Clues:

$1.$ Each person shares at least one initial with one of their zodiac signs.

$2.$ The person born in the Year of the Monkey is also a Leo.

$3.$ Linda$$s stone is either the malachite or the turquoise.

$4.$ Diana or the person who is an Aquarius is wearing hematite.

$5.$ Moreno wasn$$t born in the Year of the Dragon.

$6.$ The Leo or the Virgo is wearing malachite.

$7$The Aquarius was not born in the Year of the Pig.

$9.$ The person born in the Year of the Snake wears amber or hematite.

$10.$ Sandro doesn$$t wear amber, and he isn$$t the Gemini.

$11.$ The person born in the Year of the Monkey doesn$$t wear amber.

Solve the puzzle. As you solve it take notes of specific examples of axioms, implications, deductions,

inferences, if you need to use them.

Describe at least one hypothesis you had to test to solve the problem. Partial marks will be awarded for

partial solutions.

Submit both your solved puzzle and your descriptions.

For example, you could write $$Clue $7$ implies that the person who is a Gemini was not born in the Year of

the Dragon.$($no marks for repeating this specific example$).$ You do not have to use the grid above, you

are encouraged to use the Logic Puzzle Grid Creator resource in the logic module.