset-kmC8_1-2, coset-kmC8_1-3, coset-kmC8_1-4, coset-kmC8_1-5, coset-kmC8_1-6, coset-kmC8_1-cartan, coset-kmC8_2-2, coset-kmC8_2-3, coset-kmC8_2-4, coset-kmC8_2-5, coset-kmC8_2-6, coset-kmC8_2-cartan, coset-kmC8_3-3, coset-kmC8_3-4, coset-kmC8_3-5, coset-kmC8_3-6, coset-kmC8_3-cartan, coset-kmC8_4-4, coset-kmC8_4-5, coset-kmC8_4-6, coset-kmC8_4-cartan, coset-kmC8_5-cartan, coset-kmC8_6-cartan, coset-kmD4_1-1, coset-kmD4_1-2, coset-kmD4_1-3, coset-kmD4_1-4, coset-kmD4_1-5, coset-kmD4_1-6, coset-kmD4_2-2, coset-kmD4_2-3, coset-kmD4_2-4, coset-kmD4_2-5, coset-kmD4_2-6, coset-kmD4_2-cartan, coset-kmD4_3-3, coset-kmD4_3-4, coset-kmD4_3-5, coset-kmD4_3-6, coset-kmD4_3-cartan, coset-kmD4_4-4, coset-kmD4_4-5, coset-kmD4_4-6, coset-kmD4_4-cartan, coset-kmD4_5-cartan, coset-kmD4_6-cartan, coset-kmD5_1-1, coset-kmD5_1-2, coset-kmD5_1-3, coset-kmD5_1-4, coset-kmD5_1-5, coset-kmD5_1-6, coset-kmD5_2-2, coset-kmD5_2-3, coset-kmD5_2-4, coset-kmD5_2-5, coset-kmD5_2-6, coset-kmD5_2-cartan, coset-kmD5_3-3, coset-kmD5_3-4, coset-kmD5_3-5, coset-kmD5_3-6, coset-kmD5_3-cartan, coset-kmD5_4-4, coset-kmD5_4-5, coset-kmD5_4-6, coset-kmD5_4-cartan, coset-kmD5_5-cartan, coset-kmD5_6-cartan, coset-kmD6_1-1, coset-kmD6_1-2, coset-kmD6_1-3, coset-kmD6_1-4, coset-kmD6_1-5, coset-kmD6_1-6, coset-kmD6_2-2, coset-kmD6_2-3, coset-kmD6_2-4, coset-kmD6_2-5, coset-kmD6_2-6, coset-kmD6_2-cartan, coset-kmD6_3-3, coset-kmD6_3-4, coset-kmD6_3-5, coset-kmD6_3-6, coset-kmD6_3-cartan, coset-kmD6_4-4, coset-kmD6_4-5, coset-kmD6_4-6, coset-kmD6_4-cartan, coset-kmD6_5-cartan, coset-kmD6_6-cartan, coset-kmD7_1-1, coset-kmD7_1-2, coset-kmD7_1-3, coset-kmD7_1-4, coset-kmD7_1-5, coset-kmD7_1-6, coset-kmD7_2-2, coset-kmD7_2-3, coset-kmD7_2-4, coset-kmD7_2-5, coset-kmD7_2-6, coset-kmD7_2-cartan, coset-kmD7_3-3, coset-kmD7_3-4, coset-kmD7_3-5, coset-kmD7_3-6, coset-kmD7_3-cartan, coset-kmD7_4-4, coset-kmD7_4-5, coset-kmD7_4-6, coset-kmD7_4-cartan, coset-kmD7_5-cartan, coset-kmD7_6-cartan, coset-kmD8_1-1, coset-kmD8_1-2, coset-kmD8_1-3, coset-kmD8_1-4, coset-kmD8_1-5, coset-kmD8_1-6, coset-kmD8_2-2, coset-kmD8_2-3, coset-kmD8_2-4, coset-kmD8_2-5, coset-kmD8_2-6, coset-kmD8_2-cartan, coset-kmD8_3-3, coset-kmD8_3-4, coset-kmD8_3-5, coset-kmD8_3-6, coset-kmD8_3-cartan, coset-kmD8_4-4, coset-kmD8_4-5, coset-kmD8_4-6, coset-kmD8_4-cartan, coset-kmD8_5-cartan, coset-kmD8_6-cartan, coset-kmE6_1-1, coset-kmE6_1-2, coset-kmE6_1-3, coset-kmE6_1-4, coset-kmE6_1-5, coset-kmE6_1-6, coset-kmE6_2-2, coset-kmE6_2-3, coset-kmE6_2-4, coset-kmE6_2-5, coset-kmE6_2-6, coset-kmE6_2-cartan, coset-kmE6_3-3, coset-kmE6_3-4, coset-kmE6_3-5, coset-kmE6_3-6, coset-kmE6_3-cartan, coset-kmE6_4-4, coset-kmE6_4-5, coset-kmE6_4-6, coset-kmE6_4-cartan, coset-kmE6_5-cartan, coset-kmE6_6-cartan, coset-kmE7_1-1, coset-kmE7_1-2, coset-kmE7_1-3, coset-kmE7_1-4, coset-kmE7_1-5, coset-kmE7_1-6, coset-kmE7_2-2, coset-kmE7_2-3, coset-kmE7_2-4, coset-kmE7_2-5, coset-kmE7_2-6, coset-kmE7_2-cartan, coset-kmE7_3-3, coset-kmE7_3-4, coset-kmE7_3-5, coset-kmE7_3-6, coset-kmE7_3-cartan, coset-kmE7_4-4, coset-kmE7_4-5, coset-kmE7_4-6, coset-kmE7_4-cartan, coset-kmE7_5-cartan, coset-kmE7_6-cartan, coset-kmE8_1-1, coset-kmE8_1-2, coset-kmE8_1-3, coset-kmE8_1-4, coset-kmE8_1-5, coset-kmE8_1-6, coset-kmE8_2-2, coset-kmE8_2-3, coset-kmE8_2-4, coset-kmE8_2-5, coset-kmE8_2-6, coset-kmE8_2-cartan, coset-kmE8_3-3, coset-kmE8_3-4, coset-kmE8_3-5, coset-kmE8_3-6, coset-kmE8_3-cartan, coset-kmE8_4-4, coset-kmE8_4-5, coset-kmE8_4-6, coset-kmE8_4-cartan, coset-kmE8_5-cartan, coset-kmE8_6-cartan, coset-kmF4_1-1, coset-kmF4_1-2, coset-kmF4_1-3, coset-kmF4_1-4, coset-kmF4_1-5, coset-kmF4_1-6, coset-kmF4_1-cartan, coset-kmF4_2-2, coset-kmF4_2-3, coset-kmF4_2-4, coset-kmF4_2-5, coset-kmF4_2-6, coset-kmF4_2-cartan, coset-kmF4_3-3, coset-kmF4_3-4, coset-kmF4_3-5, coset-kmF4_3-6, coset-kmF4_3-cartan, coset-kmF4_4-4, coset-kmF4_4-5, coset-kmF4_4-6, coset-kmF4_4-cartan, coset-kmF4_5-cartan, coset-kmF4_6-cartan, coset-kmG2_1-1, coset-kmG2_1-2, coset-kmG2_1-3, coset-kmG2_1-4, coset-kmG2_1-5, coset-kmG2_1-6, coset-kmG2_1-cartan, coset-kmG2_2-2, coset-kmG2_2-3, coset-kmG2_2-4, coset-kmG2_2-5, coset-kmG2_2-6, coset-kmG2_2-cartan, coset-kmG2_3-3, coset-kmG2_3-4, coset-kmG2_3-5, coset-kmG2_3-6, coset-kmG2_3-cartan, coset-kmG2_4-4, coset-kmG2_4-5, coset-kmG2_4-6, coset-kmG2_4-cartan, coset-kmG2_5-cartan, coset-kmG2_6-cartan, e8-1, hamming8, icosahedral, ising, kacmoodyA10_1, kacmoodyA10_2, kacmoodyA10_3, kacmoodyA10_4, kacmoodyA10_5, kacmoodyA1_10, kacmoodyA11_1, kacmoodyA11_2, kacmoodyA11_3, kacmoodyA11_4, kacmoodyA11_5, kacmoodyA