Betta Home Living $50 CB on $100- $499 Spend $100 CB on $500+ When Paying with Humm

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Cashback

EmployeePoss81 on 19/09/2020 - 07:43 betta.com.au (191 clicks)
Last edited 19/09/2020 - 09:05

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Cashback Offer

New and existing customers can enjoy up to $100 cashback when they shop with Humm at Betta!

Simply checkout with Humm and the cashback will be reflected in the balance as a final payment amount.

Start date: 18th September 2020
End date: 30th September 2020

$100-$499 = $50 cash back
$500+ = $100 cash back

Terms & Conditions
Transaction must be $100 - $499 in order to receive $50 cash back; or $500+ in order to receive $100 cash back. Transaction must be made between 16/09/2020 and 30/09/2020 11:59PM AEDST. Based on purchase amount, $50 cash back or $100 cash back will be removed from the final scheduled payment. Payment plan approved applicants only; fees, terms, conditions, minimum accounts and exclusions apply. Payment plan provided by Certegy Ezi-Pay Pty Ltd ABN 28 129 228 986

Related Stores

Betta Home Living

Humm

• 

  B-Man02 on 19/09/2020 - 08:07

  +1

  Any fees or hidden charges you dont know about?

  • 

    soggypotato on 19/09/2020 - 09:47

    +1

    https://www.shophumm.com.au/how-it-works#returns-and-fees

• 

  bhunter101 on 19/09/2020 - 08:20

  Should have minimum spend or even $50 CB on $100-$499 spend $100 CB on $500+ in title

• 

  IsheshGambhir on 24/09/2020 - 00:29

  I placed an order today with a value greater than 100. I did not see any 50 dollar credit applied anywhere during the entire process. I still did place an order, logged in to my humm account, found no cashback applied.

  Does anyone know when are where it gets applied?

  • 

    EmployeePoss81 @ Betta Home Living on 24/09/2020 - 06:10

    +1

    It should be taken off your final Humm payment and will show up within 14 days.

    • 

      IsheshGambhir on 24/09/2020 - 09:40

      Hi, I am a bit confused here. My each payment is 5 X $21. If u apply 50 dollars off my last payment then my balance becomes -29? or the payment structure becomes as follows:
      21, 21, 13, 0, 0.