SECTOR: [FAIL] ASML is in the Technology sector, which is one sector that this methodology avoids. Technology and financial stocks were considered too risky to invest in when this methodology was published. At that time they were not the driving force of the market as they are today. Although this methodology would avoid ASML, we will provide the rest of the analysis, as we feel times have changed.
SALES: [PASS] The investor must select companies of "adequate size". This includes companies with annual sales greater than €260 million. ASML's sales of €4,732 million, based on 2012 sales, pass this test.
CURRENT RATIO: [PASS] The current ratio must be greater than or equal to 2. Companies that meet this criterion are typically financially secure and defensive. ASML's current ratio €6,366m/2,086m of 3.1 passes the test.
LONG-TERM DEBT IN RELATION TO NET CURRENT ASSETS: [PASS] For industrial companies, long-term debt must not exceed net current assets (current assets minus current liabilities). Companies that meet this criterion display one of the attributes of a financially secure organization. The long-term debt for ASML is €1,290 million, while the net current assets are €4,280 million. ASML passes this test.
LONG-TERM EPS GROWTH: [FAIL] Companies must increase their EPS by at least 30% over a ten-year period and EPS must not have been negative for any year within the last 5 years. EPS for ASML were slightly negative within the last 5 years (2009) and therefore the company fails this criterion.
Earnings Yield: [FAIL] The Earnings/Price (inverse P/E) %, based on the lesser of the current Earnings Yield or the Yield using average earnings over the last 3 fiscal years, must be "acceptable", which this methodology states is greater than 6,5%. Stocks with higher earnings yields are more defensive by nature. ASML's E/P of 5% (using the last 3 years earnings) fails this test.
Graham Number value: [FAIL] The Price/Book ratio must also be reasonable. That is the Graham number value must be greater than the market price. ASML has a Graham number of √(22,5 x €3,3 EPS x €10,71 Book Value) = €28,5
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