Stock Exchange and Market Analysis
Abstract: The continuation of the trading conditions (Ref.1) set by the stock technical analysis (5), in-depth discussion of the rationality of the target P/E ratio setting, sums up the setting method that can reduce the investment risk and increase the profit.
Using the trading conditions of the previous investment financial notes - Stock Technical Analysis (6) Table 1 (Ref. 2) (see the table below), we still use the sample of Ref.3 ( template7_1 ) to study the target benefits. Compared with the rationality. When the starting point of the sale and purchase is set to 2003/01/01, the target P/E ratio can be found from 2003/01/10 to 01/13 every other day, and the target price of the purchase is changed from 44.8 yen to 62.7 yen. The reason is that the post office announced that the one-year fixed deposit rate (Ref.4) has dropped from 1.4% to 1%, and from 6 times the target annual interest rate for one-year fixed interest rate, it has dropped from 8.4% to 6. %, so the target price (62.7 yen) is much higher than the closing price of the day (46 yen), resulting in the purchase of 01/03 all the way to 03/18 capital of 2 million yen in 2003. The same situation is also The next day after the occurrence of 07/29 (after interest rate) and 2008/10/29 (return of 4 yen per share of cash) to shareholders in 2004 and 2010, the target price of the purchase is still much higher than the closing price of the day. In.
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)
Table I
Since the target P/E ratio has been deviated from the current situation and is unrealistic, the reason is that the target annual interest rate is set to be out of date. When the postal deposit rate is too low, even if there is a purchase setting of 6 times, it is not enough. Let the target annual interest rate increase to a reasonable value. The same reason also appears in the three-fold selling setting, so that the target annual interest rate is lowered too low. Therefore, the minimum value of the target annual interest rate must be introduced, regardless of the post office one-year fixed rate. In the interest rate era, the target annual interest rate must be at least above a certain level (the following table case buys at least 8%, sells at least 7%). Table 2 is based on the results of the trial calculation ( template7_2 ) , you can find not only profit From 28.49 million yen to 5.115 million yen (the time to enter the market is 2003/01/01), even the "great loss" project is much lower than the above table (-60%) (-33%). The reason It is because the target annual interest rate has set a minimum threshold and the investment risk has been lowered.
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)
Table II
If we still have a loss of 778,000 (-33%), we can even adopt a more conservative approach, and further raise the target annual interest rate (7 times the post office one-year deposit rate and at least To be above 12%), the results calculated are listed in Table 3. For the trial calculation, please refer to ( template7_3 )
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)
Table 3
We can find that at the time of various entry opportunities, the maximum loss under the operation of 2 million principals is only 151,000 (-12%), which is lower than the risk of the first two examples, but there is no table for profit. Second, it is so good. Even because the buying threshold is very strict, the stock price of the stocks after 01/01 in 2010 did not meet the set conditions and did not enter the record of the purchase. So this is a long-term investor who is more suitable for individuality.
Finally, we sort out the three data summaries in Table 4 and present them in three colors for the convenience of readers. The real annual interest rate ratio field allows us to understand more clearly: higher minimum annual interest rate buying conditions can be better The real annual dividend rate (such as Example 3), and the higher minimum annual interest rate selling condition, the performance of the real annual dividend rate is not good (as in the second example).
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)
Table 4
Similarly, if the reader is interested, you can change several variables of the target annual interest rate (multiple of the one-year deposit rate of the post office and the minimum annual interest rate value), and input the desired stocks into their historical data (Ref. 5). Do a variety of variables to do simulation analysis to find out the method that best suits your investment characteristics. If you have any questions, please feel free to ask for discussion, or if you have any mistakes, please feel free to correct them. Thank you for sharing your experience. Thank you! In addition, the author analyzes stocks. The various indicators (moving average, RSI, deviation rate, KD value, William indicator, MACD and Bollinger channel, etc.) produced the EXCEL spreadsheet for readers' reference, and further produced K-line diagrams and other technical indicators. On the same chart, interested readers can refer to Ref.6. Stay tuned.
Reference (Ref):
1. Investment and financial notes - Stock technical analysis (5): set the annual reporting rate target, use Excel tools to analyze the stock investment efficiency simulation – V2.0
2. Investment and financial notes - stock technical analysis (6): set the annual reporting rate target, make good use of KD indicators to make short-term and medium-term analysis of stock investment benefits – V1.1
3. Juheng.com: Historical Data of Dunyang
4. Post Office deposit interest rate: Post office regular deposit does not reach 10 million yen a year fixed rate historical interest rate table ( annual interest rate)
5. Investment and financial notes - Stock technical analysis (1): Taiwan stock index and individual stock historical data query
6. Investment Financial Notes - Stock Technical Analysis
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