BMAD

You meet four quadruplets at a party with a unique character flaw: they are all liars. When answering questions, the youngest of them lies every other time. The second youngest lies twice for every three questions. The next oldest lies three times for every four questions. And the oldest lies four times for every five questions. Each person must maintain their rate of telling lies but does not have to tell them in a pattern....eg. The oldest must tell four lies and one truthful answer for every five questions, so if asked five questions they may respond with lie, lie, true, lie, lie..then when asked another five questions they may respond with true, lie, lie, lie, lie. What is the minimum amount of questions needed to work out the order of birth for the quadruplets if you can't repeat questions or ask the same person a question consecutively?

nope.

nope

nope

sorry. doesn't go there.

Nope.

NEW GAME:

Congratulations nana77 !!!! Game went faster than i thought, lol.

yes. all spots will have at least 1 item.

The rules of the circles are already set but not disclosed to you all. Based upon your guesses, right or wrong, you should be able to figure out which shapes go where. So far we know that the red hexagon with stripes has a feature (fits a rule) of at least 1 of the three circles. and to be clear more than one shape can go in the same space if they fit the same rule.

More than 1 item can fit the same circle. For example If circle 1 was "big shapes" and circle 2 was star shapes and circle 3 was gray shapes then a shape that has all three characteristics will go in space 5. But a shape that is big and not with star or gray would only go in space 2. Your job is to define the three circles. All shapes go in a place including #8 (which means a shape does not following any of the rules)

exactly. Unfortunately it doesn't go there though. So keep guessing.

Below is a venn diagram. Guess the proper location of a single object. If you are correct, I will update the venn diagram to show you the correct placement. The first one to guess the correct rule for all three circles is the winner!! Warning, you may only guess at the rule once! But you may guess the individual placement of the objects as many times as you want.