1_1, kacmoodyA12_1, kacmoodyA12_2, kacmoodyA12_3, kacmoodyA12_4, kacmoodyA12_5, kacmoodyA1_2, kacmoodyA13_1, kacmoodyA13_2, kacmoodyA13_3, kacmoodyA13_4, kacmoodyA13_5, kacmoodyA1_3, kacmoodyA14_1, kacmoodyA14_2, kacmoodyA14_3, kacmoodyA14_4, kacmoodyA14_5, kacmoodyA1_4, kacmoodyA15_1, kacmoodyA15_2, kacmoodyA15_3, kacmoodyA15_4, kacmoodyA15_5, kacmoodyA1_5, kacmoodyA16_1, kacmoodyA16_2, kacmoodyA16_3, kacmoodyA16_4, kacmoodyA16_5, kacmoodyA1_6, kacmoodyA17_1, kacmoodyA17_2, kacmoodyA17_3, kacmoodyA17_4, kacmoodyA17_5, kacmoodyA1_7, kacmoodyA18_1, kacmoodyA18_2, kacmoodyA18_3, kacmoodyA1_8, kacmoodyA19_1, kacmoodyA19_2, kacmoodyA19_3, kacmoodyA1_9, kacmoodyA20_1, kacmoodyA20_2, kacmoodyA20_3, kacmoodyA2_10, kacmoodyA21_1, kacmoodyA21_2, kacmoodyA21_3, kacmoodyA2_1, kacmoodyA22_1, kacmoodyA22_2, kacmoodyA22_3, kacmoodyA2_2, kacmoodyA23_1, kacmoodyA23_2, kacmoodyA23_3, kacmoodyA2_3, kacmoodyA24_1, kacmoodyA24_2, kacmoodyA24_3, kacmoodyA2_4, kacmoodyA2_5, kacmoodyA2_6, kacmoodyA2_7, kacmoodyA2_8, kacmoodyA2_9, kacmoodyA3_10, kacmoodyA3_1, kacmoodyA3_2, kacmoodyA3_3, kacmoodyA3_4, kacmoodyA3_5, kacmoodyA3_6, kacmoodyA3_7, kacmoodyA3_8, kacmoodyA3_9, kacmoodyA4_10, kacmoodyA4_1, kacmoodyA4_2, kacmoodyA4_3, kacmoodyA4_4, kacmoodyA4_5, kacmoodyA4_6, kacmoodyA4_7, kacmoodyA4_8, kacmoodyA4_9, kacmoodyA5_10, kacmoodyA5_1, kacmoodyA5_2, kacmoodyA5_3, kacmoodyA5_4, kacmoodyA5_5, kacmoodyA5_6, kacmoodyA5_7, kacmoodyA5_8, kacmoodyA5_9, kacmoodyA6_10, kacmoodyA6_1, kacmoodyA6_2, kacmoodyA6_3, kacmoodyA6_4, kacmoodyA6_5, kacmoodyA6_6, kacmoodyA6_7, kacmoodyA6_8, kacmoodyA6_9, kacmoodyA7_10, kacmoodyA7_1, kacmoodyA7_2, kacmoodyA7_3, kacmoodyA7_4, kacmoodyA7_5, kacmoodyA7_6, kacmoodyA7_7, kacmoodyA7_8, kacmoodyA7_9, kacmoodyA8_10, kacmoodyA8_1, kacmoodyA8_2, kacmoodyA8_3, kacmoodyA8_4, kacmoodyA8_5, kacmoodyA8_6, kacmoodyA8_7, kacmoodyA8_8, kacmoodyA8_9, kacmoodyA9_1, kacmoodyA9_2, kacmoodyA9_3, kacmoodyA9_4, kacmoodyA9_5, kacmoodyB10_1, kacmoodyB10_2, kacmoodyB10_3, kacmoodyB10_4, kacmoodyB10_5, kacmoodyB11_1, kacmoodyB11_2, kacmoodyB11_3, kacmoodyB11_4, kacmoodyB11_5, kacmoodyB12_1, kacmoodyB12_2, kacmoodyB12_3, kacmoodyB12_4, kacmoodyB12_5, kacmoodyB13_1, kacmoodyB13_2, kacmoodyB13_3, kacmoodyB13_4, kacmoodyB13_5, kacmoodyB14_1, kacmoodyB14_2, kacmoodyB14_3, kacmoodyB14_4, kacmoodyB14_5, kacmoodyB15_1, kacmoodyB15_2, kacmoodyB15_3, kacmoodyB15_4, kacmoodyB15_5, kacmoodyB16_1, kacmoodyB16_2, kacmoodyB16_3, kacmoodyB16_4, kacmoodyB16_5, kacmoodyB17_1, kacmoodyB17_2, kacmoodyB17_3, kacmoodyB17_4, kacmoodyB17_5, kacmoodyB18_1, kacmoodyB18_2, kacmoodyB18_3, kacmoodyB19_1, kacmoodyB19_2, kacmoodyB19_3, kacmoodyB20_1, kacmoodyB20_2, kacmoodyB20_3, kacmoodyB2_10, kacmoodyB21_1, kacmoodyB21_2, kacmoodyB21_3, kacmoodyB2_1, kacmoodyB22_1, kacmoodyB22_2, kacmoodyB22_3, kacmoodyB2_2, kacmoodyB23_1, kacmoodyB23_2, kacmoodyB23_3, kacmoodyB2_3, kacmoodyB24_1, kacmoodyB24_2, kacmoodyB24_3, kacmoodyB2_4, kacmoodyB2_5, kacmoodyB2_6, kacmoodyB2_7, kacmoodyB2_8, kacmoodyB2_9, kacmoodyB3_10, kacmoodyB3_1, kacmoodyB3_2, kacmoodyB3_3, kacmoodyB3_4, kacmoodyB3_5, kacmoodyB3_6, kacmoodyB3_7, kacmoodyB3_8, kacmoodyB3_9, kacmoodyB4_10, kacmoodyB4_1, kacmoodyB4_2, kacmoodyB4_3, kacmoodyB4_4, kacmoodyB4_5, kacmoodyB4_6, kacmoodyB4_7, kacmoodyB4_8, kacmoodyB4_9, kacmoodyB5_10, kacmoodyB5_1, kacmoodyB5_2, kacmoodyB5_3, kacmoodyB5_4, kacmoodyB5_5, kacmoodyB5_6, kacmoodyB5_7, kacmoodyB5_8, kacmoodyB5_9, kacmoodyB6_10, kacmoodyB6_1, kacmoodyB6_2, kacmoodyB6_3, kacmoodyB6_4, kacmoodyB6_5, kacmoodyB6_6, kacmoodyB6_7, kacmoodyB6_8, kacmoodyB6_9, kacmoodyB7_10, kacmoodyB7_1, kacmoodyB7_2, kacmoodyB7_3, kacmoodyB7_4, kacmoodyB7_5, kacmoodyB7_6, kacmoodyB7_7, kacmoodyB7_8, kacmoodyB7_9, kacmoodyB8_10, kacmoodyB8_1, kacmoodyB8_2, kacmoodyB8_3, kacmoodyB8_4, kacmoodyB8_5, kacmoodyB8_6, kacmoodyB8_7, kacmoodyB8_8, kacmoodyB8_9, kacmoodyB9_1, kacmoodyB9_2, kacmoodyB9_3, kacmoodyB9_4, kacmoodyB9_5, kacmoodyC10_1, kacmoodyC10_2, kacmoodyC10_3, kacmoodyC10_4, kacmoodyC10_5, kacmoodyC11_1, kacmoodyC11_2, kacmoodyC11_3, kacmoodyC11_4, kacmoodyC11_5, kacmoodyC12_1, kacmoodyC12_2, kacmoodyC12_3, kacmoodyC12_4, kacmoodyC12_5, kacmoodyC13_1, kacmoodyC13_2, kacmoodyC13_3, kacmoodyC13_4, kacmoodyC13_5, kacmoodyC14_1, kacmoodyC14_2, kacmoodyC14_3, kacmoodyC14_4, kacmoodyC14_5, kacmoodyC15_1, kacmoodyC15_2, kacmoodyC15_3, kacmoodyC15_4, kacmoodyC15_5, kacmoodyC16_1, kacmoodyC16_2, kacmoodyC16_3, kacmoodyC16_4, kacmoodyC16_5, kacmoodyC17_1, kacmoodyC17_2, kacmoodyC17_3, kacmoodyC17_4, kacmoodyC17_5, kacmoodyC18_1, kacmoodyC18_2, kacmoodyC18_3, kacmoodyC19_1, kacmoodyC19_2, kacmoodyC19_3, kacmoodyC20_1, kacmoodyC20_2, kacmoodyC20_3, kacmoodyC21_1, kacmoodyC21_2, kacmoodyC21_3, kacmoodyC22_1, kacmoodyC22_2, kacmoodyC22_3, kacmoodyC23_1, kacmoodyC23_2, kacmoodyC23_3, kacmoodyC24_1, kacmoodyC24_2, kacmoodyC24_3, kacmoodyC3_10, kacmoodyC3_1, kacmoodyC3_2, kacmoodyC3_3, kacmoodyC3_4, kacmoodyC3_5, kacmoodyC3_6, kacmoodyC3_7, kacmoodyC3_8, kacmoodyC3_9, kacmoodyC4_10, kacmoodyC4_1, kacmoodyC4_2, kacmoodyC4_3, kacmoodyC4_4, kacmoodyC4_5, kacmoodyC4_6, kacmoodyC4_7, kacmoodyC4_8, kacmoodyC4_9, kacmoodyC5_10, kacmoodyC5_1, kacmoodyC5_2, kacmoodyC5_3, kacmoodyC5_4, kacmoodyC5_5, kacmoodyC5_6, kacmoodyC5_7, kacmoodyC5_8, kacmoodyC5_9, kacmoodyC6_10, kacmoodyC6_1, kacmoodyC6_2, kacmoodyC6_3, kacmoodyC6_4, kacmoodyC6_5, kacmoodyC6_6, kacmoodyC6_7, kacmoodyC6_8, kacmoodyC6_9, kacmoodyC7_10, kacmoodyC7_1, kacmoodyC7_2, kacmoodyC7_3, kacmoodyC7_4, kacmoodyC7_5, kacmoodyC7_6, kacmoodyC7_7, kacmoodyC7_8, kacmoodyC7_9, kacmoodyC8_10, kacmoodyC8_1, kacmoodyC8_2, kacmoodyC8_3, kacmoodyC8_4, kacmoodyC8_5, kacmoodyC8_6, kacmoodyC8_7, kacmoodyC8_8, kacmoodyC8_9, kacmoodyC9_1, kacmoodyC9_2, kacmoodyC9_3, kacmoodyC9_4, kacmoodyC9_5, kacmoodyD10_1, kacmoodyD10_2, kacmoodyD10_3, kacmoodyD10_4, kacmoodyD10_5, kacmoodyD11_1, kacmoodyD11_2, kacmoodyD11_3, kacmoodyD11_4, kacmoodyD11_5, kacmoodyD12_1, kacmoodyD12_2, kacmoodyD12_3, kacmoodyD12_4, kacmoodyD12_5, kacmoodyD13_1, kacmoodyD13_2, kacmoodyD13_3, kacmoodyD13_4, kacmoodyD13_5, kacmoodyD14_1, kacmoodyD14_2, kacmoodyD14_3, kacmoodyD14_4, kacmoodyD14_5, kacmoodyD15_1, kacmoodyD15_2, kacmoodyD15_3, kacmoodyD15_4, kacmoodyD15_5, kacmoodyD16_1, kacmoodyD16_2, kacmoodyD16_3, kacmoodyD16_4, kacmoodyD16_5, kacmoodyD17_1, kacmoodyD17_2, kacmoodyD17_3, kacmoodyD17_4, kacmoodyD17_5, kacmoodyD18_1, kacmoodyD18_2, kacmoodyD18_3, kacmoodyD19_1, kacmoodyD19_2, kacmoodyD19_3, kacmoodyD20_1, kacmoodyD20_2, kacmoodyD20_3, kacmoodyD21_1, kacmoodyD21_2, kacmoodyD21_3, kacmoodyD22_1, kacmoodyD22_2, kacmoodyD22_3, kacmoodyD23_1, kacmoodyD23_2, kacmoodyD23_3, kacmoodyD24_1, kacmoodyD24_2, kacmoodyD24_3, kacmoodyD4_10, kacmoodyD4_1, kacmoodyD4_2, kacmoodyD4_3, kacmoodyD4_4, kacmoodyD4_5, kacmoodyD4_6, kacmoodyD4_7, kacmoodyD4_8, kacmoodyD4_9, kacmoodyD5_10, kacmoodyD5_1, kacmoodyD5_2, kacmoodyD5_3, kacmoodyD5_4, kacmoodyD5_5, kacmoodyD5_6, kacmoodyD5_7, kacmoodyD5_8, kacmoodyD5_9, kacmoodyD6_10, kacmoodyD6_1, kacmoodyD6_2, kacmoodyD6_3, kacmoodyD6_4, kacmoodyD6_5, kacmoodyD6_6, kacmoodyD6_7, kacmoodyD6_8, kacmoodyD6_9, kacmoodyD7_10, kacmoodyD7_1, kacmoodyD7_2, kacmoodyD7_3, kacmoodyD7_4, kacmoodyD7_5, kacmoodyD7_6, kacmoodyD7_7, kacmoodyD7_8, kacmoodyD7_9, kacmoodyD8_10, kacmoodyD8_1, kacmoodyD8_2, kacmoodyD8_3, kacmoodyD8_4, kacmoodyD8_5, kacmoodyD8_6, kacmoodyD8_7, kacmoodyD8_8, kacmoodyD8_9, kacmoodyD9_1, kacmoodyD9_2, kacmoodyD9_3, kacmoodyD9_4, kacmoodyD9_5, kacmoodyE6_10, kacmoodyE6_1, kacmoodyE6_2, kacmoodyE6_3, kacmoodyE6_4, kacmoodyE6_5, kacmoodyE6_6, kacmoodyE6_7, kacmoodyE6_8, kacmoodyE6_9, kacmoodyE7_10, kacmoodyE7_1, kacmoodyE7_2, kacmoodyE7_3, kacmoodyE7_4, kacmoodyE7_5, kacmoodyE7_6, kacmoodyE7_7, kacmoodyE7_8, kacmoodyE7_9, kacmoodyE8_10, kacmoodyE8_1, kacmoodyE8_2, kacmoodyE8_3, kacmoodyE8_4, kacmoodyE8_5, kacmoodyE8_6, kacmoodyE8_7, kacmoodyE8_8, kacmoodyE8_9, kacmoodyF4_10, kacmoodyF4_1, kacmoodyF4_2, kacmoodyF4_3, kacmoodyF4_4, kacmoodyF4_5, kacmoodyF4_6, kacmoodyF4_7, kacmoodyF4_8, kacmoodyF4_9, kacmoodyG2_10, kacmoodyG2_1, kacmoodyG2_2, kacmoodyG2_3, kacmoodyG2_4, kacmoodyG2_5, kacmoodyG2_6, kacmoodyG2_7, kacmoodyG2_8, kacmoodyG2_9, lat-10QF.10.c, lat-10QF.10.d, lat-10QF.6.a, lat-2^1+10.O10^+(2) = BW32, lat-2.Alt7(SL2(3)C3.2).2, lat-2.Alt7SS3.2, lat-2.Alt7SS3, lat-2.Alt7x2.Alt7.2^2, lat-2.J2SL2(3).2, lat-2.M12.2GL2(3), lat-2.U4(2)SL2(3).2, lat-2.U4(3).4SS3.2, lat-((3+^(1+2):SL(2,3)) x SL(2,3)).C2, lat-3.Alt6.2^2, lat-3.L3(4).2^2, lat-3.S7, lat-3.U4(3).2^2, lat-4.L3(4).2^2a, lat-4.L3(4).2^2b, lat-(4+sqrt(5)) x Leech, lat-5^1+2.SL2(5).2SL2(5).2, lat-6QF.6.a, lat-6QF.6.b, lat-6QF.6.c, lat-6QF.6.d, lat-6QF.6.e, lat-6QF.6.f, lat-8QF.8.a, lat-8QF.8.d, lat-8QF.8.e, lat-A10^(2), lat-A10^(3), lat-A10*, lat-A10, lat-A_11.otimes(3).A_2, lat-A11*, lat-A11, lat-A12*, lat-A12, lat-A13*, lat-A13, lat-A14*, lat-A14, lat-A15*, lat-A15+, lat-A15, lat-A16^(3), lat-A1^6.sqrt(3)A1^6, lat-A16*, lat-A16, lat-A17*, lat-A17, lat-A18^(5), lat-A18*, lat-A18, lat-A19*, lat-A19, lat-A1*, lat-A1, lat-A20*, lat-A20, lat-A21, lat-A22^(4), lat-A22^(6), lat-A22*, lat-A22, lat-A2^3.sqrt(3)A2^3, lat-A23, lat-A24*, lat-A24, lat-A2*, lat-A2, lat-A2 x A10, lat-A2 x