Total # of People Employed from 2007 thru 2026 so that we can include 2008-2009 Recession Period, Pre-COVID, COVID, and recent data
Data through September 2026:
Last 13 recent months of data - values are in thousands
series_id
year_month
year
period
value
monthly_change
CES0000000001
2025-09-01
2025
M09
158548.0
76.0
CES0000000001
2025-10-01
2025
M10
158408.0
-140.0
CES0000000001
2025-11-01
2025
M11
158449.0
41.0
CES0000000001
2025-12-01
2025
M12
158432.0
-17.0
CES0000000001
2026-01-01
2026
M01
158592.0
160.0
CES0000000001
2026-02-01
2026
M02
158436.0
-156.0
CES0000000001
2026-03-01
2026
M03
158650.0
214.0
CES0000000001
2026-04-01
2026
M04
158798.0
148.0
CES0000000001
2026-05-01
2026
M05
158861.0
63.0
CES0000000001
2026-06-01
2026
M06
158892.0
31.0
CES0000000001
2026-07-01
2026
M07
158882.0
-10.0
CES0000000001
2026-08-01
2026
M08
159015.0
133.0
CES0000000001
2026-09-01
2026
M09
159044.0
29.0
Now, let’s look at difference or change in total employment numbers on a monthly basis (“monthly_change”)
From above, due to the extreme values, it is hard to visually compare. So, let’s compare “normal” employment periods which exclude extreme events. So let’s combine a data set containing only 2017 thru 2019 data with another data set contaning 2024 thru 2026 data.
shape: (69, 6)
series_id
year_month
year
period
value
monthly_change
str
date
str
str
f64
f64
"CES0000000001"
2017-01-01
"2017"
"M01"
145628.0
220.0
"CES0000000001"
2017-02-01
"2017"
"M02"
145846.0
218.0
"CES0000000001"
2017-03-01
"2017"
"M03"
145970.0
124.0
"CES0000000001"
2017-04-01
"2017"
"M04"
146175.0
205.0
"CES0000000001"
2017-05-01
"2017"
"M05"
146380.0
205.0
"CES0000000001"
2017-06-01
"2017"
"M06"
146583.0
203.0
"CES0000000001"
2017-07-01
"2017"
"M07"
146772.0
189.0
"CES0000000001"
2017-08-01
"2017"
"M08"
146919.0
147.0
"CES0000000001"
2017-09-01
"2017"
"M09"
147008.0
89.0
"CES0000000001"
2017-10-01
"2017"
"M10"
147149.0
141.0
"CES0000000001"
2017-11-01
"2017"
"M11"
147372.0
223.0
"CES0000000001"
2017-12-01
"2017"
"M12"
147523.0
151.0
…
…
…
…
…
…
"CES0000000001"
2025-10-01
"2025"
"M10"
158408.0
-140.0
"CES0000000001"
2025-11-01
"2025"
"M11"
158449.0
41.0
"CES0000000001"
2025-12-01
"2025"
"M12"
158432.0
-17.0
"CES0000000001"
2026-01-01
"2026"
"M01"
158592.0
160.0
"CES0000000001"
2026-02-01
"2026"
"M02"
158436.0
-156.0
"CES0000000001"
2026-03-01
"2026"
"M03"
158650.0
214.0
"CES0000000001"
2026-04-01
"2026"
"M04"
158798.0
148.0
"CES0000000001"
2026-05-01
"2026"
"M05"
158861.0
63.0
"CES0000000001"
2026-06-01
"2026"
"M06"
158892.0
31.0
"CES0000000001"
2026-07-01
"2026"
"M07"
158882.0
-10.0
"CES0000000001"
2026-08-01
"2026"
"M08"
159015.0
133.0
"CES0000000001"
2026-09-01
"2026"
"M09"
159044.0
29.0
From above, we see it is now easier to visually compare. There was a little bit of up-tick for beginning of 2026, but in recent months, jobs added are still low compared to pre-COVID.
Let’s look at private sector employment
Last 13 recent months of data
series_id
year_month
year
period
value
monthly_change
CES0500000001
2025-09-01
2025
M09
135005.0
68.0
CES0500000001
2025-10-01
2025
M10
135018.0
13.0
CES0500000001
2025-11-01
2025
M11
135090.0
72.0
CES0500000001
2025-12-01
2025
M12
135083.0
-7.0
CES0500000001
2026-01-01
2026
M01
135263.0
180.0
CES0500000001
2026-02-01
2026
M02
135115.0
-148.0
CES0500000001
2026-03-01
2026
M03
135317.0
202.0
CES0500000001
2026-04-01
2026
M04
135467.0
150.0
CES0500000001
2026-05-01
2026
M05
135528.0
61.0
CES0500000001
2026-06-01
2026
M06
135554.0
26.0
CES0500000001
2026-07-01
2026
M07
135582.0
28.0
CES0500000001
2026-08-01
2026
M08
135671.0
89.0
CES0500000001
2026-09-01
2026
M09
135717.0
46.0
We recovered after the huge job losses in February 2026. But recent months trend does not look favorable.
Average of monthly change from 2017 thru 2019 of all non-farm employment: