Harold Hill Independent Party
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Harold Hill Independent Party
The Harold Hill Independent Party is a British minor political party formed in 2017 and dissolved in 2018. However was reinstated in 2018 and it returned a candidate at the 2018 Havering London Borough Council election. It is named for the London suburb of Harold Hill Harold Hill is a suburban area in the London Borough of Havering, East London. northeast of Charing Cross. It is a district centre in the London Plan. The name refers to King Harold II, who held the manor of Havering-atte-Bower, and who was .... Elected representatives Havering London Borough Council Cllr Jan Sargent sat with the Independent Residents Group. Electoral performance Havering London Borough Council References Locally based political parties in England Politics of the London Borough of Havering {{UK-party-stub ...
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Localism (politics)
Localism describes a range of political philosophies which prioritize the local. Generally, localism supports local production and consumption of goods, local control of government, and promotion of local history, local culture and local identity. Localism can be contrasted with regionalism and centralized government, with its opposite being found in the unitary state. Localism can also refer to a systematic approach to organizing a central government so that local autonomy is retained rather than following the usual pattern of government and political power becoming centralized over time. On a conceptual level, there are important affinities between localism and deliberative democracy. This concerns mainly the democratic goal of engaging citizens in decisions that affect them. Consequently, localism will encourage stronger democratic and political participatory forums and widening public sphere connectivity. History Localists assert that throughout the world's history, mo ...
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Romford
Romford is a large town in east London and the administrative centre of the London Borough of Havering. It is located northeast of Charing Cross and is one of the major metropolitan centres identified in the London Plan. Historically, Romford was a market town in the county of Essex, and formed the administrative centre of the liberty of Havering before that liberty was dissolved in 1892. Good road links to London and the opening of the railway station in 1839 were key to the development of the town. The economic history of Romford is characterised by a shift from agriculture to light industry and then to retail and commerce. As part of the suburban growth of London throughout the 20th century, Romford significantly expanded and increased in population, becoming a municipal borough in 1937 and was incorporated into Greater London in 1965. Today, it is one of the largest commercial, retail, entertainment and leisure districts in London and has a well-developed night-time econom ...
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Greater London
Greater may refer to: *Greatness, the state of being great *Greater than, in inequality (mathematics), inequality *Greater (film), ''Greater'' (film), a 2016 American film *Greater (flamingo), the oldest flamingo on record *Greater (song), "Greater" (song), by MercyMe, 2014 *Greater Bank, an Australian bank *Greater Media, an American media company See also

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RM Postcode Area
The RM postcode area, also known as the Romford postcode area,Royal Mail, ''Address Management Guide'', (2004) is a group of twenty postcode districts in south-east England, within nine post towns. These cover parts of eastern Greater London and south-west Essex. Inward mail for the area is sorted, along with mail for the E and IG postcode areas, at the Romford Mail Centre. In Greater London, the area covers most of the London Borough of Havering (including Romford, Hornchurch, Rainham and Upminster), the eastern part of the London Borough of Barking and Dagenham (including Dagenham itself) and a small part of the London Borough of Redbridge. In Essex, the area covers most of the Thurrock unitary district (including Grays, Purfleet, South Ockendon and Tilbury), while RM4 covers small parts of the Epping Forest District and the Borough of Brentwood. __TOC__ Coverage The approximate coverage of the postcode districts: ! RM1 , ROMFORD , Romford, Rise Park , Havering , - ...
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White
White is the lightest color and is achromatic (having no hue). It is the color of objects such as snow, chalk, and milk, and is the opposite of black. White objects fully reflect and scatter all the visible wavelengths of light. White on television and computer screens is created by a mixture of red, blue, and green light. The color white can be given with white pigments, especially titanium dioxide. In ancient Egypt and ancient Rome, priestesses wore white as a symbol of purity, and Romans wore white togas as symbols of citizenship. In the Middle Ages and Renaissance a white unicorn symbolized chastity, and a white lamb sacrifice and purity. It was the royal color of the kings of France, and of the monarchist movement that opposed the Bolsheviks during the Russian Civil War (1917–1922). Greek and Roman temples were faced with white marble, and beginning in the 18th century, with the advent of neoclassical architecture, white became the most common color of new churches ...
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Green
Green is the color between cyan and yellow on the visible spectrum. It is evoked by light which has a dominant wavelength of roughly 495570 Nanometre, nm. In subtractive color systems, used in painting and color printing, it is created by a combination of yellow and cyan; in the RGB color model, used on television and computer screens, it is one of the additive primary colors, along with red and blue, which are mixed in different combinations to create all other colors. By far the largest contributor to green in nature is chlorophyll, the chemical by which plants photosynthesis, photosynthesize and convert sunlight into chemical energy. Many creatures have adapted to their green environments by taking on a green hue themselves as camouflage. Several minerals have a green color, including the emerald, which is colored green by its chromium content. During Post-classical history, post-classical and Early modern period, early modern Europe, green was the color commonly assoc ...
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2018 Havering London Borough Council Election
The 2018 Havering London Borough Council election was held on 3 May 2018 to elect members of Havering London Borough Council in Greater London. Elections were held for all 54 seats on the council. This was on the same day as other local elections. Summary of results The Conservative Party gained three seats, increasing its number of councillors to 25. It consolidated its position as the largest group on the council, but did not gain overall control. Havering Residents Association lost two seats, reducing its number of councillors to 17. However, it remained the second largest party on the council. Of its 17 councillors, eight represent Hornchurch Residents' Association, six Upminster and Cranham Residents' Association and three Harold Wood Hill Park Residents Association. The Labour Party gained four seats, increasing its number of councillors to five. It is now the third largest party on the council. Rainham and Wennington Independent Residents Group held three seats and ...
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Havering London Borough Council
Havering London Borough Council is the local authority for the London Borough of Havering in Greater London, England. It is a London borough council, one of 32 in the United Kingdom capital of London. Havering is divided into 18 wards, each electing three councillors. Since May 2018, Havering London Borough Council has been in no overall control. It comprises 25 Conservative Party members, 23 Havering Residents Association members, 5 Labour Party members and 1 Independent member. The council was created by the London Government Act 1963 and replaced two local authorities: Hornchurch Urban District Council and Romford Borough Council. History There have previously been a number of local authorities responsible for the Havering area. The current local authority was first elected in 1964, a year before formally coming into its powers and prior to the creation of the London Borough of Havering on 1 April 1965. Havering replaced Hornchurch Urban District Council and Romford Borough ...
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Electoral Commission (United Kingdom)
In the United Kingdom, the Electoral Commission is the national election commission, created in 2001 as a result of the Political Parties, Elections and Referendums Act 2000. It is an independent agency that regulates party and election finance and sets standards for how elections should be run. History The Electoral Commission was created following a recommendation by the fifth report of the Committee on Standards in Public Life. The Commission's mandate was set out in the Political Parties, Elections and Referendums Act 2000 (PPERA), and ranges from the regulation of political donations and expenditure by political and third parties through to promoting greater participation in the electoral process. The Electoral Administration Act 2006 required local authorities to review all polling stations, and to provide a report on the reviews to the Electoral Commission. The Political Parties and Elections Act 2009 granted the Electoral Commission a variety of new supervisory a ...
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Harold Hill
Harold Hill is a suburban area in the London Borough of Havering, East London. northeast of Charing Cross. It is a district centre in the London Plan. The name refers to King Harold II, who held the manor of Havering-atte-Bower, and who was killed at the Battle of Hastings in 1066. The suburb is peripheral to London, forming an eastern edge of the urban sprawl. The extensive London County Council housing development of Harold Hill was conceived in the Greater London Plan of 1944 in order to alleviate housing shortages in Inner London. Before construction of the estate, which was completed in 1958, it was the location of Dagnam Park house and grounds, and in the Municipal Borough of Romford and the county of Essex, but was transferred to Greater London in 1965. The first Greater London Council tenant to buy their council house did so here in 1967. The area is part of a long-term regeneration project led by Havering London Borough Council. History Local government The area th ...
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2022 Havering London Borough Council Election
The 2022 Havering London Borough Council election is due to take place on 5 May 2022. All 55 members of Havering London Borough Council will be elected. The elections will take place alongside local elections in the other London boroughs and elections to local authorities across the United Kingdom. In the previous election in 2018, the council remained under no overall control. The Conservatives were the largest party, winning 25 out of the 55 seats with the Havering Residents Association forming the principal opposition with 17 of the remaining seats. The 2022 election will take place under new election boundaries, which will increase the number of councillors to 55. Background History The thirty-two London boroughs were established in 1965 by the London Government Act 1963. They are the principal authorities in Greater London and have responsibilities including education, housing, planning, highways, social services, libraries, recreation, waste, environmental heal ...
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Locally Based Political Parties In England
In mathematics, a mathematical object is said to satisfy a property locally, if the property is satisfied on some limited, immediate portions of the object (e.g., on some ''sufficiently small'' or ''arbitrarily small'' neighborhoods of points). Properties of a point on a function Perhaps the best-known example of the idea of locality lies in the concept of local minimum (or local maximum), which is a point in a function whose functional value is the smallest (resp., largest) within an immediate neighborhood of points. This is to be contrasted with the idea of global minimum (or global maximum), which corresponds to the minimum (resp., maximum) of the function across its entire domain. Properties of a single space A topological space is sometimes said to exhibit a property locally, if the property is exhibited "near" each point in one of the following ways: # Each point has a neighborhood exhibiting the property; # Each point has a neighborhood base of sets exhibiting the prop ...
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