A11, lat-A2 x A12, lat-A2xA4#, lat-A2 x A6^(2), lat-A2xA6, lat-A2xA9, lat-A2 x D4, lat-A2 x E7, lat-A2xH4, lat-A2xM6,2, lat-A3^2.sqrt(3)A3^2, lat-(A3.sqrt(3)A3)+, lat-A3*, lat-A3, lat-A4*, lat-A4, lat-A4 x A5, lat-A4xA6, lat-A4 x E6, lat-A4 x F4, lat-A5^{+2}, lat-A5^{+3}, lat-A5*, lat-A5, lat-A5 tilde(otimes) A5, lat-A6,1, lat-A6^(2), lat-A6,2, lat-A6.sqrt(3)A6, lat-A6*, lat-A6, lat-A7*, lat-A7, lat-A8*, lat-A8, lat-A9_105, lat-A9*, lat-A9, lat-acc, lat-(Alt5 x ((C3 x D8).C2)).C2, lat-Bachoc32, lat-Beis13, lat-Beis14, lat-Beis16, lat-Beis17, lat-BGF.2.2112, lat-BGF.2.213, lat-BGF.2.214, lat-BGF.2.216, lat-BGF.2.314, lat-BGF.2.315, lat-BGF.2.318, lat-BGF.2.414, lat-BGF.2.416, lat-BGF.3.xxx, lat-Bhurw10, lat-Bhurw11, lat-Bhurw12, lat-Bhurw8, lat-Bhurw9, lat-BW16 as a Hurwitzian lattice, lat-BW16 (The Barnes-Wall Lattice), lat-BW32, lat-C2.Alt10, lat-(C2.Alt7 Y C2.S3).C2, lat-(C2.J2 Y SL(2,5)):C2, lat-C2.M12.C2, lat-C2.M22.C2, lat-(C2.PSL(3,4)).(C2 x C2), lat-C2, lat-(C2 x 3^(1+4):Sp(4,3)).C2, lat-C2 x 5^(1+2):GL(2,5), lat-(C2 x Alt5 x Alt5).(C2 x C2), lat-(C2 x Alt6).(C2 x C2), lat-(C2 x C3.Alt6).(C2 x C2), lat-((C2 x C3.Alt6).C2 Y SL(2,3)).C2, lat-(C2 x C3.PGL(2,9) x D10).C2, lat-(C2 x D10 x Alt5):C2, lat-(C2 x D78).C12, lat-C2 x G(2,3), lat-C2 x L(3,3):C2, lat-(C2 x Mc).C2, lat-C2 x PSL(2,11):C2, lat-C2 x PSL(2,25):C2, lat-(C2 x PSL(2,7) x PSL(2,7)).(C2 x C2), lat-((C2 x PSL(3,3)).C2 x C3).C2, lat-(C2 x PSL(3,4)).(C2 x S3), lat-(C2 x PSU(4,2)).C2, lat-(C2 x PSU(6,2)).S3, lat-C2 x S3 x PGL(2,11)(b), lat-C2 x S3 x PGL(2,11), lat-C2 x S3 x PGL(2,7), lat-C2 x S5 x PGL(2,7), lat-C2 x (S5 x S5):C2, lat-C2 x S6, lat-C2 x S7, lat-C2 x S8, lat-(C2 x Sp(4,4)).C2, lat-C2 x Sp(6,2), lat-(C2 x SU(4,2)).C2, lat-(C3.M10 x D8).C2, lat-(C3.M10 x SL(2,3)).C2, lat-(C3.S6 x D8).C2, lat-C6.Alt7:C2, lat-(C6.PSL(3,4).C2 Y D8).C2, lat-C6.PSU(4,3).(C2 x C2), lat-(C6.PSU(4,3).C2 Y SL(2,3)).C2, lat-(C6 x SU(4,2)):C2, lat-CQ32, lat-cubic F (classical holotype), lat-cubic F (even holotype), lat-cubic I (classical holotype), lat-cubic I (even holotype), lat-cubic P (classical holotype), lat-cubic P (even holotype), lat-D10*, lat-D10, lat-D1(1+i)^8, lat-D11, lat-D120.C2.b, lat-D120.C2, lat-D120.(C4 x C2), lat-D12*, lat-D12+, lat-D12, lat-D13, lat-D14*, lat-D14, lat-D15, lat-D16*, lat-D16, lat-D17, lat-D18*, lat-D18, lat-D19, lat-D1, lat-D20*, lat-D20, lat-D2(1+i)^4, lat-D2(1+i)+MxD6, lat-D21, lat-D22, lat-D23, lat-D24, lat-D25+, lat-D25, lat-D2*, lat-D2, lat-D3(1+i)+Mx_wU5, lat-D3(1-w)+MxA5, lat-D3, lat-D4(1+i)^2, lat-D4(1-w)^2, lat-D4 as a Hurwitzian lattice, lat-D4*, lat-D4, lat-D5, lat-D6.sqrt(D6), lat-D6*, lat-D6, lat-D7, lat-D8(1+i), lat-D8(1-w), lat-D8*, lat-D8, lat-(D8 x S6).C2, lat-D9, lat-digonal C (classical holotype), lat-digonal C (even holotype), lat-digonal F (classical holotype), lat-digonal F (even holotype), lat-digonal I (classical holotype), lat-digonal I (even holotype), lat-digonal P (classical holotype), lat-digonal P (even holotype), lat-DL_32.2, lat-E(14), lat-E(15), lat-E6.sqrt(3)E6, lat-E6*, lat-E6, lat-E7^2+, lat-E7a, lat-E7, lat-E8 (as a Hurwitzian lattice), lat-E8 (coding theory version), lat-E8, lat-E8 x A2, lat-Elkies_A, lat-Elkies_B, lat-Elkies_C, lat-F4(C15:C4).2, lat-F4S6.2, lat-F4, lat-F4 x A5, lat-F4 x A6, lat-F4xE6, lat-Fi_22 invariant lattice II, lat-Fi_{22}-invariant lattice I, lat-G2^2.D4.sqrt(3)D4, lat-G2(3)S3.2, lat-G2^6, lat-G2.A5.sqrt(3)A5, lat-GZ9.12, lat-hA22^(2), lat-hA22^(3), lat-hat(A)_22^(2).otimes(3).A_2, lat-hat(A)30^(4), lat-hat(A)30^(8), lat-hexagonal P (classical holotype), lat-hexagonal P (even holotype), lat-hLeech24_3, lat-I2, lat-I3, lat-J2.2, lat-J2:2, lat-J24, lat-J2dim14, lat-K12, lat-K12 (The Coxeter-Todd Lattice), lat-KAPPA10*, lat-KAPPA10, lat-KAPPA11*, lat-KAPPA11, lat-KAPPA13*, lat-KAPPA13, lat-KAPPA14.1, lat-KAPPA14.2, lat-KAPPA15.1, lat-KAPPA15.2, lat-KAPPA16.1, lat-KAPPA16.2, lat-KAPPA16.3, lat-KAPPA17.1, lat-KAPPA17.2, lat-KAPPA18, lat-KAPPA19, lat-KAPPA20, lat-KAPPA21, lat-KAPPA7*, lat-KAPPA7, lat-KAPPA8.2, lat-KAPPA8*, lat-KAPPA8, lat-KAPPA9.2, lat-KAPPA9*, lat-KAPPA9, lat-KP36, lat-L_20,4, lat-L20, lat-L2(11)SL2(3)S3.2, lat-L2(13)S3.2, lat-L2(25):2^2, lat-L2(25):2, lat-L2(32):5, lat-L24,2.otimes.L_24,2, lat-L_24.2, lat-L2(49):2, lat-L_32,2, lat-L_32,6, lat-L3(3):2, lat-L_36,4, lat-L_36,4sup1, lat-L_36,4sup2, lat-L40, lat-L4(3):2, lat-L_56,2^(7)(M), lat-L_56,2(M), lat-L_56,2(tilde(M)), lat-L5(P^5), lat-L6(P^6), lat-L7(P^3), lat-L7(P^7), lat-L7(P), lat-L80, lat-L8,2.otimes.L_32,2, lat-L8(P^2), lat-L8(P^4), lat-L8(P^8), lat-L8(P), lat-LAMBDA10, lat-LAMBDA11_MIN, lat-LAMBDA11, lat-LAMBDA12_MID, lat-LAMBDA12_MIN, lat-LAMBDA12, lat-LAMBDA13_MID, lat-LAMBDA13_MIN, lat-LAMBDA13, lat-LAMBDA14.2, lat-LAMBDA14.3, lat-LAMBDA14.4, lat-LAMBDA14, lat-LAMBDA15.2, lat-LAMBDA15.3, lat-LAMBDA15.4, lat-LAMBDA15, lat-LAMBDA16.2, lat-LAMBDA16.3, lat-LAMBDA16.4, lat-LAMBDA16, lat-LAMBDA17.2, lat-LAMBDA17.3, lat-LAMBDA17.4, lat-LAMBDA17, lat-LAMBDA18.2, lat-LAMBDA18.3, lat-LAMBDA18, lat-LAMBDA19, lat-LAMBDA20, lat-LAMBDA21, lat-LAMBDA 