That's an interesting thought. So, for argument sake lets take the following sequence . . . 5, 10, 15, 20, 25, 30, 35, 40. Lets assume in this case the closest patch that matches your desired exposure is around 25 seconds. So, you compare the 20 second patch to the 25 second patch, and you compare the 30 second patch to the 25 second patch. Are the patches on each side of the 25 second patch not located plus and minus 1/4 of a stop? I feel compelled to ask these silly questions to fill in the gaps in my grey matter. ;-)
Make enough prints and i think you will find that the teststrip will eventually be out of your workflow.
Now, if i humbly could ask a couple of questions. Who is Lootens and what size do you make your teststrips in? Full printframe or a strip torn off a sheet?
Nope, because stops are logarithmic, not arithmetic.
The following sequence of times is quite close to a one-half stop sequence: 8, 11, 16, 22, 32, 45, 64 - they look quite familiar, don't they.
If you square each of those numbers, you will see another type of progression.
Going back to your original sequence, if you square those numbers, you will get a reliable indication of how their densities might appear to progress -
25, 100, 225, 400, 625, 900, 1225, 1600 -I've added the bolding to help show the correspondence.
Bill Burk said:I start the timer with the strip uncovered - the whole strip gets a random amount of starting time. Then I cover all but a 1/2 inch x 11 inch and start counting clicks
I start the timer with the strip uncovered - the whole strip gets a random amount of starting time. Then I cover all but a 1/2 inch x 11 inch and start counting clicks. These are the ticks I count which are third-stops down from 40 seconds... (8 - 7 - 5 - 4 - 3). After each interval, I move the cardboard about a half inch until the whole strip is uncovered and receives the remaining time on the timer.
A benefit as I understand it from the fstop method is that if say 4 secs in right for the basic exposure but 2 more strips at say 1/3rd stop more each is right for the sky then if you switch to bigger or smaller paper then once you calculate the correct basic exposure from the change in projection size then the sky will still be 2/3rds of a stop more so no need to re-calculate all the different exposures on the print
It clearly helps if you have an fstop timer but Ralph Lambrecht's fstop table gives you the times in secs
pentaxuser
Doremus,
I think percentage timing is mathematically the same as f/stop timing... Look at your counts and mine... They're identical! I call mine 1/3 stop and you call yours 30%
Doremus,
I think percentage timing is mathematically the same as f/stop timing... Look at your counts and mine... They're identical! I call mine 1/3 stop and you call yours 30%
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