# Cannabis Cache Mystery Cache

##### This cache has been archived.

- Difficulty:

- Terrain:

Size: (regular)

Join now to view geocache location details. It's free!
Sign up

#### Watch

How Geocaching Works

**Please note**Use of geocaching.com services is subject to the terms and conditions in our disclaimer.

## Geocache Description:

A place were originally hemp was planted on?

Start this tour at: N47° 24.712' E008° 55.095' were you can also park your car.

Go on to N47° 24.758' E008° 55.544' were you can note the number a of the telephonepost.

Continue to the next telephonepost at N47° 24.868' E008° 56.385' and write down the number b on it.

Not far away you will find again a post at N47° 24.855' E008° 56.473' with the number c.

Go and find the prohibition signe at N47°24.584' E8° 56.612' and count the number d of letters on it.

Follow the way to N47° 24.655' E008° 56.710' and note the year e written on this boundary stone.

Now comes the last telephonepost at N47° 24.796' E008° 56.946' were you should also note the number f on it.

The last number you need is the housenumber g at N47° 24.946' E008° 57.221'.

Now don't frighten about some calculations!

This time it is simple:

q = f / 7

r = a / 11

s = c - b

t = (e - g) / 325

u = 2 * a / d

v = d / (g + 10)

w = (c + g) * 5 / f

Crosssum: q + r + s + t + u + v + w = 41

N47° 24.qrs' E008° 5t.uvw'

Original version:

Find the contact points of the circle with the x-axis (xm) and the parable (xp, yp):

Circle: (ym = R)

(x - xm) ^ 2 + (y - ym) ^ 2 = R ^ 2

Parable:

y(x) = k1 * x ^ 2 + k2 * x + k3

use for:

k1 = (a + b + c) / (e + 557)

k2 = (f + 3) / (d + f)

k3 = g

R = 5 * f / (3 * g * (f / 7 + 5 ^ (1 / 2))

Find the values of x (x1, x2) were y is zero for the parable. (x2 > x1)

Find the minima of the parable (xmin, ymin).

Calculate the area A under the parable between x2 and x1.

Now you can get the final coordinates with:

q = yp * 3 / 7

r = xp

s = 70 / ((xm - 8) * (1 + 5 ^ (1 / 2)))

t = -2 / ymin

u = -(x1 + x2)

v = 9 * A / 4

w = 1 - (x1 + xmin)

Good luck and don't get too high!

Go on to N47° 24.758' E008° 55.544' were you can note the number a of the telephonepost.

Continue to the next telephonepost at N47° 24.868' E008° 56.385' and write down the number b on it.

Not far away you will find again a post at N47° 24.855' E008° 56.473' with the number c.

Go and find the prohibition signe at N47°24.584' E8° 56.612' and count the number d of letters on it.

Follow the way to N47° 24.655' E008° 56.710' and note the year e written on this boundary stone.

Now comes the last telephonepost at N47° 24.796' E008° 56.946' were you should also note the number f on it.

The last number you need is the housenumber g at N47° 24.946' E008° 57.221'.

Now don't frighten about some calculations!

This time it is simple:

q = f / 7

r = a / 11

s = c - b

t = (e - g) / 325

u = 2 * a / d

v = d / (g + 10)

w = (c + g) * 5 / f

Crosssum: q + r + s + t + u + v + w = 41

N47° 24.qrs' E008° 5t.uvw'

Original version:

Find the contact points of the circle with the x-axis (xm) and the parable (xp, yp):

Circle: (ym = R)

(x - xm) ^ 2 + (y - ym) ^ 2 = R ^ 2

Parable:

y(x) = k1 * x ^ 2 + k2 * x + k3

use for:

k1 = (a + b + c) / (e + 557)

k2 = (f + 3) / (d + f)

k3 = g

R = 5 * f / (3 * g * (f / 7 + 5 ^ (1 / 2))

Find the values of x (x1, x2) were y is zero for the parable. (x2 > x1)

Find the minima of the parable (xmin, ymin).

Calculate the area A under the parable between x2 and x1.

Now you can get the final coordinates with:

q = yp * 3 / 7

r = xp

s = 70 / ((xm - 8) * (1 + 5 ^ (1 / 2)))

t = -2 / ymin

u = -(x1 + x2)

v = 9 * A / 4

w = 1 - (x1 + xmin)

Good luck and don't get too high!

**
Additional Hints**
(Decrypt)

Haqre fbzr byq cvrprf bs jbbq.

Decryption Key

A|B|C|D|E|F|G|H|I|J|K|L|M

-------------------------

N|O|P|Q|R|S|T|U|V|W|X|Y|Z