22, lat-LAMBDA 23, lat-LAMBDA24 (The Leech lattice as a Hurwitzian lattice), lat-LAMBDA24 (The Leech Lattice), lat-LAMBDA25, lat-LAMBDA26, lat-LAMBDA27, lat-LAMBDA28, lat-LAMBDA29, lat-Lambda2(A6), lat-Lambda2(E6), lat-LAMBDA30, lat-LAMBDA31Bnc, lat-LAMBDA31B, lat-LAMBDA31nc, lat-LAMBDA31, lat-LAMBDA9, lat-LAMBDA(C1), lat-LAMBDA(C2), lat-LAMBDA(C3), lat-LAMBDA(C4), lat-LAMBDA(C5), lat-LAMBDA(F), lat-LAMBDA(G1), lat-LAMBDA(G2), lat-LAMBDA(G3), lat-LAMBDA(G4), lat-LAMBDA(G), lat-LAMBDA(QR), lat-LAMBDA(RM)=BW32, lat-LAMBDA(S3), lat-LAMBDA(U), lat-Leech, lat-LL28, lat-LL32'', lat-LL32', lat-LL32, lat-M14,2, lat-M14,3, lat-M14,6, lat-M18,2, lat-M18,4, lat-M20,3, lat-M6,2, lat-M80, lat-M8,3, lat-monoclinic C (classical holotype), lat-monoclinic C (even holotype), lat-monoclinic P (classical holotype), lat-monoclinic P (even holotype), lat-MW44, lat-MW64, lat-MxA4^2, lat-MxA8, lat-MxD4^2, lat-MxD8, lat-MxE8, lat-N(12A2), lat-N(24A1), lat-N(2A12), lat-N(2A7_2D5), lat-N(2A9_D6), lat-N(2D12), lat-N(3A8), lat-N(3D8), lat-N(3E8), lat-N(4A5_D4), lat-N(4A6), lat-N(4D6), lat-N(4E6), lat-N(6A4), lat-N(6D4), lat-N(8A3), lat-N(A11_D7_E6), lat-N(A15_D9), lat-N(A17_E7), lat-N(A24), lat-N(D10_2E7), lat-N(D16_E8), lat-N(D24), lat-Ne_64, lat-O_10, lat-O_12, lat-O(15), lat-O(5), lat-O(6), lat-O(7), lat-O8+(2):S3, lat-OBW16, lat-Odd Barnes-Wall, lat-OLeech^2, latorb-10QF.10.c, latorb-10QF.10.d, latorb-10QF.6.a, latorb-2^1+10.O10^+(2) = BW32, latorb-2.Alt7(SL2(3)C3.2).2, latorb-2.Alt7SS3.2, latorb-2.Alt7SS3, latorb-2.Alt7x2.Alt7.2^2, latorb-2.J2SL2(3).2, latorb-2.M12.2GL2(3), latorb-2.U4(2)SL2(3).2, latorb-2.U4(3).4SS3.2, latorb-((3+^(1+2):SL(2,3)) x SL(2,3)).C2, latorb-3.Alt6.2^2, latorb-3.L3(4).2^2, latorb-3.S7, latorb-3.U4(3).2^2, latorb-4.L3(4).2^2a, latorb-4.L3(4).2^2b, latorb-(4+sqrt(5)) x Leech, latorb-5^1+2.SL2(5).2SL2(5).2, latorb-6QF.6.a, latorb-6QF.6.b, latorb-6QF.6.c, latorb-6QF.6.d, latorb-6QF.6.e, latorb-6QF.6.f, latorb-8QF.8.a, latorb-8QF.8.d, latorb-8QF.8.e, latorb-A10^(2), latorb-A10^(3), latorb-A10*, latorb-A10, latorb-A_11.otimes(3).A_2, latorb-A11*, latorb-A11, latorb-A12*, latorb-A12, latorb-A13*, latorb-A13, latorb-A14*, latorb-A14, latorb-A15*, latorb-A15+, latorb-A15, latorb-A16^(3), latorb-A1^6.sqrt(3)A1^6, latorb-A16*, latorb-A16, latorb-A17*, latorb-A17, latorb-A18^(5), latorb-A18*, latorb-A18, latorb-A19*, latorb-A19, latorb-A1*, latorb-A1, latorb-A20*, latorb-A20, latorb-A21, latorb-A22^(4), latorb-A22^(6), latorb-A22*, latorb-A22, latorb-A2^3.sqrt(3)A2^3, latorb-A23, latorb-A24*, latorb-A24, latorb-A2*, latorb-A2, latorb-A2 x A10, latorb-A2 x A11, latorb-A2 x A12, latorb-A2xA4#, latorb-A2 x A6^(2), latorb-A2xA6, latorb-A2xA9, latorb-A2 x D4, latorb-A2 x E7, latorb-A2xH4, latorb-A2xM6,2, latorb-A3^2.sqrt(3)A3^2, latorb-(A3.sqrt(3)A3)+, latorb-A3*, latorb-A3, latorb-A4*, latorb-A4, latorb-A4 x A5, latorb-A4xA6, latorb-A4 x E6, latorb-A4 x F4, latorb-A5^{+2}, latorb-A5^{+3}, latorb-A5*, latorb-A5, latorb-A5 tilde(otimes) A5, latorb-A6,1, latorb-A6^(2), latorb-A6,2, latorb-A6.sqrt(3)A6, latorb-A6*, latorb-A6, latorb-A7*, latorb-A7, latorb-A8*, latorb-A8, latorb-A9*, latorb-A9, latorb-acc, latorb-(Alt5 x ((C3 x D8).C2)).C2, latorb-Bachoc32, latorb-Beis13, latorb-Beis14, latorb-Beis16, latorb-Beis17, latorb-BGF.2.2112, latorb-BGF.2.213, latorb-BGF.2.214, latorb-BGF.2.216, latorb-BGF.2.314, latorb-BGF.2.315, latorb-BGF.2.318, latorb-BGF.2.414, latorb-BGF.2.416, latorb-BGF.3.xxx, latorb-Bhurw10, latorb-Bhurw11, latorb-Bhurw12, latorb-Bhurw8, latorb-Bhurw9, latorb-BW16 as a Hurwitzian lattice, latorb-BW16 (The Barnes-Wall Lattice), latorb-BW32, latorb-C2.Alt10, latorb-(C2.Alt7 Y C2.S3).C2, latorb-(C2.J2 Y SL(2,5)):C2, latorb-C2.M12.C2, latorb-C2.M22.C2, latorb-(C2.PSL(3,4)).(C2 x C2), latorb-C2, latorb-(C2 x 3^(1+4):Sp(4,3)).C2, latorb-C2 x 5^(1+2):GL(2,5), latorb-(C2 x Alt5 x Alt5).(C2 x C2), latorb-(C2 x Alt6).(C2 x C2), latorb-(C2 x C3.Alt6).(C2 x C2), latorb-((C2 x C3.Alt6).C2 Y SL(2,3)).C2, latorb-(C2 x C3.PGL(2,9) x D10).C2, latorb-(C2 x D10 x Alt5):C2, latorb-(C2 x D78).C12, latorb-C2 x G(2,3), latorb-C2 x L(3,3):C2, latorb-(C2 x Mc).C2, latorb-C2 x PSL(2,11):C2, latorb-C2 x PSL(2,25):C2, latorb-(C2 x PSL(2,7) x PSL(2,7)).