Maybe the following is undeniable proof that markets are not random, and this implies that TA can work:
1.If you throw a dice, the smallest possible value is 1 and the biggest possible value is 6. Each time when you throw, the value will be at least 16.7% of the previous one (from 5 to 6) and maximum 600% (from 1 to 6). So the outcome from the next throw will be between 16.7% and 600% different from the last throw. This is a huge range.
2.If you take all the closing prices from the s&p since 1/1/1950 (16544 days of data), then we see the following:
- The closing price from any day is always between 91% and 111.5% of the previous close. There was only 1 exception on that: 19 october 1987, when the markets crashed. Then it was 79%.
- If prices would be random the value should vary between 0 and infinite. This is clearly not the case. The prices even stay in a very narrow range. Even if we would narrow the random range to 0 till 200%, the real values use only 10% of this range. This creates a very high probalitity, which is never found in real random data. Here TA comes in the game.
- For 65 years the price never dropped more than 10% and never rose more than 11.5% from one closing to the next one. If you throw a dice the only thing that is sure is that the outcome will never be more than 600% whereas in trading the outcome will be between 91% and 111.5% of the last close with a VERY HIGH probability. The range of about 20% is also much smaller than the range for throwing a dice which is almost 600%.