National population projections

To the Top
The 3 steps are Choose table, Choose variable and Show result. You are currently at Choose variables

12890: Population projections 1 January, by sex and age, with formalised uncertainty in percentiles (The 2020 projections) 2030 - 2100

Nasjonale Befolkningsframskrivninger, Statistics Norway
+47 62 88 50 00
Michael J. Thomas, Statistics Norway
+47 40 90 26 28
Astri Syse, Statistics Norway
+47 47 03 23 04
2020-06-03 08:00
Population:
persons
Population:
01.01.
Statistics Norway
External PROD
Now you have come to the page, Choose variable. This page give you the oportunity to select which variables and values you want to display in your result of the table. A variable is a property of a statistical unit. The page is divided into several boxes, one for each variable, where you can select values by click to highlight one or more values. It always starts with the statistics variable which is the main value counted in the table.
Navigating with keyboard and screenreader. Select multiple object in row: SHIFT+arrow down/up. To select a single value in the listbox: Windows:Hold Ctrl + arrow down. Then release Ctrl and press space. Repeat. Mac:CMD+arrow down/up. Then release CMD and press spacebar. Repeat. (Works only in Chrome, not in Safari). To exit listbox with values selected, press TAB-key.
Mandatory

Selected 1 of total 1

Mandatory

Selected 1 of total 8

Mandatory

Selected 0 of total 5

Selected 0 of total 2

Optional variable
Field for searching for a specific value in the list box. This is examples of values you can search for.0 years , 1 year , 2 years ,

Selected 0 of total 101

Optional variable
Number of selected data cells are:
(maximum number allowed is 300 000)
Number of selected cells exceeds the maximum allowed 300 000

Obs:

percentile

For a statistical material, the percentiles are the 99 variable values (P1-P99) that divide the material into 100 equal parts. For example, P10 (the tenth percentile) is the variable value where 10 percent of the observations are less than P10. P50 is the median.