(C2 x C2), latorb-((C2 x PSL(3,3)).C2 x C3).C2, latorb-(C2 x PSL(3,4)).(C2 x S3), latorb-(C2 x PSU(4,2)).C2, latorb-(C2 x PSU(6,2)).S3, latorb-C2 x S3 x PGL(2,11)(b), latorb-C2 x S3 x PGL(2,11), latorb-C2 x S3 x PGL(2,7), latorb-C2 x S5 x PGL(2,7), latorb-C2 x (S5 x S5):C2, latorb-C2 x S6, latorb-C2 x S7, latorb-C2 x S8, latorb-(C2 x Sp(4,4)).C2, latorb-C2 x Sp(6,2), latorb-(C2 x SU(4,2)).C2, latorb-(C3.M10 x D8).C2, latorb-(C3.M10 x SL(2,3)).C2, latorb-(C3.S6 x D8).C2, latorb-C6.Alt7:C2, latorb-(C6.PSL(3,4).C2 Y D8).C2, latorb-C6.PSU(4,3).(C2 x C2), latorb-(C6.PSU(4,3).C2 Y SL(2,3)).C2, latorb-(C6 x SU(4,2)):C2, latorb-CQ32, latorb-cubic F (classical holotype), latorb-cubic F (even holotype), latorb-cubic I (classical holotype), latorb-cubic I (even holotype), latorb-cubic P (classical holotype), latorb-cubic P (even holotype), latorb-D10*, latorb-D10, latorb-D1(1+i)^8, latorb-D11, latorb-D120.C2.b, latorb-D120.C2, latorb-D120.(C4 x C2), latorb-D12*, latorb-D12+, latorb-D12, latorb-D13, latorb-D14*, latorb-D14, latorb-D15, latorb-D16*, latorb-D16, latorb-D17, latorb-D18*, latorb-D18, latorb-D19, latorb-D1, latorb-D20*, latorb-D20, latorb-D2(1+i)^4, latorb-D2(1+i)+MxD6, latorb-D21, latorb-D22, latorb-D23, latorb-D24, latorb-D25+, latorb-D25, latorb-D2*, latorb-D2, latorb-D3(1+i)+Mx_wU5, latorb-D3(1-w)+MxA5, latorb-D3, latorb-D4(1+i)^2, latorb-D4(1-w)^2, latorb-D4 as a Hurwitzian lattice, latorb-D4*, latorb-D4, latorb-D5, latorb-D6.sqrt(D6), latorb-D6*, latorb-D6, latorb-D7, latorb-D8(1+i), latorb-D8(1-w), latorb-D8*, latorb-D8, latorb-(D8 x S6).C2, latorb-D9, latorb-digonal C (classical holotype), latorb-digonal C (even holotype), latorb-digonal F (classical holotype), latorb-digonal F (even holotype), latorb-digonal I (classical holotype), latorb-digonal I (even holotype), latorb-digonal P (classical holotype), latorb-digonal P (even holotype), latorb-DL_32.2, latorb-E(14), latorb-E(15), latorb-E6.sqrt(3)E6, latorb-E6*, latorb-E6, latorb-E7^2+, latorb-E7a, latorb-E7, latorb-E8 (as a Hurwitzian lattice), latorb-E8 (coding theory version), latorb-E8, latorb-E8 x A2, latorb-Elkies_A, latorb-Elkies_B, latorb-Elkies_C, latorb-F4(C15:C4).2, latorb-F4S6.2, latorb-F4, latorb-F4 x A5, latorb-F4 x A6, latorb-F4xE6, latorb-G2^2.D4.sqrt(3)D4, latorb-G2(3)S3.2, latorb-G2^6, latorb-G2.A5.sqrt(3)A5, latorb-GZ9.12, latorb-hA22^(2), latorb-hA22^(3), latorb-hat(A)_22^(2).otimes(3).A_2, latorb-hat(A)30^(4), latorb-hat(A)30^(8), latorb-hexagonal P (classical holotype), latorb-hexagonal P (even holotype), latorb-hLeech24_3, latorb-I2, latorb-I3, latorb-J2.2, latorb-J2:2, latorb-J24, latorb-J2dim14, latorb-K12, latorb-K12 (The Coxeter-Todd Lattice), latorb-KAPPA10*, latorb-KAPPA10, latorb-KAPPA11*, latorb-KAPPA11, latorb-KAPPA13*, latorb-KAPPA13, latorb-KAPPA14.1, latorb-KAPPA14.2, latorb-KAPPA15.1, latorb-KAPPA15.2, latorb-KAPPA16.1, latorb-KAPPA16.2, latorb-KAPPA16.3, latorb-KAPPA17.1, latorb-KAPPA17.2, latorb-KAPPA18, latorb-KAPPA19, latorb-KAPPA20, latorb-KAPPA21, latorb-KAPPA7*, latorb-KAPPA7, latorb-KAPPA8.2, latorb-KAPPA8*, latorb-KAPPA8, latorb-KAPPA9.2, latorb-KAPPA9*, latorb-KAPPA9, latorb-KP36, latorb-L_20,4, latorb-L20, latorb-L2(11)SL2(3)S3.2, latorb-L2(13)S3.2, latorb-L2(25):2^2, latorb-L2(25):2, latorb-L2(32):5, latorb-L24,2.otimes.L_24,2, latorb-L_24.2, latorb-L2(49):2, latorb-L_32,2, latorb-L_32,6, latorb-L3(3):2, latorb-L_36,4, latorb-L_36,4sup1, latorb-L_36,4sup2, latorb-L40, latorb-L4(3):2, latorb-L_56,2^(7)(M), latorb-L_56,2(M), latorb-L_56,2(tilde(M)), latorb-L5(P^5), latorb-L6(P^6), latorb-L7(P^3), latorb-L7(P^7), latorb-L7(P), latorb-L8,2.otimes.L_32,2, latorb-L8(P^2), latorb-L8(P^4), latorb-L8(P^8), latorb-L8(P), latorb-LAMBDA10, latorb-LAMBDA11_MIN, latorb-LAMBDA11, latorb-LAMBDA12_MID, latorb-LAMBDA12_MIN, latorb-LAMBDA12, latorb-LAMBDA13_MID, latorb-LAMBDA13_MIN, latorb-LAMBDA13, latorb-LAMBDA14.2, latorb-LAMBDA14.3, latorb-LAMBDA14.4, latorb-LAMBDA14, latorb-LAMBDA15.2, latorb-LAMBDA15.3, latorb-LAMBDA15.4, latorb-LAMBDA15, latorb-LAMBDA16.2, latorb-LAMBDA16.3, latorb-LAMBDA16.4, latorb-LAMBDA16, latorb-LAMBDA17.2, latorb-LAMBDA17.3, latorb-LAMBDA17.4, latorb-LAMBDA17, latorb-LAMBDA18.2, latorb-LAMBDA18.3, latorb-LAMBDA18, latorb-LAMBDA19, latorb-LAMBDA20, latorb-LAMBDA21, latorb-LAMBDA 22, latorb-LAMBDA 23, latorb-LAMBDA24 (The Leech lattice as a Hurwitzian lattice), latorb-LAMBDA24 (The Leech