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  Liberal Party NEC Statement - Palestinian Deaths at Gaza Aid Distribution Points
Posted by: ReadingLib - 06-03-2025, 07:13 PM - Forum: NEC Press Releases - No Replies

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[/img]

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  Liberal Party NEC Statement – Funding an Income Tax Threshold of £20k Per Annum
Posted by: ReadingLib - 06-01-2025, 01:26 PM - Forum: NEC Press Releases - No Replies

The Liberal Party welcomes the debate on raising the tax threshold to £20k in this country.

Doing so would potentially take five million people out of the tax benefits trap, reduce benefits proportionately, and reduce the administrative burden of both tax and benefits.

The tax threshold of £20k will mean more pensioners on limited pensions can take more income home and encourage pensioners to contribute to the economy in part time and flexible work as well as making work worth doing.

We believe that a 5p cut in income tax would be funded by the reduction in the annual expenditure of £48.5 billion in welfare spending on working-age adults, as estimated by The Office for Budget Responsibility (OBR).

The party believes further reductions in the basic rate of income tax can be funded by the review and reform of the taxation regime, including tax rebates, allowances and exemption which distort incentives to wor

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  Liberal Party NEC Statement – The Continued Increase in the UK Budget Deficit
Posted by: ReadingLib - 05-30-2025, 11:04 AM - Forum: NEC Press Releases - No Replies

The Liberal Party notes the continued deterioration in the UK governments finances, with a monthly budget deficit in April 2025 of £20.2billion, an increase of £1billion over the same month last year.


This deficit emerged despite an increase in tax receipts for the month of £5 billion.

This budget deficit for the year 2024 to 2025 is estimated to be in the region of £151.9 billion, a  substantial increase on the estimate of £137.3 billion deficit suggested by the Office for Budget Responsibility in March 2025.

This total includes £104.9 billion in interest payments on a national debt which has now reached £2.7 trillion, which equals 98% of the countries annual GDP.

The Liberal Party believes the current trajectory of government debt is unsustainable and steps need to be taken urgently to stimulate growth in small businesses. 

We propose reducing administration for the SME sector by lifting the ceiling on VAT registration to £150k and adopting a business rates levy which simply covers businesses expense in the community.

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  Liberal Party NEC Statement - Securing Our Nations Water Supply
Posted by: ReadingLib - 05-27-2025, 10:31 AM - Forum: NEC Press Releases - No Replies

This springs dry weather, the driest in 70 years, has again highlighted the vulnerability of our nations water supply and the need to secure and conserve supply in the face of climate change and extremes of rainfall.

Reservoirs in northern England are reported at their lowest spring levels since 1929.

In these circumstances the water regulator OFWAT should be working closely with the privatised water companies to further reduce wastage, reduce groundwater extraction and increase storage to protect supply.

The party believes councils should have a greater role monitoring water pollution in their rivers and beaches, holding water companies to account for both wastage and pollution.

The Liberal Party believes too little emphasis has been put on containing losses from the water transport network in previous years, leading to a perpetual cycle of crisis within the industry which should be addressed as a matter of urgency.

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  Liberal Party NEC Statement – The Escalation of Gaza Violence
Posted by: ReadingLib - 05-19-2025, 07:39 PM - Forum: NEC Press Releases - No Replies

The Liberal Party views the recent intensification of violence in the Gaza Strip with increased horror.

Over two years since the brutal Hamas attack on Israel in October 2023 the conflict has escalated into a punitive Israeli campaign which goes far beyond securing the country’s borders and seeks to end the Palestinian community’s presence in Gaza.

We have long supported the admission of the Palestinian nation into the UN, which would offer the Palestinians increased of protection under international law.

Such a move will only secure a lasting peace in the region if it is carried out in step with moves to enforce a permanent ceasefire, the enforcement of international law in step with the removal of the influence of Hamas and the immediate release of all hostages.

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  Liberal Party NEC Statement – The Liberal Party in the 1st May’s Elections
Posted by: ReadingLib - 05-06-2025, 06:55 PM - Forum: NEC Press Releases - No Replies

The Liberal Party was pleased to be able to support our candidate Dan Clarke at the Runcorn & Helsby by-election where he came a respectable 6th in a crowded field.

