Taxation Statistics > Net taxes on products > current US$ (per capita) > Niger (historical data)

Date   Amount    Rank   
2003   5,167.57    #147   
2002   4,184.872    #151   
2001   3,703.246    #153   
2000   3,516.586    #150   
1999   3,723.84    #155   
1998   3,680.045    #150   
1997   3,502.596    #155   
1996   3,721.787    #152   
1995   3,369.491    #151   
1994   2,268.046    #148   
1993   2,882.764    #147   
1992   4,272.771    #138   
1991   4,964.162    #140   
1990   7,889.968    #134   
1989   10,231.097    #113   
1988   5,400.316    #120   
1987   9,060.455    #113   
1986   9,542.628    #109   
1985   7,865.422    #111   
1984   8,537.879    #110   
1983   9,944.501    #109   
1982   14,430.506    #103   
1981   15,985.991    #103   
1980   20,593.598    #102   
1979   20,311.977    #90   
1978   18,149.997    #89   
1977   13,664.885    #92   
1976   9,072.064    #91   
1975   8,411.533    #86   
1974   7,316.893    #86   
1973   6,174.204    #85   
1972   5,290.23    #85   
1971   4,583.088    #89   
1970   4,317.983    #83   
1969   4,754.54    #74   
1968   4,213.471    #72   
1967   4,433.389    #73   
1966   5,058.707    #71   
1965   4,082.981    #71   
1964   3,916.13    #65   
1963   3,267.429    #63   
1962   3,025.413    #62   
1961   2,762.866    #61   
1960   2,603.878    #59   


DEFINITION: Net taxes on products (net indirect taxes) are the sum of product taxes less subsidies. Product taxes are those taxes payable by producers that relate to the production, sale, purchase or use of the goods and services. Subsidies are grants on the current account made by general government to private enterprises and unincorporated public enterprises. The grants may take the form of payments to ensure a guaranteed price or to enable maintenance of prices of goods and services below costs of production, and other forms of assistance to producers. Data are in current U.S. dollars. Per capita figures expressed per 1,000 population.

SOURCE: World Development Indicators database via NationMaster
   
 

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