query([1,280,1,316,325,147,199,199,1,197,147,154,116,280,164,116,116,141,116,137,154,316,141,137,1,280,314,136,1,327,1,127,199,244,277,199,199,244,244,283,258,254,237,237,244,127,277,254]) :- in(1, [[val-1]]), in(280, [[val-280]]), in(1, [[val-1]]), in(316, [[val-316]]), in(325, [[val-325]]), in(147, [[val-147]]), in(199, [[val-199]]), in(199, [[val-199]]), in(1, [[val-1]]), in(197, [[val-197]]), in(147, [[val-147]]), in(154, [[val-154]]), in(116, [[val-116]]), in(280, [[val-280]]), in(164, [[val-164]]), in(116, [[val-116]]), in(116, [[val-116]]), in(141, [[val-141]]), in(116, [[val-116]]), in(137, [[val-137]]), in(154, [[val-154]]), in(316, [[val-316]]), in(141, [[val-141]]), in(137, [[val-137]]), in(1, [[val-1]]), in(280, [[val-280]]), in(314, [[val-314]]), in(136, [[val-136]]), in(1, [[val-1]]), in(327, [[val-327]]), in(1, [[val-1]]), in(127, [[val-127]]), in(199, [[val-199]]), in(244, [[val-244]]), in(277, [[val-277]]), in(199, [[val-199]]), in(199, [[val-199]]), in(244, [[val-244]]), in(244, [[val-244]]), in(283, [[val-283]]), in(258, [[val-258]]), in(254, [[val-254]]), in(237, [[val-237]]), in(237, [[val-237]]), in(244, [[val-244]]), in(127, [[val-127]]), in(277, [[val-277]]), in(254, [[val-254]]), in(198, [[val-198]]), in(180, [[val-180]]), in(146, [[val-146]]), in(144, [[val-144]]), in(135, [[val-135]]), in(133, [[val-133]]), in(126, [[val-126]]), in(117, [[val-117]]), in(115, [[val-115]]), in(83, [[val-83]]), in(50, [[val-50]]), in(45, [[val-45]]), in(38, [[val-38]]), in(36, [[val-36]]), in(33, [[val-33]]), in(31, [[val-31]]), in(25, [[val-25]]), in(23, [[val-23]]), in(21, [[val-21]]), in(17, [[val-17]]), in(10, [[val-10]]), in(9, [[val-9]]), in(6, [[val-6]]), 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(198, [[val-198]]), in(180, [[val-180]]), in(146, [[val-146]]), in(144, [[val-144]]), in(135, [[val-135]]), in(133, [[val-133]]), in(126, [[val-126]]), in(117, [[val-117]]), in(115, [[val-115]]), in(83, [[val-83]]), in(50, [[val-50]]), in(45, [[val-45]]), in(38, [[val-38]]), in(36, [[val-36]]), in(33, [[val-33]]), in(31, [[val-31]]), in(25, [[val-25]]), in(23, [[val-23]]), in(21, [[val-21]]), in(17, [[val-17]]), in(10, [[val-10]]), in(9, [[val-9]]), in(6, [[val-6]]), in(4, [[val-4]]), lex_chain_lesseq([vec-[[var-1],[var-280],[var-1],[var-316],[var-325],[var-147],[var-199],[var-199],[var-1],[var-197],[var-147],[var-154],[var-116],[var-280],[var-164],[var-116],[var-116],[var-141],[var-116],[var-137],[var-154],[var-316],[var-141],[var-137]],vec-[[var-1],[var-280],[var-314],[var-136],[var-1],[var-327],[var-1],[var-127],[var-199],[var-244],[var-277],[var-199],[var-199],[var-244],[var-244],[var-283],[var-258],[var-254],[var-237],[var-237],[var-244],[var-127],[var-277],[var-254]]]), geost(2, [[oid-1,sid-1,x-[[v-1],[v-1]]],[oid-2,sid-2,x-[[v-280],[v-280]]],[oid-3,sid-3,x-[[v-1],[v-314]]],[oid-4,sid-4,x-[[v-316],[v-136]]],[oid-5,sid-5,x-[[v-325],[v-1]]],[oid-6,sid-6,x-[[v-147],[v-327]]],[oid-7,sid-7,x-[[v-199],[v-1]]],[oid-8,sid-8,x-[[v-199],[v-127]]],[oid-9,sid-9,x-[[v-1],[v-199]]],[oid-10,sid-10,x-[[v-197],[v-244]]],[oid-11,sid-11,x-[[v-147],[v-277]]],[oid-12,sid-12,x-[[v-154],[v-199]]],[oid-13,sid-13,x-[[v-116],[v-199]]],[oid-14,sid-14,x-[[v-280],[v-244]]],[oid-15,sid-15,x-[[v-164],[v-244]]],[oid-16,sid-16,x-[[v-116],[v-283]]],[oid-17,sid-17,x-[[v-116],[v-258]]],[oid-18,sid-18,x-[[v-141],[v-254]]],[oid-19,sid-19,x-[[v-116],[v-237]]],[oid-20,sid-20,x-[[v-137],[v-237]]],[oid-21,sid-21,x-[[v-154],[v-244]]],[oid-22,sid-22,x-[[v-316],[v-127]]],[oid-23,sid-23,x-[[v-141],[v-277]]],[oid-24,sid-24,x-[[v-137],[v-254]]]], [[sid-1,t-[[v-0],[v-0]],l-[[v-198],[v-198]]],[sid-2,t-[[v-0],[v-0]],l-[[v-180],[v-180]]],[sid-3,t-[[v-0],[v-0]],l-[[v-146],[v-146]]],[sid-4,t-[[v-0],[v-0]],l-[[v-144],[v-144]]],[sid-5,t-[[v-0],[v-0]],l-[[v-135],[v-135]]],[sid-6,t-[[v-0],[v-0]],l-[[v-133],[v-133]]],[sid-7,t-[[v-0],[v-0]],l-[[v-126],[v-126]]],[sid-8,t-[[v-0],[v-0]],l-[[v-117],[v-117]]],[sid-9,t-[[v-0],[v-0]],l-[[v-115],[v-115]]],[sid-10,t-[[v-0],[v-0]],l-[[v-83],[v-83]]],[sid-11,t-[[v-0],[v-0]],l-[[v-50],[v-50]]],[sid-12,t-[[v-0],[v-0]],l-[[v-45],[v-45]]],[sid-13,t-[[v-0],[v-0]],l-[[v-38],[v-38]]],[sid-14,t-[[v-0],[v-0]],l-[[v-36],[v-36]]],[sid-15,t-[[v-0],[v-0]],l-[[v-33],[v-33]]],[sid-16,t-[[v-0],[v-0]],l-[[v-31],[v-31]]],[sid-17,t-[[v-0],[v-0]],l-[[v-25],[v-25]]],[sid-18,t-[[v-0],[v-0]],l-[[v-23],[v-23]]],[sid-19,t-[[v-0],[v-0]],l-[[v-21],[v-21]]],[sid-20,t-[[v-0],[v-0]],l-[[v-17],[v-17]]],[sid-21,t-[[v-0],[v-0]],l-[[v-10],[v-10]]],[sid-22,t-[[v-0],[v-0]],l-[[v-9],[v-9]]],[sid-23,t-[[v-0],[v-0]],l-[[v-6],[v-6]]],[sid-24,t-[[v-0],[v-0]],l-[[v-4],[v-4]]]]).