This weeks project, Ed's fence

Before and after, this marks the end of the first phase of his garden project<img 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

Are we having fun yet?

very nice, did you get away with using the original posts?

No, new posts. I did a moderate amount of swearing. And parakeets in South London, who knew? :slight_smile:

haha nice work, i just tried to call you.

Is the facia the correct way round ? :slight_smile:

Depends on which way you look at it :smiley:

Conscious decision. Upright laps always remind me of industrial fences round schools. Once I’ve leveled the panels up perfectly I think the long sweeping lines will make the garden look longer.

I hear trimming the bush has the same effect

I got the idea from Rixxy, who tells me he used to use a marker pen on his genitals to get the same effect

I’m not that familar with the fences around schools but agree on the orientation :slight_smile:

Thanks for your hard work mate. Now onto the mini digger sites to get one for next week!

Cheers,

Ed

You’ve been a very easy customer to work with :wink: Looking forward to phase 2 :slight_smile:

I was referring to the strange rule that says the nice side (front) of the fence should be on your neighbours side. :slight_smile:

but that rule can apply to only one side right? otherwise if your neighbour applied the rule then…

You know, I’ve never heard of that, I’ve always worked on the principle that the person paying for it should get the good side! :ermm:

Looks ****

Only kidding!:laugh:

He’s right scorch. As mad as it sounds the nice facia should go towards your neighbour but as fences are being changed people are saying *k that lol

Fences are the bain of my job at the mo :crazy:

Isn’t that rule just a gesture though?

Either way, the neighbour can hardly complain given what the old fence looked like.

Why should it automatically be the nice side towards the neighbour? Doesn’t it depend on who owns the fence?

At a previous property, the fence with our neighbour fell down, and the neighbour told us it was our fence and that therefore we should pay to replace it. The “nice” side was facing their way. I paid to rebuild the fence, but with the nice side facing their way, at which point they immediately complained that it should be replaced like for like. I gave them the option of paying the cost of the fence and I would pay to have it turned around, or leaving it like it was, and heard no more about it. It was an end of terraced house, so we were definitely responsible for the fence on the side next to the alley in between the houses, but to this day I’m really not sure whose responsibility the fence with the neighbour really was. It’s a confusing area…

You learn something new every day :slight_smile: