Wealth and income inequities within the United States, and between the United States and other nations, continue to increase rapidly. The average income disparity between a line worker and CEO in a large corporation is now more than four hundred to one.
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)
The Women's Building in the Mission District of San Francisco.
Social equity implies fair access to livelihood, Access to Knowledge, and resources; full participation in the political and cultural life of the Community; and self-determination in meeting Fundamental Needs. As Martin Luther King observed, "where there is injustice for one, there is injustice for all." Social equity is the cornerstone of Society, which cannot be maintained for a few at the expense of the many. Increased equity results in decreased spending on prisons, security enforcement, welfare, and social services. It also creates new potential markets.
Inequities magnify the challenge of creating Reliable Prosperity in several ways. Those who are marginalized may be tempted to eat into reserves of Nature and Society to meet immediate needs, while those with abundant choices may seek conspicuous forms of consumption which — unintentionally — have the same depleting effect. Current toxic production activities are extremely unjust, with increased health impacts along racial and class lines. Materials Cycles which do not use airsheds and watersheds as pollution sinks have significant favorable equity implications.
Social equity leaves plenty of room for individuals, households, and communities to seek the mix of economic, social, and ecological assets that best reflects their values. It critically depends on diverse Local Economies that provide a wide range of work options for those of all ages and skills. Social Equity is enhanced by forms of ownership and community-based financial institutions that build Local Assets. It further requires that historical inequities be addressed and compensated fairly through a Just Transitions.
Social equity is promoted by Human-Scale Neighborhoods that provide Shelter For All. Neighborhoods that offer a range of housing options, a mix of uses, and access to a variety of jobs, are often intergenerational and diverse. Such neighborhoods are encouraged by regional tax revenue sharing, which promotes an equitable distribution of tax revenues between the core city, inner suburbs, and rapidly developing outer suburbs. This prevents disinvestment in neighborhoods, improving the overall livability and safety of Compact Towns and Cities.
Over time, True Cost Pricing will improve Social Equity by assigning prices which accurately reflect social costs and benefits. This will allow practices that are socially just to compete effectively in the marketplace, including living-wage compensation for workers.
Promote diverse local economies that provide a wide range of employment opportunities. Build local assets that broadly distribute the wealth of a community. Encourage human-scale neighborhoods that provide shelter and community for all. Work towards a tax shift that fully values social costs and benefits.
Wealth and income inequities within the United States, and between the United States and other nations, continue to increase rapidly. The average income disparity between a line worker and CEO in a large corporation is now more than four hundred to one.
The Women's Building in the Mission District of San Francisco.
Social equity implies fair access to livelihood, Access to Knowledge, and resources; full participation in the political and cultural life of the Community; and self-determination in meeting Fundamental Needs. As Martin Luther King observed, "where there is injustice for one, there is injustice for all." Social equity is the cornerstone of Society, which cannot be maintained for a few at the expense of the many. Increased equity results in decreased spending on prisons, security enforcement, welfare, and social services. It also creates new potential markets.
Inequities magnify the challenge of creating Reliable Prosperity in several ways. Those who are marginalized may be tempted to eat into reserves of Nature and Society to meet immediate needs, while those with abundant choices may seek conspicuous forms of consumption which — unintentionally — have the same depleting effect. Current toxic production activities are extremely unjust, with increased health impacts along racial and class lines. Materials Cycles which do not use airsheds and watersheds as pollution sinks have significant favorable equity implications.
Social equity leaves plenty of room for individuals, households, and communities to seek the mix of economic, social, and ecological assets that best reflects their values. It critically depends on diverse Local Economies that provide a wide range of work options for those of all ages and skills. Social Equity is enhanced by forms of ownership and community-based financial institutions that build Local Assets. It further requires that historical inequities be addressed and compensated fairly through a Just Transitions.
Social equity is promoted by Human-Scale Neighborhoods that provide Shelter For All. Neighborhoods that offer a range of housing options, a mix of uses, and access to a variety of jobs, are often intergenerational and diverse. Such neighborhoods are encouraged by regional tax revenue sharing, which promotes an equitable distribution of tax revenues between the core city, inner suburbs, and rapidly developing outer suburbs. This prevents disinvestment in neighborhoods, improving the overall livability and safety of Compact Towns and Cities.
Over time, True Cost Pricing will improve Social Equity by assigning prices which accurately reflect social costs and benefits. This will allow practices that are socially just to compete effectively in the marketplace, including living-wage compensation for workers.
Promote diverse local economies that provide a wide range of employment opportunities. Build local assets that broadly distribute the wealth of a community. Encourage human-scale neighborhoods that provide shelter and community for all. Work towards a tax shift that fully values social costs and benefits.