Issue - meetings

New Bridge Lane, Stockport - Residents Parking Scheme (RPS)

Meeting: 14/07/2016 - Central Stockport Area Committee (Item 8)

8 Newbridge Lane, Stockport - Residents' Parking Scheme pdf icon PDF 98 KB

To consider a report of the Corporate Director for Place Management and Regeneration

 

The report considers the findings of a consultation exercise and to seek approval to implement a 'Resident Permit Parking Scheme' on a section of Newbridge Lane, near to the signalised junction of Carrington Road / Stockport Road West / New Zealand Road.

 

The Area Committee is requested to approve the statutory legal advertising of a Traffic Regulation Order on Newbridge Lane, Stockport for the Residents Permit Parking Scheme and, subject to no objections being received within the statutory period, the Order can be made.

 

Officer Contact: Craig Peet on 0161 474 4813 or email: craig.peet@stockport.gov.uk

 

Additional documents:

Minutes:

A representative of the Democratic Services Manager submitted a report of the Corporate Director for Place Management and Regeneration (copies of which had been circulated) seeking approval to implement a residents’ permit parking scheme on a section of Newbridge Lane, Stockport,near to the signalised junction of Carrington Road, Stockport Road West and New Zealand Road.

 

RESOLVED – (1) That the Area Committee be minded to approve the following Traffic Regulation Order on Newbridge Lane, Stockport, with the costs to be met by funding associated with the Town Centre Access Plan, as follows:-

 

Proposed Traffic Regulation Order – Schedule

 

Newbridge Lane, Stockport – Residents Permit Parking Scheme

 

South side – from a point 40 metres south west of the intersection of its kerb line of New Zealand Road, for a distance of 49 metres in a south westerly direction.

 

(2) That approval be given to the statutory legal advertising of the Traffic Regulation Order and, subject to no objections being received within twenty one days from the advertisement date, the Order can be made.