<div class="floatright"><table class="bbc_table"><tbody><tr><td>(https://elliquiy.com/elluiki/images/thumb/3/3c/Succubus_4.jpg/800px-Succubus_4.jpg)<br/><strong>Evita Silverhand (https://elliquiy.com/forums/index.php?topic=293833.msg14534926#msg14534926)</strong> <br/><div class="spoiler_container"><div class="spoiler_header" onclick="hideSecond (this);" role="button">Stats</div><div class="spoiler_body">HP 41/42, AC 16, CMD 14, Active spells [Mage Armor, <div class="spoiler_container"><div class="spoiler_header" onclick="hideSecond (this);" role="button">Disguise Self</div><div class="spoiler_body">(https://elliquiy.com/elluiki/images/thumb/2/2e/Witch3.jpg/453px-Witch3.jpg)</div></div>],Spell slots used [1st:3 2nd:0 3rd:1 4th:0] Postcount: 62</div></div><br/><strong>Location</strong>  Senval,<br/><strong>Tagging</strong> Sarge Borg<br/></td></tr></tbody></table></div><br/><strong>"An interesting riddle. To be honest, stealing temples isn't my thing."</strong>Evita joked.<br/><br/><strong>"But still, 5 paths and 9 people. Two of them cursed. The path you just arrived from is the one that you know for sure it won't lead you out."</strong><br/><br/><strong>"This makes 4 paths to explore. The obvious solution would be to split into 2 teams and each of them would take 20 minutes to explore. But there is a chance that the hall will be shifted again."</strong><br/><br/><strong>"So 2 teams of 4 people, and you, the only person you can trust stays in the hall. But an other problem arises, what if a team of four people has two liars, and two claim it is the right passage while two claim it is not? You will be left with only 20 minutes and three passages to explore."</strong>Evita explained.<br/><br/><strong>"And even worse, would the team that found the exit even return in the temple to tell the others? Too many variables to solve in a limited time."</strong><br/><br/><strong>"So, why trust anyone at all? I would stay in the hall, and send two people in every passage except the one we just came from. The ones who find the exit, should not return."</strong><br/><br/><strong>"If two honest thiefs find the exit, we will know because they will be the ones who won't return. If only person one person returns, he is the liar but the exit is still the right one. If by some miracle everyone returns, it means that the liars are on the same 2 person team, and they chanced upon the exit. So simply send every team to a different passage, and this time you will find the exit for sure, and with enough time left to escape."</strong><br/><br/><strong>"And as a bonus, you know who the cursed ones are."</strong>Evita finishes explaining her solution.