Recently, I had to write a complex package (according to me) where I set the value of a variable in a package and I wanted the same value to be sent to the child package to keep my package running smoothly and efficiently. So here's what I did..
Example: Variable name: Brand
1- Dynamically set the value of the variable Brand in the parent package.
2- Declare a variable with the same name Brand in the child package
3- Go to configurations
4- Create a configuration using the "parent package configuration" type
5- Set up this configuration using the following steps:
![](data:image/png;base64,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)
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)
Voila! You're done! I hope this helped :)
Example: Variable name: Brand
1- Dynamically set the value of the variable Brand in the parent package.
2- Declare a variable with the same name Brand in the child package
3- Go to configurations
4- Create a configuration using the "parent package configuration" type
5- Set up this configuration using the following steps:
Voila! You're done! I hope this helped :)