On Wed, 5 Jun 2019 at 12:40, Jim Woodward <[email protected]> wrote:
>
>
> -----Original Message-----
> From: AusNOG <[email protected]> On Behalf Of Mark Smith
> Sent: Wednesday, 5 June 2019 12:30 PM
> To: Paul Wilkins <[email protected]>
> Cc: AUSNOG <[email protected]>
> Subject: Re: [AusNOG] going rate for a rooftop installation?
>
> On Wed, 5 Jun 2019 at 12:07, Paul Wilkins <[email protected]> wrote:
> >
> > There's no such thing as a "going rate", as the notion of a going rate 
> > assumes a functioning market, and obviously, due to the unique geographic 
> > nature of each roof top, and the lack of diversity of demand for these 
> > services, there aren't the factors of supply and demand that would allow 
> > for a market mechanism to dictate price.
> >
>
> > So you're saying the price could vary from $0 through to $∞?
>
>
> That would very much be up to the property owner/manager to set a price on, 
> every case can be different - even in the same property where a second tenant 
> wants an install after one has been done for $0 - it can come down to how 
> they feel on the day or the standing relationship between the tenant and the 
> property owner/manager . it is entirely possible that if they are getting 
> frequent requests of this type that they may deem it an administrative cost 
> from their point of view, If they want you to pay, then you either pay or 
> seek an alternate solution that doesn't involve roof installation :)
>

Surely there's a rough average ball park figure, which I'm guessing
the OP was asking for.

$100? $500? $2500? $5000? $10 000? $100 000? $1 000 000?

The length of a piece of string might be infinite in theory and
abstract. In practice there's going to be an average length, which
string users will know the price of (and I guess will be the average
price and length of a ball.)

> Kind Regards,
> Jim.
>
>
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