Titans of the Earth - Thessaloniki

Reverse WIG

Life on Earth has taken on different forms ever since the precambrian era about 3.5 billion years ago. Again and again, there were periods in the history of the Earth when mass extinction events occured and right now as I am writing this, we are probably heading towards the next such event. However, this time humans are mostly responsible themselves. 

Sometimes, the creators of documentaries spend years of their lives in deserts, mountains or jungles to preserve the beauty of nature for future generations and give us an impression of the diversity that can be observed all around the world. Millions of people love BBC productions and adore David Attenborough for his soothing voice. :-) Thanks to the discoveries of archeologists and paleontologists and the unlimited possibilities of computer technology for visualisation, it is also possible to bring the past back to life.

This reverse Wherigo should introduce one of the most majestic creatures that has ever wandered the surface of the Earth to you. Just do some research and answer the following questions. With the answers you are able to complete the code that is needed to start the cartridge.

Let's see what you can learn about the Titans of the Earth.

A= How old is the adult male (=bull) that is shown in the documentary?

B= What is its size in meters?

C= and its weight in tons?

D= How many turns does it complete during its mating dance?

E= How many weeks does it take until the female lays her egg(s)?

F= How many eggs does she lay?

G= Size of the eggs in centimeters

H= Weight of the eggs in kilogramm.

I= For how many weeks does the female hatch the eggs?

J= What is the percentage of hatchlings that survive their first year?

Fill in the answers:

(A - E - F)(G - H - J)(D - F)(F)(J)
(E + F)(A : E)(B - A + D)(B - D - F)(J  - E x B)(A - I)
(E)(A - D)(C : D - E)(B - I)(F)(G : C)

You need those numbers to start the Wherigo cartridge by -Waldmeister- that can be found here.

Once you have started the cartridge, your task is to find your way to the cache by checking your distance to the final coordinates.

Using maths, you should only need three checks.