Our candidate Cllr Fran Oboeski MBE came a strong second in Kidderminster in the St Chads Division of  Worcestershire County Council.

Many thanks to our other candidates in Devon, Cornwall, Lincolnshire and Worcestershire, those who helped canvas and our benefactors who contributed to our campaign costs.

As a party we wish to extend our reach to Liberal minded independent candidates across the country. 

We also wish to extend a hand to disaffected working class voters dismayed by the indifference of the Labour Party and unconvinced by the insurgent Reform UK.

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  Liberal Party NEC Statement – Local Elections in England on the 1st May 2025
Posted by: ReadingLib - 04-30-2025, 06:47 PM - Forum: NEC Press Releases - No Replies

This Thursday, the 1st May, people across England will have the opportunity to vote in local elections, as well as the by-election in Runcorn & Helsby which the Liberal Party is contesting.

The Liberal Party notes that in 9 areas, representing hundreds of thousands of electors, will have no opportunity to exercise their right to vote due to a decision to suspend local elections in advance of a reorganisation of local government.

These areas are East Sussex, West Sussex, Essex, Thurrock, Hampshire, the Isle of Wight, Norfolk, Suffolk and Surrey.

In these area’s the electorate is being denied the opportunity to express their view of the changes to local government being imposed without proper consultation.

The Liberal Party opposes the way devolution is being implemented and the potential centralisation of power at a county council level and the removal of local accountability at district and town level.

Promoted by Stephen Graham on behalf of the Liberal Party, 12 Dayworth Mews, Lundy Lane, Reading, RG30 2RR.

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  Liberal Party NEC Meeting on Zoom - 1pm till 3pm Saturday 17th May 2025
Posted by: ReadingLib - 04-28-2025, 06:44 PM - Forum: General Discussion - News and Views - No Replies

The next Liberal Party NEC will be held via Zoom on Saturday the 17th May between 1pm and 3pm.
 
The meeting is open to all, and an agenda will be available shortly.
 
A  Zoom invite can be obtained by e-mailing the Secretary to the NEC, Stephen Graham.

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  An Appeal for Canvassing Support for Liberal Candidates for the 1st May
Posted by: ReadingLib - 04-22-2025, 07:14 PM - Forum: General Discussion - News and Views - No Replies

As we enter the final 2 weeks of the local elections and the by-election in Runcorn & Helsby on the 1st May I have been asked to circulate an appeal for assistance in canvassing.

We would especially appreciate assistance in Runcorn and Worcestershire, as well as Lincolnshire and Teignmouth in Devon.

Our 3 parish council candidates were all elected unopposed in Cornwall.

Please reach out if you can offer support.

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  The Liberal Party in this May's Parliamentary by-election and Local Elections
Posted by: ReadingLib - 04-18-2025, 05:15 PM - Forum: NEC Press Releases - No Replies

The Liberal Party is pleased to be fielding the following candidates at the elections to be held on the 1st May.
 
Runcorn and Helsby by-election
 
Danny Clarke will be representing the party at the by-election on the 1st May.
 
Having gained valuable experience in the August 2024 general election the party is pleased to be able to support his nomination in the constituency.
 
Devon
 
The Liberal Party is pleased to be able to welcome Cllr Andrew MacGregor to the party.
 
Previously sitting as an Independent on Teignbridge District Council, he will be contesting the Teignmouth seat for the Devon County Council elections.
 
Worcestershire
 
The Liberal Party is pleased to announce that Cllr Fran Oborski MBE and Cllr Shazu Miah have crossed to our party and will be contesting seats at May’s local elections for Worcestershire County Council.
 
Cornwall
 
Cllr Paul Holmes and Cllr Jean Pollock have both been re-elected to the Carn Brea and Illogan Parish Council’s, whilst  Cllr. Jay Latham has been re-elected to the St Mawgan-in-Pydar Parish Council.
 
Lincolnshire County Council, City of Lincoln
 
Within the Lincoln City Division Cllr Charles Shaw will be contesting the Ermine and Cathedral Division and Tinashe Chipawe the Carholme Division.
 
We would appreciate offers of support for candidates in these areas.

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