Maybe I wasn't clear enough or we are talking about different things, so let me clarify my example.
Suppose a stock was trading in May 1990 for $5.40 on one day and $5.50 on the next (real quote at that time). In May 1995 the stock was split 2:1. On a June 1995 chart, the May 1990 quotes would show up--split adjusted--as $2.70 and $2.75.
Suppose it was split again in May 1998, 2:1. On a June 1998 chart, the May 1990 quotes would show up--split adjusted--as $1.35 and $1.38.
Suppose it was split again in May 2000, 2:1. On a June 2000 chart, the May 1990 quotes would show up--split adjusted--as $0.68 and $0.69.
Suppose it was finally split again in May 2003, 2:1. On a June 2003 chart, the May 1990 quotes would show up--split adjusted--as $0.34 and $0.34.
So, looking at a split adjusted chart with 2 digits, you would think the stock didn't move on those two days in May 1990, while in reality the price increased by almost 2%.
Suppose a stock was trading in May 1990 for $5.40 on one day and $5.50 on the next (real quote at that time). In May 1995 the stock was split 2:1. On a June 1995 chart, the May 1990 quotes would show up--split adjusted--as $2.70 and $2.75.
Suppose it was split again in May 1998, 2:1. On a June 1998 chart, the May 1990 quotes would show up--split adjusted--as $1.35 and $1.38.
Suppose it was split again in May 2000, 2:1. On a June 2000 chart, the May 1990 quotes would show up--split adjusted--as $0.68 and $0.69.
Suppose it was finally split again in May 2003, 2:1. On a June 2003 chart, the May 1990 quotes would show up--split adjusted--as $0.34 and $0.34.
So, looking at a split adjusted chart with 2 digits, you would think the stock didn't move on those two days in May 1990, while in reality the price increased by almost 2%.
Quote from stylark3:
All data that I have ever worked with where splits have occurred has been adjusted on every daily level to reflect the split. So stock is trading today for 34.00 and a 2 for 1 split occurs the next
day, all prices on days before it are halfed also. So if it were 28.00
per share last week then it is now 14.00 per share for that
particular day last week and it is 17.00 per share currently.
Lets say that prices, in 6 months, rise back to 34.00 per share
from the current $17.00 and another 2 for 1 split occurs. Then,
all prices in the past are halfed again. The current price is now $17.00 again (not 8.50) and all prices in the past are halfed
again (not fourthed) as it should be. This is split-adjusted data.
Split-adjusted data reflects changes in all prices across the
board for many years back as it relates to the most recent
split. As in tne example above, $17.00 is the accurate correlation
to the most recent split and 8.50 is not.