Changing default product for pricing in series
When there is a series product, many times you will want the lowest price to display on the lead in to the product display.
To do this you need to set the sort order of the option display for the lowest priced variation. This needs to be done on the children of the series with the product options section of the child series product.
![Price Modifier Screenshot](data:image/png;base64,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)
Set the order on the desired default to 0 and make sure all the other options in the series are at least 1.
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