@BatshitCrazyWoman I can't see her stories because I'm not following her on IG and even if I follow her it doesn't show up until she accepts me. Would you be kind to keep us posted on the numbers?
I have been thinking (but not too much haha) about the different pumps and after checking them out again on the respective manufacturers' websites I think I have found one possible explanation for the different amounts of gel delivered by the cylindrical bottle v conical bottle, but it doesn't explain the lack of consistency between doses of the same cylindrical bottle (what scientists call inter- and intra- variation).
The pump/pouch manufactured by Nemera is the one used in the Oestrogel and Oestrodose conical bottles and It can deliver 1000, 1420 or 1500 microliters of gel (1.0, 1.42 or 1.5 ml).
If we consider the fact that hydroalcoholic gels have densities varying from 0.8 to 0.9 g/cm3 (or g/ml), 1.25 g is not exactly equivalent to 1.25 ml.
Although I don't know the exact density of Oestrogel, it cannot be equal to the density of water, 1 g/ml where 1 g = 1 ml.
In order to deliver 1.25 g (one pump) the amount of gel should be around 1.388 to 1.5625 ml.
One of the pumps available delivers 1.5 ml so it's in the right range, delivering from 1.2 to 1.35 g of gel.
Lablabo (the manufacturer of the cylindrical bottles) says the pouch volume can be adapted to your needs, but not the dosage volumes of the pumps, that are available as 1.0, 1.25, 1.35, 1.5, 2.0, 2.5, and 3.0 ml.
If the gel is exactly the same, regardless of the bottle and pouch/pump, then the cylindrical bottle possibly has the 1.35 ml pump and it is delivering less gel than the conical bottle pump that delivers 1.5 ml, meaning that each actuation contains 1.08 to 1.215 g of gel.
If it had the 1.5 ml pump it would be delivering amounts in the same range as the pump of the conical bottles.
This is taking into account that the different pouch/pump design is not affecting the 'metered dose'.
The wider differences found by bloomingthroughthemenopause on Instagram could be explained by the fact that the scale is not analytical grade. Even talking near the scales can affect the measurement.