12 Month Moving Average of Weighted Median Hourly Wage Growth Overall

Measurement
Percent Change from Year Ago
Indicator Type or Source
12-Month Moving Average of Weighted Median Hourly Wage Growth
Period End Date
October 1, 2024
Clasification
Median
 
Dot-com Bubble
 
Housing Crash
 
Credit Downgrade
 
Yuan Drop
 
Covid
12 Month Moving Average of Weighted Median Hourly Wage Growth Overall is an economic indicator measured in Percent Change from Year Ago. It covers the period from Tuesday, November 30, 1999, to Tuesday, October 1, 2024, and is updated monthly. Please note, median of the year-over-year percent change in hourly wage rates computed at the individual level using linked wage records. Reported as a 12-month moving average. The weighted median is constructed after weighting the data to be representative of the current month's population of wage and salary earners in terms of sex, as well as broad age, education, industry, and occupation groups. For more details about this release from the Federal Reserve Bank of Atlanta, visit their Wage Growth Tracker webpage (https://www.atlantafed.org/chcs/wage-growth-tracker?panel=2). Please view all Median indicators for more information or continue to All Top Economic Indicators.
Source: Federal Reserve Bank of St. Louis (fred.stlouisfed.org)

25-Year History of 12 Month Moving Average of Weighted Median Hourly Wage Growth Overall

