query([1,1,195,187,294,195,187,308,314,276,332,266,336,308,297,348,266,355,276,294,336,314,297,348,332,1,195,1,274,294,114,195,1,227,114,178,226,133,74,174,74,195,107,174,274,114,209,209,107,174]) :- in(1, [[val-1]]), in(1, [[val-1]]), in(195, [[val-195]]), in(187, [[val-187]]), in(294, [[val-294]]), in(195, [[val-195]]), in(187, [[val-187]]), in(308, [[val-308]]), in(314, [[val-314]]), in(276, [[val-276]]), in(332, [[val-332]]), in(266, [[val-266]]), in(336, [[val-336]]), in(308, [[val-308]]), in(297, [[val-297]]), in(348, [[val-348]]), in(266, [[val-266]]), in(355, [[val-355]]), in(276, [[val-276]]), in(294, [[val-294]]), in(336, [[val-336]]), in(314, [[val-314]]), in(297, [[val-297]]), in(348, [[val-348]]), in(332, [[val-332]]), in(1, [[val-1]]), in(195, [[val-195]]), in(1, [[val-1]]), in(274, [[val-274]]), in(294, [[val-294]]), in(114, [[val-114]]), in(195, [[val-195]]), in(1, [[val-1]]), in(227, [[val-227]]), in(114, [[val-114]]), in(178, [[val-178]]), in(226, [[val-226]]), in(133, [[val-133]]), in(74, [[val-74]]), in(174, [[val-174]]), in(74, [[val-74]]), in(195, [[val-195]]), in(107, [[val-107]]), in(174, [[val-174]]), in(274, [[val-274]]), in(114, [[val-114]]), in(209, [[val-209]]), in(209, [[val-209]]), in(107, [[val-107]]), in(174, [[val-174]]), in(194, [[val-194]]), in(186, [[val-186]]), in(113, [[val-113]]), in(107, [[val-107]]), in(87, [[val-87]]), in(81, [[val-81]]), in(79, [[val-79]]), in(73, [[val-73]]), in(67, [[val-67]]), in(60, [[val-60]]), in(49, [[val-49]]), in(48, [[val-48]]), in(45, [[val-45]]), in(40, [[val-40]]), in(35, [[val-35]]), in(33, [[val-33]]), in(31, [[val-31]]), in(26, [[val-26]]), in(21, [[val-21]]), in(20, [[val-20]]), in(19, [[val-19]]), in(18, [[val-18]]), in(17, [[val-17]]), in(7, [[val-7]]), in(4, [[val-4]]), in(1, [[val-1]]), in(2, [[val-2]]), in(3, [[val-3]]), in(4, [[val-4]]), in(5, [[val-5]]), in(6, [[val-6]]), in(7, [[val-7]]), in(8, [[val-8]]), in(9, [[val-9]]), in(10, [[val-10]]), in(11, [[val-11]]), in(12, [[val-12]]), in(13, [[val-13]]), in(14, [[val-14]]), in(15, [[val-15]]), in(16, [[val-16]]), in(17, [[val-17]]), in(18, [[val-18]]), in(19, [[val-19]]), in(20, [[val-20]]), in(21, [[val-21]]), in(22, [[val-22]]), in(23, [[val-23]]), in(24, [[val-24]]), in(25, [[val-25]]), in(194, [[val-194]]), in(186, [[val-186]]), in(113, [[val-113]]), in(107, [[val-107]]), in(87, [[val-87]]), in(81, [[val-81]]), in(79, [[val-79]]), in(73, [[val-73]]), in(67, [[val-67]]), in(60, [[val-60]]), in(49, [[val-49]]), in(48, [[val-48]]), in(45, [[val-45]]), in(40, [[val-40]]), in(35, [[val-35]]), in(33, [[val-33]]), in(31, [[val-31]]), in(26, [[val