**The cache is NOT at the posted coordinates!**
"I wanna play a game"
What's your favorite scary movie? We have a lot of them! We decided to make a cache based on some of our collective favorites. I hope you enjoy solving this puzzle as much as we enjoyed creating it. Answers can be found on signs located throughout our haunted cemetary (GC7AY6H) event on October 28th, or during Oshkosh Trick or Treating October 31st. For those not attending either event, you will have to use IMDB.com to secure the answers you seek. Please feel free to attend our haunted cemetary meet and greet even if you have not RSVP'd. We always enjoy meting cachers from the local (and not so local) area! If you are unable to make the event but will be in the area during Trick or Treating, please stop by and introduce yourself!
There is a FTF certificate, good for a special prize, within the cache container. This can ONLY BE REDEEMED at the Haunted Meet and Greet on October 28th, before 8pm. Please give the certificate to one of your hosts at the event (Dawn or Scott of rawevil) OR (Brian or Aimee of Zeeman_clan) to claim your prize!
The cache is located at:
N 44 AB.CDE W 088 FG.HIJ
A = How many actresses tried out for the part of Nancy Thompson in "Nightmare on Elm Street?"
(Second Digit)
B = What year was the Barracuda in "Phantasm?"
(Last Digit - 1)
C = "The Evil Dead" began filming with how many total cast and crew?
(Last Digit + 1)
D = In "Silence of the Lambs," Anthony Hopkins and Jodie Foster share a total of how many scenes together?
(Total + 1)
E = "It" returns to Derry approximately every how many years?
(Last Digit +1)
F = What year was the pickup truck that Ed Harley drives in "Pumpkinhead?"
(Last Digit)
G = How much was Stephen King paid for the movie rights to "Carrie?"
(Second Digit)
H = How many cats were acquired to play the part of "Church" in Pet Sematary?
(Total)
I = How many days did it take to shoot all the bathroom scenes in "Saw?"
(Total)
J = How much was Jamie Lee Curtis paid for her role in the original "Halloween?"
(First Digit + 1)