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LAC Rewards Program
What is the LAC Rewards Program?
How do I join this program?
How do I earn LAC$?
What can I do with my LAC$? How do I redeem it?
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How do I offset my purchases with my LAC$?

How do I offset my purchases with my LAC$?

 

LAC$ redemption is available during checkout. Simply select 'Use LACS$ & eGift Card' option during payment and click ‘Redeem’. Please note that you will have to utilise the full amount for your order.


 

How do I offset my purchases with my eGift Card
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How do I offset my purchases with my LAC$?

How do I offset my purchases with my LAC$?

 

LAC$ redemption is available during checkout. Simply select 'Use LACS$ & eGift Card' option during payment and click ‘Redeem’. Please note that you will have to utilise the full amount for your order.


 

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"/>