Order Tags issue ability to add more than one tag multiple


#1

We would like to have control over the order tags - for example multiple order tags

see the photo below
i ordered a group set then selected the size and when I select the calazones - need to add lets say 2x garden viggie and / or 3x sausage crunch

please advise on where to go to resolve that issue


#2

Have you got max qty set to 1?
If you increase max you can tag multiple times and says 2x Golden Veg

Also why the single prefix? You dont need a prefix and not much point if you only have one.


#3

@JTRTech
i need to add it more than once because im using it as combo modifier not as product modifier , we change the max qty and set to 1 and also 10 and i didn’t work
see the photo below




#4

Its your prefix which is preventing multiple selections…


#5

Can you please elaborate more not sure if I understand what you meant …
please bear with us

I thought its a matter of changing the quantity which allows for adding multiple order tags


#6

If you take off the calzone prefix (which isnt needed anyway as prefix only usefull if multiple you can selected tags multiple times up to the allowed max.


#7

Thanks man it works ,


#8

Hi is there any way around this limitation ?

I want to be able to select multiple items and have a prefix in others.

Most obvious work around is to have in a separate group but is there another way ?


#9

An example of your tag group and intended outcome would be useful.


#10

Sorry for the late reply.

We have a pizza item with multiple order tags and multiple prefixes, such as “less”, “no”, “extra”.
Almost all of the tags are singular items only … .so “no mushrooms” for example.

However we have one or two tags that can multiples… like 5 x Prawn - which denotes 5 actual prawns…

When that tags is part of the larger group with prefixes, the multiple doesn’t work.
My work around has been to seperated them out into another group.

I was wondering if there was a way where i can include them back into the main group, which appears to be a limitation of the system