-26]]), in(21, [[val-21]]), in(20, [[val-20]]), in(19, [[val-19]]), in(18, [[val-18]]), in(17, [[val-17]]), in(7, [[val-7]]), in(4, [[val-4]]), lex_chain_lesseq([vec-[[var-1],[var-1],[var-195],[var-187],[var-294],[var-195],[var-187],[var-308],[var-314],[var-276],[var-332],[var-266],[var-336],[var-308],[var-297],[var-348],[var-266],[var-355],[var-276],[var-294],[var-336],[var-314],[var-297],[var-348],[var-332]],vec-[[var-1],[var-195],[var-1],[var-274],[var-294],[var-114],[var-195],[var-1],[var-227],[var-114],[var-178],[var-226],[var-133],[var-74],[var-174],[var-74],[var-195],[var-107],[var-174],[var-274],[var-114],[var-209],[var-209],[var-107],[var-174]]]), geost(2, [[oid-1,sid-1,x-[[v-1],[v-1]]],[oid-2,sid-2,x-[[v-1],[v-195]]],[oid-3,sid-3,x-[[v-195],[v-1]]],[oid-4,sid-4,x-[[v-187],[v-274]]],[oid-5,sid-5,x-[[v-294],[v-294]]],[oid-6,sid-6,x-[[v-195],[v-114]]],[oid-7,sid-7,x-[[v-187],[v-195]]],[oid-8,sid-8,x-[[v-308],[v-1]]],[oid-9,sid-9,x-[[v-314],[v-227]]],[oid-10,sid-10,x-[[v-276],[v-114]]],[oid-11,sid-11,x-[[v-332],[v-178]]],[oid-12,sid-12,x-[[v-266],[v-226]]],[oid-13,sid-13,x-[[v-336],[v-133]]],[oid-14,sid-14,x-[[v-308],[v-74]]],[oid-15,sid-15,x-[[v-297],[v-174]]],[oid-16,sid-16,x-[[v-348],[v-74]]],[oid-17,sid-17,x-[[v-266],[v-195]]],[oid-18,sid-18,x-[[v-355],[v-107]]],[oid-19,sid-19,x-[[v-276],[v-174]]],[oid-20,sid-20,x-[[v-294],[v-274]]],[oid-21,sid-21,x-[[v-336],[v-114]]],[oid-22,sid-22,x-[[v-314],[v-209]]],[oid-23,sid-23,x-[[v-297],[v-209]]],[oid-24,sid-24,x-[[v-348],[v-107]]],[oid-25,sid-25,x-[[v-332],[v-174]]]], [[sid-1,t-[[v-0],[v-0]],l-[[v-194],[v-194]]],[sid-2,t-[[v-0],[v-0]],l-[[v-186],[v-186]]],[sid-3,t-[[v-0],[v-0]],l-[[v-113],[v-113]]],[sid-4,t-[[v-0],[v-0]],l-[[v-107],[v-107]]],[sid-5,t-[[v-0],[v-0]],l-[[v-87],[v-87]]],[sid-6,t-[[v-0],[v-0]],l-[[v-81],[v-81]]],[sid-7,t-[[v-0],[v-0]],l-[[v-79],[v-79]]],[sid-8,t-[[v-0],[v-0]],l-[[v-73],[v-73]]],[sid-9,t-[[v-0],[v-0]],l-[[v-67],[v-67]]],[sid-10,t-[[v-0],[v-0]],l-[[v-60],[v-60]]],[sid-11,t-[[v-0],[v-0]],l-[[v-49],[v-49]]],[sid-12,t-[[v-0],[v-0]],l-[[v-48],[v-48]]],[sid-13,t-[[v-0],[v-0]],l-[[v-45],[v-45]]],[sid-14,t-[[v-0],[v-0]],l-[[v-40],[v-40]]],[sid-15,t-[[v-0],[v-0]],l-[[v-35],[v-35]]],[sid-16,t-[[v-0],[v-0]],l-[[v-33],[v-33]]],[sid-17,t-[[v-0],[v-0]],l-[[v-31],[v-31]]],[sid-18,t-[[v-0],[v-0]],l-[[v-26],[v-26]]],[sid-19,t-[[v-0],[v-0]],l-[[v-21],[v-21]]],[sid-20,t-[[v-0],[v-0]],l-[[v-20],[v-20]]],[sid-21,t-[[v-0],[v-0]],l-[[v-19],[v-19]]],[sid-22,t-[[v-0],[v-0]],l-[[v-18],[v-18]]],[sid-23,t-[[v-0],[v-0]],l-[[v-17],[v-17]]],[sid-24,t-[[v-0],[v-0]],l-[[v-7],[v-7]]],[sid-25,t-[[v-0],[v-0]],l-[[v-4],[v-4]]]]).