How the inflation calculator works
It scales the amount by the ratio of two Consumer Price Index values. The index is the CPI-U, U.S. city average, all items (BLS series CUUR0000SA0), the measure most often quoted as "inflation". Each year uses its annual average, so the result compares typical prices across whole years.
Value in year B = amount × CPI(B) ÷ CPI(A)Average yearly inflation = (CPI(B) ÷ CPI(A))^(1 ÷ years) − 1
The tree rings draw the same history: one ring per year from the inner year outwards, wider when prices rose faster, red at 5% or more, and dashed when the average price level fell, as in 2009 and the early 1930s.
Example: $100 in 2000 (CPI 172.2) is $100 × 321.943 ÷ 172.2 = $186.96 in 2025, a rise in prices of about 87%, or 2.5% a year.
About the data
Annual averages from 1913 to 2025, fetched from the BLS Public Data API on 30 October 2026. BLS published no October 2025 index because of the 2025 lapse in appropriations, so its 2025 average covers the other eleven months. The latest monthly index at that point was September 2026 (336.940).