Lattice), latorb-LAMBDA25, latorb-LAMBDA26, latorb-LAMBDA27, latorb-LAMBDA28, latorb-LAMBDA29, latorb-Lambda2(A6), latorb-Lambda2(E6), latorb-LAMBDA30, latorb-LAMBDA31Bnc, latorb-LAMBDA31B, latorb-LAMBDA31nc, latorb-LAMBDA31, latorb-LAMBDA9, latorb-LAMBDA(C1), latorb-LAMBDA(C2), latorb-LAMBDA(C3), latorb-LAMBDA(C4), latorb-LAMBDA(C5), latorb-LAMBDA(F), latorb-LAMBDA(G1), latorb-LAMBDA(G2), latorb-LAMBDA(G3), latorb-LAMBDA(G4), latorb-LAMBDA(G), latorb-LAMBDA(QR), latorb-LAMBDA(RM)=BW32, latorb-LAMBDA(S3), latorb-LAMBDA(U), latorb-Leech, latorb-LL28, latorb-LL32'', latorb-LL32', latorb-LL32, latorb-M14,2, latorb-M14,3, latorb-M14,6, latorb-M18,2, latorb-M18,4, latorb-M20,3, latorb-M6,2, latorb-M8,3, latorb-monoclinic C (classical holotype), latorb-monoclinic C (even holotype), latorb-monoclinic P (classical holotype), latorb-monoclinic P (even holotype), latorb-MW44, latorb-MW64, latorb-MxA4^2, latorb-MxA8, latorb-MxD4^2, latorb-MxD8, latorb-MxE8, latorb-N(12A2), latorb-N(24A1), latorb-N(2A12), latorb-N(2A7_2D5), latorb-N(2A9_D6), latorb-N(2D12), latorb-N(3A8), latorb-N(3D8), latorb-N(3E8), latorb-N(4A5_D4), latorb-N(4A6), latorb-N(4D6), latorb-N(4E6), latorb-N(6A4), latorb-N(6D4), latorb-N(8A3), latorb-N(A11_D7_E6), latorb-N(A15_D9), latorb-N(A17_E7), latorb-N(A24), latorb-N(D10_2E7), latorb-N(D16_E8), latorb-N(D24), latorb-Ne_64, latorb-O_10, latorb-O_12, latorb-O(15), latorb-O(5), latorb-O(6), latorb-O(7), latorb-O8+(2):S3, latorb-OBW16, latorb-Odd Barnes-Wall, latorb-OLeech^2, latorb-overlattice(A2xA11), latorb-overlattice(E7xD4), latorb-P_48n, latorb-P_48p, latorb-P_48q, latorb-P7.10, latorb-P7.11, latorb-P7.12, latorb-P7.13, latorb-P7.14, latorb-P7.15, latorb-P7.16, latorb-P7.17, latorb-P7.18, latorb-P7.19, latorb-P7.1, latorb-P7.20, latorb-P7.21, latorb-P7.22, latorb-P7.23, latorb-P7.24, latorb-P7.25, latorb-P7.26, latorb-P7.27, latorb-P7.28, latorb-P7.29, latorb-P7.2, latorb-P7.30, latorb-P7.31, latorb-P7.32, latorb-P7.33, latorb-P7.3, latorb-P7.4, latorb-P7.5, latorb-P7.6, latorb-P7.7, latorb-P7.8, latorb-P7.9, latorb-(PSL(2,11) x D12).C2, latorb-(PSL(2,7) x D8):C2, latorb-(PSL(2,7) x W(F4)).C2, latorb-Q10, latorb-Q1761, latorb-Q1762, latorb-Q1763, latorb-Q1766, latorb-Q30, latorb-Q31, latorb-Q32', latorb-Q32, latorb-Q8(1), latorb-Q8D8.Alt5SL2(5)D10.2, latorb-Qp1761, latorb-Qp1762, latorb-Qp1763, latorb-Qp1766, latorb-QQF.4.a, latorb-QQF.4.b, latorb-QQF.4.e, latorb-QQF.4.f, latorb-QQF.4.g, latorb-QQF.4.i, latorb-R20, latorb-R24, latorb-R28'', latorb-R28', latorb-R28, latorb-RAOR36, latorb-S1^2, latorb-S3 x (C2 x D10 x Alt5).C2, latorb-S3 x ((PSL(2,7) x D8).C2), latorb-S3 x (SL(2,5) Y SL(2,3)).C2, latorb-S6(3)C3.2, latorb-S(7), latorb-S8, latorb-S9, latorb-SL2(11)C12.2.2, latorb-SL2(11)Q8D8.Alt5.2, latorb-SL2(11)SL2(3).2, latorb-(SL(2,11) Y SL(2,3)).C2, latorb-SL2(13)SL2(3).2, latorb-(SL(2,13) Y SL(2,3)).C2, latorb-SL2(17)SS3.2a, latorb-SL2(17)SS3.2b, latorb-SL2(17)SS3.2, latorb-SL2(19):2,2mod, latorb-Sl2(19)C3,2mod, latorb-SL2(19)SL2(3).2, latorb-SL2(19)SS3.2, latorb-SL2(3)C5D24.2.2, latorb-SL2(3)C5Q24.2.2, latorb-((SL(2,3) Y C4).C2 x PSU(3,3)).C2, latorb-SL2(5)2^1+6.O6-(2).2, latorb-SL2(5)^4:S4.2, latorb-SL2(5)^4:S4:2, latorb-SL2(5)C5D24.2, latorb-SL2(5)C5Q24.2, latorb-SL2(5)D10(SL2(3)C3).2.2, latorb-(SL2(5)SL2(5):2)(C3D8.2).2a, latorb-(SL2(5)SL2(5)):2(C3D8.2).2b, latorb-SL2(5)(Sp4(3)xC3.2).2, latorb-(SL(2,5) Y (C2 x 3^(1+2)).GL(2,3)).C2, latorb-(SL(2,5) Y (D8 Y Q8).Alt5).C2, latorb-(SL(2,5) Y SL(2,3)).C2, latorb-(SL(2,5) Y ((SL(2,3) x C3).C2)).C2, latorb-(((SL(2,5) Y SL(2,5)):C2) x Alt5).C2, latorb-(((SL(2,5) Y SL(2,5)):C2) x Alt5):C2, latorb-(((SL(2,5) Y SL(2,5)):C2) x D10):C2, latorb-(SL(2,5) Y SL(2,9)):C2, latorb-SL2(7)2.Alt7.2, latorb-SL2(7)SL2(3)C3.2b, latorb-SL2(7)SL2(3)C3.2, latorb-SL2(7)SL2(3)C4.2.2, latorb-SL2(7)SL2(9).2, latorb-(SL(2,7) x PSL(2,7)).C2, latorb-(SL(2,7) Y C2.S3).C2, latorb-SL(2,7) Y (C2.S4), latorb-(SL(2,7) Y Q16).C2, latorb-SL2(9)D10SL2(5).2, latorb-SL2(9)q8d8.Alt5.2, latorb-SL2(9)SL2(5).2, latorb-(SL(2,9) Y SL(2,9)).