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PMK-Pyro+massive chart=Confusion.

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I may very well win the "Daft-Award" for this, but I am kind of confused over the massive chart's formula of PMK-P for Efke IR820.

It says 2+4+100 for 13 minutes at 70 degrees.

I need 500 ML of working solution for my 120 Paterson tank. So is that 6 ML of mixed concentrate per 100 ML for a total of 10 ML of solution A, 20 ML of solution B and 500 ML of water?

Feel free to enlighten me in any verbal style you see fit, I am probably asking for it on this one, LOL!
 
That's right. You get 530ml of solution. The dilutions are great enough so that you can get away with 10ml of A, 20ml of B and diluting to 500ml without changing the times. That may make measuring easier.
 
I note that the massive dev chart seems to always write the dilutions in X+Y+Z format, but that at least some of the original dilutions (notably Sandy King's articles on Pyrocat-HD) are stated instead as ratios, e.g. 1:1:100. For the ratio form of 1:1:100, that would mean 1ml plus 1ml, diluted to 100ml total. This can alternately be stated as 1 part plus 1 part plus 98 parts, for 100 parts total. The additive form is different, e.g. "1+4", means 1 part plus 4 parts, for 5 parts total.
 
Wait a minute - as nworth says, it's not that critical at these dilutions, but I always took the ::'s to be the same as ++'s.
I thought if the last number was to be the total quantity, the formula would say, "to make XXml".
How are the colons to be read?
 
It's essentially the same. The colon describes a ratio. So if you have a ratio for any chemical mixture of, say 3:2:1 - you mix 3 parts A to 2 parts B to 1 part C, in that order.
3+2+1 is the same thing.
nworth is correct.

So for the formula above 2+4+100 gives a total of 106ml solution per 100ml water. So if you use 500ml, you multiply 106 by 5 and get 530ml total solution.

- Thomas
 
I note that [...]

OY! I was clearly delusional when I wrote that. Thomas is correct, the '+' notation and the ':' notation are identical in meaning. I seem to have been confused by postings elsewhere which assumed the logic of fudging the dilutions as nworth describes.
 
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