For RTM, one of those lines is red and the other is blue. On the left: An overlapping section of two lines and the corresponding diamond. That makes the part of the encoding inside the red box translate to an O in semaphore. That puts the line immediately to the right of it in the picture on the northwest edge of that circle and the other line on the west edge of the circle. Imagine rotating the shovel such that the diamond in the picture is the top of a circle. Let’s take another look at the picture, specifically the part highlighted in the red box. If you orient the circle such that the diamond is the top of that circle, the other two points can be read as a semaphore letter. One point would be where the diamond is around the outside of the circle, the other two where the lines are. You would get a circle with three points of interest around the edges. Imagine that you took a horizontal cross section of the shovel right through the middle of the diamond. There is one black diamond for each section of overlapping lines.Įvery diamond has a red and a blue line that each share its vertical position (as can be seen in the picture at the end of this section). This means that at any point on the shovel, there are exactly two overlapping lines, one red and one blue. Red lines only overlap with blue lines and vice versa. With the exception of the half-length lines at the top and the bottom of the shovel, the first half of every line overlaps vertically the previous line and the second half of every shovel overlaps vertically the next line. Diamonds are also positioned at one of the eight cardinal directions. Each line is drawn vertically on the shovel, positioned around the cylinder at one of the eight cardinal directions. Lines are also all the same length, except for the half-length lines at the top and bottom of the shovel. Diamonds are all intended to be the same size and shape. The encoding on the shovel consists of a series of lines and diamonds. With the first part of the path already drawn for the interns in the sand of the beach, they can use what they’ve figured out to complete it and find the treasure. The shaft of the shovel (oriented with the head of the shovel down), can be interpreted as a series of semaphores, which spell out a message telling you how to connect those same semaphores together to form a path. Pirate on site simplifies the path and the interns dig up the answer at the end of it. You decide which arms of the semaphores to overlap by looking at which arms share a single line on the shovel. Intermediate answer: OVERLAPSHAREDFLAGARMSĬonstruct the path by overlapping each semaphore with the previous semaphore.Read from the top of the shovel down to the head of the shovel. The lines then indicate where the flags would be for semaphore. Rotate the shovel to orient the diamond as the top of that circle. Imagine a diamond and the two lines that share its vertical position as points around the edge of a circle. Translate the lines and diamonds on the shovel into semaphore. Their goal is to figure out the rest of the path from the shovel and dig up the buried treasure at the end of it. The pirate who buried the treasure is present and while his memory is "fuzzy" there are rules that allow the interns to check with the pirate periodically and confirm that they are on the right track. The first few segments of the path have been given to them both on a sheet of graph paper along with the letter and marked out for them at scale using twine and stakes in the sand. The letter says that there is a message on the shovel explaining how to find the path. The piece of paper is a letter and tells them that a pirate buried some treasure on the beach but has been hit on the head a few times and can’t remember where the puzzle. It also has a piece of paper rubber-banded around the shaft. The shovel has a number of markings along its shaft. At the beginning of the first segment there is a shovel thrust into the sand head first. That puzzle has 5 wooden stakes that are connected with twine to create 4 connected segments. He points them towards an instance of the puzzle on the beach. The interns arrive on a beach and meet a confused pirate. Bennett (Skyler Goodell for the event) Solution:
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