Revenue (Quarterly) Chart

View Revenue (Quarterly) for FISI.
Upgrade now.
Sep '18
Jan '19
May '19
 
285.00
270.00
255.00
240.00
View Revenue (Quarterly) Chart
Start Trial

Historical Revenue (Quarterly) Data

View and export this data back to 1999. Start Trial.
Date Value
June 30, 2026 93.65M
March 31, 2026 91.77M
December 31, 2025 94.99M
September 30, 2025 95.41M
June 30, 2025 92.84M
March 31, 2025 90.76M
December 31, 2024 -13.72M
September 30, 2024 86.74M
June 30, 2024 101.62M
March 31, 2024 88.80M
December 31, 2023 91.31M
September 30, 2023 84.58M
June 30, 2023 81.41M
March 31, 2023 73.95M
December 31, 2022 67.90M
September 30, 2022 63.16M
June 30, 2022 55.75M
March 31, 2022 52.36M
December 31, 2021 54.10M
September 30, 2021 52.24M
June 30, 2021 51.50M
March 31, 2021 51.50M
December 31, 2020 50.36M
September 30, 2020 50.29M
June 30, 2020 47.90M
Date Value
March 31, 2020 50.66M
December 31, 2019 50.72M
September 30, 2019 53.81M
June 30, 2019 51.78M
March 31, 2019 50.23M
December 31, 2018 49.92M
September 30, 2018 48.25M
June 30, 2018 45.22M
March 31, 2018 43.82M
December 31, 2017 43.75M
September 30, 2017 41.98M
June 30, 2017 39.41M
March 31, 2017 38.40M
December 31, 2016 37.86M
September 30, 2016 37.74M
June 30, 2016 37.13M
March 31, 2016 36.80M
December 31, 2015 35.65M
September 30, 2015 34.07M
June 30, 2015 32.36M
March 31, 2015 32.82M
December 31, 2014 32.33M
September 30, 2014 32.20M
June 30, 2014 31.38M
March 31, 2014 30.79M

Revenues Definition

Revenues measure the total amount of value that a company brings in during a certain period. This is also considered the "top-line" of the income statement. Revenues are used for all operating expenses as well as other line items which eventually lead to the net income for the company. Revenue is an extremely important metric when analyzing a company. A company with efficient margins is able to turn revenues into the most net income.

Read full definition.

Revenue (Quarterly) Range, Past 5 Years

View Revenue (Quarterly) Range, Past 5 Years
Start Trial
--
Minimum
--
Maximum
--
Average
--
Median