The above interactive chart and the table below show the 25-year history of 12 month moving average of weighted median hourly wage growth overall going back to Tuesday, November 30, 1999. The current value is 5.00 which was updated on Tuesday, October 1, 2024. Investors and financial institutions use historical economic data to make decisions about where and when to invest. Understanding the economic indicators can help these stakeholders to assess the risk and potential return of different investment options..
Oct 1, 20245.0  
Sep 1, 20245.1  
Aug 1, 20245.1  
Jul 1, 20245.1  
Jun 1, 20245.2  
May 1, 20245.2  
Apr 1, 20245.4  
Mar 1, 20245.3  
Feb 1, 20245.5  
Jan 1, 20245.6  
Dec 1, 20235.7  
Nov 1, 20235.7  
Oct 1, 20235.8  
Sep 1, 20235.9  
Aug 1, 20236.1  
Jul 1, 20236.2  
Jun 1, 20236.3  
May 1, 20236.5  
Apr 1, 20236.5  
Mar 1, 20236.6  
Feb 1, 20236.5  
Jan 1, 20236.6  
Dec 1, 20226.6  
Nov 1, 20226.6  
Oct 1, 20226.5  
Sep 1, 20226.3  
Aug 1, 20226.2  
Jul 1, 20226.0  
Jun 1, 20225.8  
May 1, 20225.5  
Apr 1, 20225.2  
Mar 1, 20224.9  
Feb 1, 20224.7  
Jan 1, 20224.4  
Dec 1, 20214.2  
Nov 1, 20214.0  
Oct 1, 20213.9  
Sep 1, 20213.9  
Aug 1, 20213.8  
Jul 1, 20213.7  
Jun 1, 20213.5  
May 1, 20213.6  
Apr 1, 20213.6  
Mar 1, 20213.7  
Feb 1, 20213.6  
Jan 1, 20213.6  
Dec 1, 20203.6  
Nov 1, 20203.7  
Oct 1, 20203.8  
Sep 1, 20203.7  
Aug 1, 20203.8  
Jul 1, 20203.8  
Jun 1, 20203.8  
May 1, 20203.9  
Apr 1, 20203.9  
Mar 1, 20203.9  
Feb 1, 20204.0  
Jan 1, 20204.0  
Dec 1, 20194.0  
Nov 1, 20194.0  
Oct 1, 20193.9  
Sep 1, 20194.0  
Aug 1, 20193.9  
Jul 1, 20193.9  
Jun 1, 20193.9  
May 1, 20193.8  
Apr 1, 20193.8  
Mar 1, 20193.7  
Feb 1, 20193.8  
Jan 1, 20193.8  
Dec 1, 20183.7  
Nov 1, 20183.7  
Oct 1, 20183.7  
Sep 1, 20183.6  
Aug 1, 20183.6  
Jul 1, 20183.6  
Jun 1, 20183.6  
May 1, 20183.6  
Apr 1, 20183.5  
Mar 1, 20183.6  
Feb 1, 20183.6  
Jan 1, 20183.6  
Dec 1, 20173.6  
Nov 1, 20173.6  
Oct 1, 20173.6  
Sep 1, 20173.7  
Aug 1, 20173.8  
Jul 1, 20173.8  
Jun 1, 20173.7  
May 1, 20173.8  
Apr 1, 20173.9  
Mar 1, 20173.8  
Feb 1, 20173.8  
Jan 1, 20173.8  
Dec 1, 20163.8  
Nov 1, 20163.8  
Oct 1, 20163.7  
Sep 1, 20163.6  
Aug 1, 20163.5  
Jul 1, 20163.4  
Jun 1, 20163.4  
May 1, 20163.3  
Apr 1, 20163.2  
Mar 1, 20163.2  
Feb 1, 20163.2  
Jan 1, 20163.2  
Dec 1, 20153.2  
Nov 1, 20153.2  
Oct 1, 20153.1  
Sep 1, 20153.2  
Aug 1, 20153.2  
Jul 1, 20153.2  
Jun 1, 20153.1  
May 1, 20153.0  
Apr 1, 20153.0  
Mar 1, 20152.8  
Feb 1, 20152.8  
Jan 1, 20152.7  
Dec 1, 20142.6  
Nov 1, 20142.6  
Oct 1, 20142.5  
Sep 1, 20142.4  
Aug 1, 20142.3  
Jul 1, 20142.3  
Jun 1, 20142.3  
May 1, 20142.3  
Apr 1, 20142.3  
Mar 1, 20142.2  
Feb 1, 20142.2  
Jan 1, 20142.2  
Dec 1, 20132.2  
Nov 1, 20132.2  
Oct 1, 20132.2  
Sep 1, 20132.2  
Aug 1, 20132.3  
Jul 1, 20132.2  
Jun 1, 20132.2  
May 1, 20132.2  
Apr 1, 20132.2  
Mar 1, 20132.2  
Feb 1, 20132.2  
Jan 1, 20132.1  
Dec 1, 20122.2  
Nov 1, 20122.1  
Oct 1, 20122.1  
Sep 1, 20122.1  
Aug 1, 20122.0  
Jul 1, 20122.1  
Jun 1, 20122.1  
May 1, 20122.0  
Apr 1, 20122.0  
Mar 1, 20122.0  
Feb 1, 20122.0  
Jan 1, 20122.0  
Dec 1, 20111.9  
Nov 1, 20112.0  
Oct 1, 20111.9  
Sep 1, 20111.8  
Aug 1, 20111.8  
Jul 1, 20111.8  
Jun 1, 20111.8  
May 1, 20111.9  
Apr 1, 20111.8  
Mar 1, 20111.8  
Feb 1, 20111.8  
Jan 1, 20111.8  
Dec 1, 20101.8  
Nov 1, 20101.8  
Oct 1, 20101.8  
Sep 1, 20101.9  
Aug 1, 20101.9  
Jul 1, 20101.9  
Jun 1, 20101.9  
May 1, 20102.0  
Apr 1, 20102.1  
Mar 1, 20102.3  
Feb 1, 20102.4  
Jan 1, 20102.4  
Dec 1, 20092.6  
Nov 1, 20092.8  
Oct 1, 20092.9  
Sep 1, 20093.0  
Aug 1, 20093.1  
Jul 1, 20093.4  
Jun 1, 20093.5  
May 1, 20093.6  
Apr 1, 20093.7  
Mar 1, 20093.8  
Feb 1, 20093.9  
Jan 1, 20094.0  
Dec 1, 20084.0  
Nov 1, 20084.1  
Oct 1, 20084.2  
Sep 1, 20084.2  
Aug 1, 20084.3  
Jul 1, 20084.4  
Jun 1, 20084.4  
May 1, 20084.4  
Apr 1, 20084.4  
Mar 1, 20084.4  
Feb 1, 20084.4  
Jan 1, 20084.4  
Dec 1, 20074.5  
Nov 1, 20074.4  
Oct 1, 20074.4  
Sep 1, 20074.4  
Aug 1, 20074.3  
Jul 1, 20074.3  
Jun 1, 20074.2  
May 1, 20074.2  
Apr 1, 20074.2  
Mar 1, 20074.1  
Feb 1, 20074.1  
Jan 1, 20074.0  
Dec 1, 20064.0  
Nov 1, 20064.0  
Oct 1, 20064.0  
Sep 1, 20064.0  
Aug 1, 20064.0  
Jul 1, 20064.0  
Jun 1, 20064.0  
May 1, 20064.0  
Apr 1, 20064.0  
Mar 1, 20064.0  
Feb 1, 20063.9  
Jan 1, 20063.9  
Dec 1, 20053.9  
Nov 1, 20053.8  
Oct 1, 20053.7  
Sep 1, 20053.7  
Aug 1, 20053.7  
Jul 1, 20053.7  
Jun 1, 20053.6  
May 1, 20053.6  
Apr 1, 20053.5  
Mar 1, 20053.5  
Feb 1, 20053.5  
Jan 1, 20053.5  
Dec 1, 20043.5  
Nov 1, 20043.5  
Oct 1, 20043.4  
Sep 1, 20043.5  
Aug 1, 20043.4  
Jul 1, 20043.4  
Jun 1, 20043.4  
May 1, 20043.4  
Apr 1, 20043.5  
Mar 1, 20043.5  
Feb 1, 20043.5  
Jan 1, 20043.5  
Dec 1, 20033.6  
Nov 1, 20033.6  
Oct 1, 20033.7  
Sep 1, 20033.7  
Aug 1, 20033.7  
Jul 1, 20033.8  
Jun 1, 20033.8  
May 1, 20033.8  
Apr 1, 20033.9  
Mar 1, 20034.0  
Feb 1, 20034.0  
Jan 1, 20034.1  
Dec 1, 20024.1  
Nov 1, 20024.2  
Oct 1, 20024.4  
Sep 1, 20024.5  
Aug 1, 20024.6  
Jul 1, 20024.7  
Jun 1, 20024.8  
May 1, 20024.9  
Apr 1, 20024.9  
Mar 1, 20025.1  
Feb 1, 20025.2  
Jan 1, 20025.3  
Dec 1, 20015.3  
Nov 1, 20015.4  
Oct 1, 20015.5  
Sep 1, 20015.5  
Aug 1, 20015.6  
Jul 1, 20015.6  
Jun 1, 20015.6  
May 1, 20015.6  
Apr 1, 20015.6  
Mar 1, 20015.6  
Feb 1, 20015.6  
Jan 1, 20015.5  
Dec 1, 20005.5  
Nov 1, 20005.5  
Oct 1, 20005.4  
Sep 1, 20005.4  
Aug 1, 20005.3  
Jul 1, 20005.3  
Jun 1, 20005.3  
May 1, 20005.2  
Apr 1, 20005.3  
Mar 1, 20005.2  
Feb 1, 20005.3  
Jan 1, 20005.4  
Dec 1, 19995.4  
Nov 1, 19995.4  
Oct 1, 19995.5  
Sep 1, 19995.4  
Aug 1, 19995.4  
Jul 1, 19995.5  
Jun 1, 19995.5  
May 1, 19995.6  
Apr 1, 19995.6  
Mar 1, 19995.6  
Feb 1, 19995.5  
Jan 1, 19995.5  
Dec 1, 19985.4  
Nov 1, 19985.4  
Oct 1, 19985.4  
Sep 1, 19985.3  
Aug 1, 19985.3  
Jul 1, 19985.3  
Jun 1, 19985.2  
May 1, 19985.2  
Apr 1, 19985.1  
Mar 1, 19985.0  
Feb 1, 19985.0  
Jan 1, 19985.0  

