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Early History of Mt. Barker#5 Harrowfields Cottage Multi-Cache

Hidden : 12/17/2019
Difficulty:
1.5 out of 5
Terrain:
2 out of 5

Size: Size:   micro (micro)

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Geocache Description:


For those of you who have found other caches in Mt.Barker by myself and Earthlight you will know a little about our family ancestral history.

This cache is to give you a little more insight into the early history of Mt. Barker that has made it into the thriving city it is today .

 

This cache has 3 stages to it .

At the first 2 stages you gather the information required to reach the final stage .

 

Wp1  Harrowfields Cottage(used to be)

This cottage was built in 1857 and is the oldest brick building in Mt. Barker 

When this house was built it caused quite a sensation ,everyone from far and wide came to inspect it. ..What was it's attraction you may ask?-Why,The new roof was made of galvanised iron not corrugated as we have today,quite a new idea back then .The roof is still in use today .

It is known for its quaint chimneys and also the site of the 1st petrol bowser.

At ground zero observe the building 

A- how many words on the second to bottom line in the inner oval of plaque

 

 WP.2      S 35 03.193 E 138 51.419

  Little Hampton Brickworks 

The clay soil in the vicinity is especially suitable for the manufacture of fire bricks

All SA"s supply is drawn from here. 

A man by the name of Hombin began the first bricklayers near the Little Hampton railway station .This is now the Little Hampton Brick Co.

Your co ords will bring you to a seat at the Little Hampton Brickworks .Take a seat and observe your surroundings .

B- On the back rest of the seat how many bricks make up the top row divide by 2  =

C- Count the number of larger rectangular shape bricks on the back rest 

Final co-ords 

S 35 03 .AB7

E 138 51.C33

 

Congratulations Hurtle on FTF 

 

 

 

Additional Hints (Decrypt)

Orfvqr gur genpx.Haqre n fcvxr

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

(letter above equals below, and vice versa)