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Greenblatt magic formula investing Stock Screener
Use this stock screener to select MF stocks, based on our interpretation of Joel Greenblatt's
"The little book that beats the market"
in Europe, Switzerland, Scandinavia, the UK, the US, Canada, Japan and Australia.
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Magic Formula investing is looking for good businesses selling at bargain prices. For this it uses 2 KPIs:
Return on Invested Capital (ROIC) |
EBIT / (Net Working Capital + Net Fixed Assets) | How efficiently have the assets been used to generate income? |
Earning Yield |
EBIT / Entreprise Value | How cheap is the company? |
Another more popular measure to check the cheapness of a stock is the P/E ratio. Greenblatt however likes to use a more stringent measure and uses entreprise value as this includes not only market capitalization but also other factors such as debt. Instead of earnings he likes to use the operational profit or EBIT.
The components of the Greenblatt Magic Formula are calculated as follows:
EBIT |
The trailing twelve months operating profit if available (if not then EBIT equals last year operating income). |
Net Working Capital |
Total Current Assets - Excess Cash - Total Current Liabilities if Total Current Assets exceeds Total Current Liabilities, otherwise it is zero |
Excess Cash |
If Total Current Assets are greater than 2 * Total Current Liabilities, then Excess Cash is determined to be the lesser of Cash And Short Term Investments or Total Current Assets - 2 * Total Current Liabilities, otherwise it is zero. |
Net Fixed Assets |
Total Assets - Total Current Assets - Total Intangible assets |
Entreprise Value |
Market Cap + Long-Term Debt + Minority Interest + Preferred Stock - Excess Cash |
Remarks:
- The screener doesn't work for banks and insurance companies so these are excluded.
- For some companies we don't get all the data to complete the calculation. These get ranked at the bottom.
Disclaimer :
We are in no way associated to Mr. Greenblatt or magicformulainvesting.com.
We include this model inspired on his book purely for completeness but we do not recommend this strategy to anyone.