O-cache Gråsten Øst
DANSK
For at finde frem til denne cache, skal du finde nogle waypoints – ikke med GPS’en, men vha. af et O-kort. GPS'en skal du faktisk kun bruge når du har fundet koordinatet til cachen.
Der findes ialt 35 poster i skoven, men du skal ikke finde dem alle. Ruten er et mix af on-track og off-road.
Posten er en rød stolpe, hvorpå der er monteret et skilt med postens nummer og en 3-bogstavskode, og det er denne kode, du skal bruge for at finde frem til selve cachen.
O-kortet er et topografisk kort, og indeholder både posternes placering samt signaturforklaring. Der desuden også plads til at notere alle koderne, som du finder ved posterne.
Hent O-kortet her.
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I formlen nedenfor, kan du se, hvilke poster (p##) du skal finde.
For at finde frem til cachen, skal du gøre følgende:
- Find talværdien for de enkelte bogstaver (A=1, B=2, C=3, osv.).
- Læg tallene sammen, og beregn den reducerede tværsum (ét ciffer).
- Den reducerede tværsum indsættes i nedenstående formel (som giver cachens placering):
ENGLISH
To find this cache, you need to find some waypoints - not by using the GPSr, but by using a special map. In fact, you only need the GPSr when you have found the coordinate to the cache.
On the map, there are 35 waypoints in the forrest, but you're not supposed to find them all. The route is a mix of on-track and off-road.
The waypoint is a red post with a sign. On the sign there is a waypoint number (bottom left), and a 3-letter code (bottom right), and it is this 3-letter code you should use to find the final location.
The O-map is a topographic map, showing both the location of the waypoints and a map legend. Furthermore, there is an area, where you can write the codes for each waypoint.
Get the O-map here.
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In the formula below, you can see which posts (p##) need to find.
To find the cache, you should:
- Find the number value for each letter (A=1, B=2, C=3, etc.).
- Add the three numbers and calculate the reduced sum of the digits (one digit).
- Put this digit into the formula below (which gives you the final location of the cache):
N(p11)(p29) (p32)(p21+3).(p27)(p18)(p23)
E(p9-2)(p20-1)(p35) (p28)(p30).(p24-1)(p15)(p2)
