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What values to use for A2 paper size in Microsoft gpd file?

Photography Asked on July 12, 2021

I hope this question could be answered here.

I need to understand what values should be chosen for A2 size.

Per this Franklin Heath article and this one at Microsoft Answers:

A3 and A4 size are specified by microsoft PDF writer as

A3 : *PrintableArea: PAIR(5346000, 7560000)

A4 : *PrintableArea: PAIR(3780000, 5346000)

With that I am not able to figure out the A2 size

Stephen Wiltshire specifies A2, A3 and A4 as

The A2 size print measures 42.0 x 59.4cm, 16.53 x 23.39 inches, if
mounted 59.4 x 76.6cm, 23.39 x 30.16 inches.

The A3 size print measures 29.7 x 42.0cm, 11.69 x 16.53 inches, if
mounted 40.6 x 50.8cm, 15.98 x 20 inches.

The A4 size print measures 21.0 x 29.7cm, 8.27 x 11.69 inches, if
mounted 30.3 x 40.6cm, 11.93 x 15.98 inches.

I am not able to figure out what unit the values are in the gpd file

Note : I used 7560000, 10690900 initially and after I received the answer, I changed to 7560000, 10692000

2 Answers

The beauty of the A-paper size system (Wikipedia) is that for any of the A-sizes (A4, A3, etc.), the ratio of the long edge of the paper to the short edge is √2:1. Because of this particular ratio, each successively smaller size, such as A3 → A4, is obtained by cutting the larger page in half along its long dimension. Thus, A4's long dimension is just A3's short dimensions; and A4's short dimension is half of A3's long dimension.

enter image description here
A series paper sizes. From Wikimedia Commons by user Bromskloss. CC BY-SA 3.0

Using pattern recognition, starting with your spec of A3: *PrintableArea: PAIR(5346000 , 7560000), then your A2 pair should be 756000 and 5346000 * 2 = 10692000.

Correct answer by scottbb on July 12, 2021

Well, if you divide the dimensions (in inches or cm or whatever) by the numbers from the software, you'll get the same value for each - e.g. 11.69 inches / 5346000 = 0.00000218668. If you then divide the dimensions for the A2 size by that number, you should get the values you need to plug into the software - which I calculate to be about 7559399 and 10696573, respectively. Although, obviously the software is using rounded-off values - so maybe 7559000 and 10697000. Not sure if those numbers are a specific unit of size, or just a general scaling factor, but the math isn't too difficult.

Answered by twalberg on July 12, 2021

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