* One of the tribe members from before entered into the mansion to lead the two to the room. Upon arrival, you noticed a table with a book on it, and a letter attached. There were also tons of dolls around the room. *

* Karyn went up to one of the tables and read the letter attached. It read: 

" Welcome to your next challenge. As you know, the winner of this challenge will escape unscathed and will uncorrupt the artifact and the Paknee tribe. However, this is also another prize that will not be said at this moment.

  I regret to inform you that your entrance into this room has corrupted you as well. If you wish to survive, you must solve this challenge before your partner does. You don't have much time to live before you black out and die.

  The Paknee tribe leader had a daughter, as you also know, and her name was only known by him. To remind the tribe leader of his past, which will bring him back, you must figure out the name of his daughter. All the dolls have nametags, and so you will have to find the correct doll and place it on your table. 

 Both people MUST have a doll on their table for them to continue. There are no two dolls with the same name. To find the name of the doll, you must read through her favorite book. On each page are clues that will lead you to a number, which corresponds with a letter in the alphabet. Once you have the number, turn to the next page for the next one. Keep in mind that these are MOSTLY math related ( There are some that aren't math ). Also, keep in mind that some words might refer to a number or time. 

Once you have your doll, and both people place their dolls, a drawer will open up on both player's tables. If a player picked the correct doll, the drawer will reveal a necklace and a letter. Place the necklace over your neck quickly, and you will be safe. If a player picked the wrong doll, they will receive nothing and will die. If both players get the wrong doll, both players will die; be sure to double-check your work.

Once again, there are no two dolls with the same name. If you don't get your first pick, you must pick another doll. Cheating will result in death; Good Luck!" *