Drinking Water Fountains UK » park water fountains http://www.drinkingwaterfountains.co.uk The UK's Drinking Water Fountain Specialist Tue, 24 Jan 2012 11:08:19 +0000 en hourly 1 http://wordpress.org/?v= St James’ Park gets new Drinking Water Fountains http://www.drinkingwaterfountains.co.uk/2010/07/09/st-james%e2%80%99-park-gets-new-drinking-water-fountains/ http://www.drinkingwaterfountains.co.uk/2010/07/09/st-james%e2%80%99-park-gets-new-drinking-water-fountains/#comments Fri, 09 Jul 2010 09:34:02 +0000 roman http://www.drinkingwaterfountains.co.uk/?p=929 Following worrying findings that drinking water fountains across the UK’s parks have been falling into disrepair, and thus are unfit for the public to drink from, Authorities have decided to spend some time deciding which fountains standing on land owned by the Royal Parks Foundation, are to be renovated and thus become more appealing to the people of Britain once again. A report in the Telegraph has also stated that the worldwide company, Tiffany & Co., usually more well-known for their production of ornate and expensive jewellery, have donated a staggering £850, 000, for the repair and renovation of the fountain in the middle of St James’ Park lake, which the Royal Parks Foundation have said, one finished, will help wildlife by aerating the water, bringing more oxygen into it, thus encouraging breeding and flourishing of new species.
The Mayor of London, Boris Johnson, also added his comment, saying that the donation from Tiffany was invaluable, and helping to bring back the drinking water fountains that so many members of the public enjoyed and appreciated in the past, whilst visiting the Royal Parks.
If you have any questions or comments about this renovation project, or indeed would like a little more information about our products or our service, please do get in touch and one of our team will be happy to answer any questions you may have.
]]> http://www.drinkingwaterfountains.co.uk/2010/07/09/st-james%e2%80%99-park-gets-new-drinking-water-fountains/feed/ 0