Demographics of Estonia - Table of Birth and Death Rates

Table of Birth and Death Rates

Source: Statistics Estonia
Average population (x 1000) Live births Deaths Natural change Crude birth rate (per 1000) Crude death rate (per 1000) Natural change (per 1000) Fertility rates
1914 1,197 26,865 20,882 5,983 22.4 17.4 5.0
1915 1,188 24,680 21,841 2,839 20.8 18.4 2.4
1916 1,154 21,282 25,429 −4,147 18.4 22.0 −3.6
1917 1,120 18,333 27,336 −9,003 16.4 24.4 −8.0
1918 1,086 21,659 32,488 −10,829 19.9 29.9 −10.0
1919 1,064 18,456 28,800 −10,344 17.3 27.1 −9.7
1920 1,068 19,625 21,363 −1,738 18.4 20.0 −1.6
1921 1,087 22,067 17,143 4,924 20.3 15.8 4.5
1922 1,102 22,255 18,401 3,854 20.2 16.7 3.5
1923 1,111 22,347 16,630 5,717 20.1 15.0 5.1
1924 1,116 21,441 16,918 4,523 19.2 15.2 4.1
1925 1,117 20,445 16,680 3,765 18.3 14.9 3.4
1926 1,117 19,977 18,047 1,900 17.9 16.2 1.7
1927 1,116 19,705 19,356 500 17.7 17.3 0.4
1928 1,116 20,064 17,785 2,279 18.0 15.9 2.0
1929 1,116 19,110 20,178 −1,068 17.1 18.1 −1.0
1930 1,116 19,471 16,610 2,861 17.4 14.9 2.6
1931 1,118 19,509 18,077 1,432 17.4 16.2 1.3
1932 1,122 19,742 16,641 3,101 17.6 14.8 2.8
1933 1,124 18,208 16,472 1,736 16.2 14.7 1.5
1934 1,126 17,305 15,853 1,452 15.4 14.1 1.3
1935 1,129 17,891 16,864 1,027 15.8 14.9 0.9
1936 1,130 18,222 17,594 628 16.1 15.6 0.6
1937 1,131 18,190 16,614 1,576 16.1 14.7 1.4
1938 1,133 18,453 16,496 1,957 16.3 14.6 1.7
1939 1,128 18,475 17,101 1,374 16.4 15.2 1.2
1940 1,096 18,407 19,024 −617 16.8 17.4 −0.6
1941 1,044 19,574 23,702 −4,128 18.8 22.7 −4.0
1942 1,017 19,242 20,276 −1,034 18.9 19.9 −1.0
1943 1,006 16,001 18,120 −2,119 15.9 18.0 −2.1
1944 990 15,180 24,700 −9,520 15.3 24.9 −9.6
1945 879 14,968 20,708 −5,740 17.0 23.6 −6.5
1946 928 19,408 19,969 −561 20.9 21.5 −0.6
1947 977 22,721 21,492 1,229 23.3 22.0 1.3
1948 1,026 21,777 17,549 4,228 21.2 17.1 4.1
1949 1,074 21,770 16,730 5,040 20.3 15.6 4.7
1950 1,101 20,279 15,817 4,462 18.4 14.4 4.1
1951 1,114 20,730 15,354 5,376 18.6 13.7 4.8
1952 1,126 21,111 15,817 5,294 18.7 14.0 4.7
1953 1,138 20,146 14,420 5,726 17.7 12.7 5.0
1954 1,149 20,909 13,981 6,928 18.2 12.2 6.0
1955 1,160 20,786 13,638 7,148 17.9 11.8 6.2
1956 1,171 19,660 12,748 6,912 16.8 10.9 5.9
1957 1,181 19,509 13,026 6,483 16.5 11.0 5.5
1958 1,192 19,598 12,971 6,627 16.4 10.9 5.6
1959 1,203 19,938 13,130 6,808 16.5 10.9 5.7 1,95
1960 1,216 20,187 12,738 7,449 16.6 10.5 6.1 1,98
1961 1,229 20,230 13,036 7,194 16.5 10.6 5.9 1,97
1962 1,243 19,959 13,495 6,464 16.1 10.9 5.2 1,95
1963 1,258 19,275 13,251 6,024 15.3 10.5 4.8 1,91
1964 1,276 19,629 12,754 6,875 15.4 10.0 5.4 1,94
1965 1,291 18,909 13,520 5,389 14.6 10.5 4.2 1,90
1966 1,303 18,629 13,800 4,829 14.3 10.6 3.7 1,85
1967 1,314 18,671 13,699 4,972 14.2 10.4 3.8 1,86
1968 1,327 19,782 14,225 5,557 14.9 10.7 4.2 2,03
1969 1,345 20,781 15,150 5,631 15.5 11.3 4.2 2,11
1970 1,360 21,552 15,186 6,366 15.8 11.2 4.7 2,16
1971 1,377 22,118 15,038 7,080 16.1 10.9 5.1 2,19
1972 1,393 21,757 15,520 6,237 15.6 11.1 4.5 2,14
1973 1,406 21,239 15,573 5,666 15.1 11.1 4.0 2,07
1974 1,418 21,461 15,393 6,068 15.1 10.9 4.3 2,07
1975 1,429 21,360 16,572 4,788 14.9 11.6 3.4 2,04
1976 1,440 21,801 17,351 4,450 15.1 12.0 3.1 2,06
1977 1,450 21,977 17,094 4,883 15.2 11.8 3.4 2,06
1978 1,460 21,842 17,812 4,030 15.0 12.2 2.8 2,02
1979 1,468 21,879 18,062 3,817 14.9 12.3 2.6 2,01
1980 1,477 22,204 18,199 4,005 15.0 12.3 2.7 2,02
1981 1,488 22,937 18,349 4,588 15.4 12.3 3.1 2,07
1982 1,498 23,128 17,893 5,235 15.4 11.9 3.5 2,08
1983 1,509 24,155 18,190 5,965 16.0 12.1 4.0 2,16
1984 1,519 24,234 19,086 5,148 16.0 12.6 3.4 2,17
1985 1,529 23,630 19,343 4,287 15.5 12.7 2.8 2,12
1986 1,540 24,106 17,986 6,120 15.7 11.7 4.0 2,17
1987 1,552 25,086 18,279 6,807 16.2 11.8 4.4 2,26
1988 1,562 25,060 18,551 6,509 16.0 11.9 4.2 2,26
1989 1,568 24,318 18,536 5,762 15.5 11.8 3.7 2,22
1990 1,569 22,304 19,531 2,778 14.2 12.4 1.8 2,05
1991 1,561 19,413 19,715 −302 12.4 12.6 −0.2 1,80
1992 1,533 18,038 20,126 −2,088 11.8 13.1 −1.4 1,71
1993 1,494 15,253 21,286 −6,033 10.2 14.2 −4.0 1,49
1994 1,463 14,176 22,212 −8,036 9.7 15.2 −5.5 1,42
1995 1,437 13,509 20,828 −7,319 9.4 14.5 −5.1 1,38
1996 1,416 13,242 19,020 −5,778 9.4 13.4 −4.1 1,37
1997 1,400 12,577 18,572 −5,995 9.0 13.3 −4.3 1,32
1998 1,386 12,167 19,445 −7,278 8.8 14.0 −5.3 1,28
1999 1,376 12,425 18,447 −6,022 9.0 13.4 −4.4 1,32
2000 1,369 13,067 18,403 −5,336 9.5 13.4 −3.9 1,39
2001 1,364 12,632 18,516 −5,884 9.3 13.6 −4.3 1,34
2002 1,359 13,001 18,355 −5,354 9.6 13.5 −3.9 1,37
2003 1,354 13,036 18,152 −5,116 9.6 13.4 −3.8 1,37
2004 1,349 13,992 17,685 −3,693 10.4 13.1 −2.7 1,47
2005 1,346 14,350 17,316 −2,966 10.7 12.9 −2.2 1,50
2006 1,344 14,877 17,316 −2,439 11.1 12.9 −1.8 1,55
2007 1,342 15,775 17,409 −1,634 11.8 13.0 −1.2 1,64
2008 1,341 16,028 16,675 −647 12.0 12.4 −0.5 1,66
2009 1,340 15,763 16,081 −318 11.8 12.0 −0.2 1,63
2010 1,340 15,825 15,790 35 11.8 11.8 0.0 1.64
2011 1,294 14,679 15,244 -665 11.0 11.4 -0.4 1,52