Thematic Opportunities

Explore Investment Opportunities

Build portfolios using Macroaxis predefined set of investing ideas. Many of Macroaxis investing ideas can easily outperform a given market. Ideas can also be optimized per your risk profile before portfolio origination is invoked. Macroaxis thematic optimization helps investors identify companies most likely to benefit from changes or shifts in various micro-economic or local macro-level trends. Originating optimal thematic portfolios involves aligning investors' personal views, ideas, and beliefs with their actual investments.
Explore Investing Ideas  
Check out your portfolio center.
Note that this page's information should be used as a complementary analysis to find the right mix of equity instruments to add to your existing portfolios or create a brand new portfolio. You can also try the Theme Ratings module to determine theme ratings based on digital equity recommendations. Macroaxis theme ratings are based on combination of fundamental analysis and risk-adjusted market performance.

Other Complementary Tools

Portfolio Diagnostics
Use generated alerts and portfolio events aggregator to diagnose current holdings
Equity Analysis
Research over 250,000 global equities including funds, stocks and ETFs to find investment opportunities
Watchlist Optimization
Optimize watchlists to build efficient portfolios or rebalance existing positions based on the mean-variance optimization algorithm
Portfolio Backtesting
Avoid under-diversification and over-optimization by backtesting your portfolios
Theme Ratings
Determine theme ratings based on digital equity recommendations. Macroaxis theme ratings are based on combination of fundamental analysis and risk-adjusted market performance
Macroaxis helps investors of all levels and skills to maximize the upside of all their holdings and minimize the risk associated with market volatility, economic swings, and company-specific events. View terms and conditions
 
Feedback Blog
Made with optimal in San Francisco
2024 Macroaxis LLC
COMMON DESTINATIONS
MAIN CATEGORIES
COMPANY