| $\Sigma(10,1)$
(K7-01),
$\Sigma(23,8)$
(K7-02),
$\Sigma(25,6)$
(K7-03),
$\Sigma(26,5)$ (K7-04),
$\Sigma(27,7)$ (K7-05),
$\Sigma(42,13)$ (K7-06),
$\Sigma(38,11)$ (K7-07),
$\Sigma(59,25)$ (K7-08),
$\Sigma(43,13)$ (K7-09),
$\Sigma(70,29)$ (K7-10),
$\Sigma(39,11)$ (K7-11),
$\Sigma(49,13)$ (K7-12),
$\Sigma(48,13)$ (K7-13),
$\Sigma(71,26)$ (K7-14),
$\Sigma(74,31)$ (K7-15),
$\Sigma(58,17)$ (K7-16),
$\Sigma(51,14)$ (K7-17),
$\Sigma(61,17)$ (K7-18),
$\Sigma(56,15)$ (K7-19),
$\Sigma(65,18)$ (K7-20),
$\Sigma(17,8)$ (K7-21),
$\Sigma(23,8)$ (K7-22),
$\Sigma(35,16)$ (K7-23),
$\Sigma(32,13)$ (K7-24),
$\Sigma(38,17)$ (K7-25),
$\Sigma(37,16)$ (K7-26),
$\Sigma(33,13)$ (K7-27),
$\Sigma(45,16)$ (K7-28),
$\Sigma(43,16)$ (K7-29),
$\Sigma(47,17)$ (K7-30),
$\Sigma(42,19)$ (K7-31),
$\Sigma(40,17)$ (K7-32),
$\Sigma(56,23)$ (K7-33),
$\Sigma(43,19)$ (K7-34),
$\Sigma(55,24)$ (K7-35),
$\Sigma(53,22)$ (K7-36),
$\Sigma(62,17)$ (K7-37),
$\Sigma(82,23)$ (K7-38),
$\Sigma(53,19)$ (K7-39),
$\Sigma(57,22)$ (K7-40),
$\Sigma(52,19)$ (K7-41),
$\Sigma(65,24)$ (K7-42),
$\Sigma(39,7)$ (K7-43),
$\Sigma(55,23)$ (K7-44),
$\Sigma(64,27)$ (K7-45),
$\Sigma(63,26)$ (K7-46),
$\Sigma(60,23)$ (K7-47),
$\Sigma(71,27)$ (K7-48),
$\Sigma(67,26)$ (K7-49),
$\Sigma(68,25)$ (K7-50),
$\Sigma(69,29)$ (K7-51),
$\Sigma(76,29)$ (K7-52),
$\Sigma(28,13)$ (K7-53),
$\Sigma(37,13)$ (K7-54),
$\Sigma(49,20)$ (K7-55),
$\Sigma(53,23)$ (K7-56),
$\Sigma(48,17)$ (K7-57),
$\Sigma(51,20)$ (K7-58),
$\Sigma(61,22)$ (K7-59),
$\Sigma(62,23)$ (K7-60),
$\Sigma(59,25)$ (K7-61),
$\Sigma(70,29)$ (K7-62),
$\Sigma(64,25)$ (K7-63),
$\Sigma(73,27)$ (K7-64),
$\Sigma(66,25)$ (K7-65),
$\Sigma(75,29)$ (K7-66),
$\Sigma(71,26)$ (K7-67),
$\Sigma(71,26)$ (K7-68),
$\Sigma(79,30)$ (K7-69),
$\Sigma(80,31)$ (K7-70),
$\Sigma(81,31)$ (K7-71),
$\Sigma(89,34)$ (K7-72),
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