p=preliminary

Read more about this topic:  Demographics Of Estonia

Famous quotes containing the words table, birth, death and/or rates:

    ““A sigh for every so many breath,
    And for every so many sigh a death.
    That’s what I always tell my wife
    Is the multiplication table of life.””
    —Robert Frost (1874–1963)

    “Fashion is the most intense expression of the phenomenon of neomania, which has grown ever since the birth of capitalism. Neomania assumes that purchasing the new is the same as acquiring value.... If the purchase of a new garment coincides with the wearing out of an old one, then obviously there is no fashion. If a garment is worn beyond the moment of its natural replacement, there is pauperization. Fashion flourishes on surplus, when someone buys more than he or she needs.”
    —Stephen Bayley (b. 1951)

    “People named John and Mary never divorce. For better or for worse, in madness and in saneness, they seem bound together for eternity by their rudimentary nomenclature. They may loathe and despise one another, quarrel, weep, and commit mayhem, but they are not free to divorce. Tom, Dick, and Harry can go to Reno on a whim, but nothing short of death can separate John and Mary.”
    —John Cheever (1912–1982)

    “[The] elderly and timid single gentleman in Paris ... never drove down the Champs Elysees without expecting an accident, and commonly witnessing one; or found himself in the neighborhood of an official without calculating the chances of a bomb. So long as the rates of progress held good, these bombs would double in force and number every ten years.”
    —Henry Brooks Adams (1838–1918)