(C2 x C2), latorb-Sp4(3)Sp4(3).2xC3.2, latorb-(Sp(4,3) x 3^(1+2):SL(2,3)).C2, latorb-((Sp(4,3) x C3) Y SL(2,3)).C2, latorb-Sp4(4)xC_3, latorb-Sp6(3)C3.2, latorb-st15moddim8a, latorb-st15moddim8b, latorb-(SU(3,3) x C4).C2, latorb-(SU(4,2) x C6).C2, latorb-(SU(5,2) x SL(2,3)).C2, latorb-Sz(8):3C4, latorb-T26, latorb-tetragonal I (classical holotype), latorb-tetragonal I (even holotype), latorb-tetragonal P (classical holotype), latorb-tetragonal P (even holotype), latorb-triclinic P (classical holotype), latorb-triclinic P (even holotype), latorb-trigonal R (classical holotype), latorb-trigonal R (even holotype), latorb-U32, latorb-U3(3)(Q8C4).S3.2, latorb-U3(3)U3(3):2.2, latorb-U3(5):2, latorb-U3(5).3C3.2, latorb-U4(2)3^1+2:SL2(3).2, latorb-(U5(2) x 2^(1+4)_-.Alt_5).2, latorb-W(F4) x PGL(2,7), latorb-W(F4) x S5, latorb-Z2, latorb-Z4, latorb-zcc, latorb-Z, lat-overlattice(A2xA11), lat-overlattice(E7xD4), lat-P_48n, lat-P_48p, lat-P_48q, lat-P7.10, lat-P7.11, lat-P7.12, lat-P7.13, lat-P7.14, lat-P7.15, lat-P7.16, lat-P7.17, lat-P7.18, lat-P7.19, lat-P7.1, lat-P7.20, lat-P7.21, lat-P7.22, lat-P7.23, lat-P7.24, lat-P7.25, lat-P7.26, lat-P7.27, lat-P7.28, lat-P7.29, lat-P7.2, lat-P7.30, lat-P7.31, lat-P7.32, lat-P7.33, lat-P7.3, lat-P7.4, lat-P7.5, lat-P7.6, lat-P7.7, lat-P7.8, lat-P7.9, lat-(PSL(2,11) x D12).C2, lat-(PSL(2,7) x D8):C2, lat-(PSL(2,7) x W(F4)).C2, lat-Q10, lat-Q1761, lat-Q1762, lat-Q1763, lat-Q1766, lat-Q30, lat-Q31, lat-Q32', lat-Q32, lat-Q8(1), lat-Q8D8.Alt5SL2(5)D10.2, lat-Qp1761, lat-Qp1762, lat-Qp1763, lat-Qp1766, lat-QQF.4.a, lat-QQF.4.b, lat-QQF.4.e, lat-QQF.4.f, lat-QQF.4.g, lat-QQF.4.i, lat-R20, lat-R24, lat-R28'', lat-R28', lat-R28, lat-RAOR36, lat-S1^2, lat-S3 x (C2 x D10 x Alt5).C2, lat-S3 x ((PSL(2,7) x D8).C2), lat-S3 x (SL(2,5) Y SL(2,3)).C2, lat-S6(3)C3.2, lat-S(7), lat-S8, lat-S9, lat-SL2(11)C12.2.2, lat-SL2(11)Q8D8.Alt5.2, lat-SL2(11)SL2(3).2, lat-(SL(2,11) Y SL(2,3)).C2, lat-SL2(13)SL2(3).2, lat-(SL(2,13) Y SL(2,3)).C2, lat-SL2(17)SS3.2a, lat-SL2(17)SS3.2b, lat-SL2(17)SS3.2, lat-SL2(19):2,2mod, lat-Sl2(19)C3,2mod, lat-SL2(19)SL2(3).2, lat-SL2(19)SS3.2, lat-SL2(3)C5D24.2.2, lat-SL2(3)C5Q24.2.2, lat-((SL(2,3) Y C4).C2 x PSU(3,3)).C2, lat-SL2(5)2^1+6.O6-(2).2, lat-SL2(5)^4:S4.2, lat-SL2(5)^4:S4:2, lat-SL2(5)C5D24.2, lat-SL2(5)C5Q24.2, lat-SL2(5)D10(SL2(3)C3).2.2, lat-(SL2(5)SL2(5):2)(C3D8.2).2a, lat-(SL2(5)SL2(5)):2(C3D8.2).2b, lat-SL2(5)(Sp4(3)xC3.2).2, lat-(SL(2,5) Y (C2 x 3^(1+2)).GL(2,3)).C2, lat-(SL(2,5) Y (D8 Y Q8).Alt5).C2, lat-(SL(2,5) Y SL(2,3)).C2, lat-(SL(2,5) Y ((SL(2,3) x C3).C2)).C2, lat-(((SL(2,5) Y SL(2,5)):C2) x Alt5).C2, lat-(((SL(2,5) Y SL(2,5)):C2) x Alt5):C2, lat-(((SL(2,5) Y SL(2,5)):C2) x D10):C2, lat-(SL(2,5) Y SL(2,9)):C2, lat-SL2(7)2.Alt7.2, lat-SL2(7)SL2(3)C3.2b, lat-SL2(7)SL2(3)C3.2, lat-SL2(7)SL2(3)C4.2.2, lat-SL2(7)SL2(9).2, lat-(SL(2,7) x PSL(2,7)).C2, lat-(SL(2,7) Y C2.S3).C2, lat-SL(2,7) Y (C2.S4), lat-(SL(2,7) Y Q16).C2, lat-SL2(9)D10SL2(5).2, lat-SL2(9)q8d8.Alt5.2, lat-SL2(9)SL2(5).2, lat-(SL(2,9) Y SL(2,9)).(C2 x C2), lat-Sp4(3)Sp4(3).2xC3.2, lat-(Sp(4,3) x 3^(1+2):SL(2,3)).C2, lat-((Sp(4,3) x C3) Y SL(2,3)).C2, lat-Sp4(4)xC_3, lat-Sp6(3)C3.2, lat-st15moddim8a, lat-st15moddim8b, lat-(SU(3,3) x C4).C2, lat-(SU(4,2) x C6).C2, lat-(SU(5,2) x SL(2,3)).C2, lat-Sz(8):3C4, lat-T26, lat-tetragonal I (classical holotype), lat-tetragonal I (even holotype), lat-tetragonal P (classical holotype), lat-tetragonal P (even holotype), lat-triclinic P (classical holotype), lat-triclinic P (even holotype), lat-trigonal R (classical holotype), lat-trigonal R (even holotype), lat-U32, lat-U3(3)(Q8C4).S3.2, lat-U3(3)U3(3):2.2, lat-U3(5):2, lat-U3(5).3C3.2, lat-U4(2)3^1+2:SL2(3).2, lat-(U5(2) x 2^(1+4)_-.Alt_5).2, lat-W(F4) x PGL(2,7), lat-W(F4) x S5, lat-Z2, lat-Z4, lat-zcc, lat-Z, MC4, minimal10, minimal11, minimal12, minimal13, minimal14, minimal15, minimal16, minimal17, minimal18, minimal19, minimal1, minimal20, minimal21, minimal22, minimal23, minimal24, minimal25, minimal26, minimal27, minimal28, minimal2, minimal3, minimal4, minimal5, minimal6, minimal7, minimal8, minimal9, minimal-except10, minimal-except27, minimal-except28, minimal-except9, N1minimal10, N1minimal11, N1minimal12, N1minimal13, N1minimal14, N1minimal15, N1minimal16, N1minimal17, N1minimal18, N1minimal19, N1minimal20, N1minimal21, N1minimal22, N1minimal23, N1minimal24, N1minimal25, N1minimal2, N1minimal3, N1minimal4, N1minimal5, N1minimal6, N1minimal7, N1minimal8, N1minimal9, N2minimal10, N2minimal11, N2minimal12, N2minimal13, N2minimal14, N2minimal15, N2minimal1, N2minimal2, N2minimal3, N2minimal4, N2minimal5, N2minimal6, N2minimal7, N2minimal8, N2minimal9, octahedral, tetrahedral, U2A, U2B, U3A, U3C, U4A, U4B, U5A, U6A, UB2B, UB2C, UB3A, UB4B, UF2A, UF3A, vacuum, vbnatural, vfnatural, vnatural, zlat10, zlat11, zlat12, zlat13, zlat14, zlat15, zlat16, zlat17, zlat18, zlat19, zlat1, zlat20, zlat21, zlat22, zlat23, zlat24, zlat2, zlat3, zlat4, zlat5, zlat6, zlat7, zlat8, zlat9, zorb10, zorb11, zorb12, zorb13, zorb14, zorb15, zorb16, zorb17, zorb18, zorb19, zorb1, zorb20, zorb21, zorb22, zorb23, zorb24, zorb25, zorb26, zorb2, zorb3, zorb4, zorb5, zorb6, zorb7, zorb8, zorb9,
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