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SPLIT INTO 4 GROUPS: 2 GROUPS OF 3, 1 GROUP OF 2 AND YOU. ALL GO IN SEPARATE DIRECTIONS AND RETURN TO THE STARTING POINT IN 16 HOURS. THE TRICK IS TO DETERMINE WHO ARE THE SPIES. REMEMBER THAT THEY WILL NOT ALWAYS LIE. IF YOU FIND THE VILLAGE, TAKE THE SAME PATH AGAIN. IF YOU DID NOT FIND THE VILLAGE AND EVERYONE IN THE 2 GROUPS OF 3 ALSO REPORT THAT THEY DID NOT FIND THE VILLAGE, THEN IT IS DOWN THE PATH WITH THE GROUP OF 2 MEN AND THEY ARE BOTH SPIES. IF ONLY ONE OF THE GROUPS OF 3 HAS ONE MAN WHO SAY THAT THE VILLAGE IS THERE, THEN HE IS RIGHT AND THE OTHER TWO MEN ARE SPIES. IF BOTH GROUPS OF 3 ARE IN DISAGREEMENT, THEN THE MAJORITY VOTE WINS. EACH GROUP OF 3 HAS 1 SPY EACH. IF THE GROUP OF 2 IS IN DISAGREEMENT AND OF THE GROUPS OF 3 IS ALSO IN DISAGREEMENT, THEN WE CAN TRUST THE MAJORITY IN THE GROUP OF 3. IF IT'S NOT IN THE PATH OF EITHER OF THE GROUPS OF 3 MEN, THEN TAKE THE PATH WITH THE TWO IN DISAGREEMENT TOM IS THE KILLER AND BILL SPOKE THE TRUTH. IF BILL WAS THE KILLER, BOTH TOM AND HARRY WILL BE TELLING THE TRUTH. IF HARRY WAS THE KILLER, NONE OF THE STATEMENTS WILL BE TRUE. IF MIKE WAS THE KILLER, NONE OF THE STATEMENTS WILL BE TRUE THE SALESMAN IS A VISITOR AND HE IS TELLING THE TRUTH. IF THE WOMAN IS A VISITOR, AND ASKED IF SHE IS A VISITOR, SHE WILL ANSWER TRUTHFULLY: "YES". IF THE WOMAN IS A NATIVE, AND ASKED IF SHE IS A VISITOR, SHE WILL ANSWER FALSELY: "YES". IN EITHER CASE, THE WOMAN WILL ANSWER, "YES." SINCE THE SALESMAN DID NOT LIE, HE HAS TO BE A VISITOR BERTIE IS THE MOLE. BOTH ALBERT AND CEDRIC ARE TELLING THE TRUTH. WHEN ALBERT SAID, "BERTIE IS A MOLE," HE WAS TELLING THE TRUTH, AND GIVING THE CORRECT ANSWER. WHEN BERTIE SAID, "CEDRIC IS A MOLE," HE WAS LYING, AS HE HIMSELF IS A LYING MOLE. WHEN CEDRIC RESPONDED, "BERTIE IS LYING," HE WAS TELLING THE TRUTH, AND ALSO AFFIRMING THAT BERTIE WAS LYING