Welcome to Ourlocality

Latest projects

Why ?

We live in a global world, but one which still revolves around things local

Most publishing models still rely heavily on advertising

Not only is Ourlocality locally-based but its advert-free

More’s the point we don’t use personal information for marketing

Who ?

It could be you

Ourlocality is everyone, and anyone with an East Lothian connection

Individuals, community groups, small businesses, community councils and much much more

In fact anyone with a legitimate connection with the county can claim a site and start publishing within minutes

How ?

We use a popular opensource software platform, based on WordPress, with lots of security built-in

We foster an environment that encourages free thinking, debate and communication

We want local democracy to flourish and provide people a platform for any cause, however small

If you are enjoying the free version feel free to donate

Ourlocality makes publishing easy

ΔG(RE)=ΔHTΔS+i=1nνiμi(ligand/solvent contributions)\Delta G^\ddagger(\mathrm{RE}) = \Delta H^\ddagger – T\Delta S^\ddagger + \sum_{i=1}^n \nu_i \mu_i \quad \text{(ligand/solvent contributions)}
[L2PdII(Ar,X)]=KOA[Pd0L4][ArX]1+KOA[ArX]+Koff[offcycle Pd][\mathrm{L}_2\mathrm{Pd}^{II}(\mathrm{Ar},X)] = \frac{ K_{\mathrm{OA}} [\mathrm{Pd}^0\mathrm{L}_4] [\mathrm{Ar{-}X}] }{ 1 + K_{\mathrm{OA}}[\mathrm{Ar{-}X}] + K_{\mathrm{off}}[\mathrm{off{-}cycle\ Pd}] }

even if you’re into complex organometallic chemistry

From the Our Locality Blog