This was posted 3 years 3 days ago, and might be an out-dated deal.

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$10 Back When You Sign up to Bundll (For the First 1000 New Customers)

10
NXWNUF

A fuzzy welcome to the new payment app bundll. Apply for bundll and be approved before 30 November 2021 and we’ll give you 10 bucks back^!

bundll lets you buy everything, everywhere* and repay later, interest free^^.

Bundll is Buy Now, Pay Later, Everywhere. And we mean everywhere! Whether you’re shopping online, in the app or cruising your local mall, #tapthebear and get 2 weeks to repay.

^Offer valid for new bundll customers only. Valid for applications approved between 18 October – 30 November 2021, unless allocated prior. First 1,000 new approved customers only.

Apply the code to get a free snooze (to extend extra 14 days to pay).

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  • +1

    Probably better to wait for a better discount such as $20-$50 like the others

  • Wow, they ask you to submit your online bank login so they can ("securely", of course) analyse your spending. No thanks.

    PDFs of the last 3 months statements? Still no. Is this common for BNPL schemes?

    This is the first BNPL I've considered, because I like the idea of a virtual card, and I hate that Westpac canned their NFC payments app on Android a while back. Oh well, not this time.

    • I totally agree, and I would think it would also be contrary to the agreement that you 'shook hands on' with your bank.

      For a virtual card, I use wise.com. You can create multiple cards, freeze them (stops any transactions but you can unfreeze any time), and delete / create a new one as many times as you want (I believe).

      If you sign up via the referral system here, there is some bonus, but I can't remember what it is.

      Alan.

  • The only new thing compare with others is 'snooze' feature, where you can defer the payment for another 14 days for $5 ☹

    • Please correct my maths if wrong, but I think that, if your alternative borrowing rate was, say, 20% pa (pretty steep but probably not too far off for a credit card?), to break-even on that $5 cost over 14 days, you'd have to have 'borrowed' at least $712?

      Interest on $712 over 14 days at 20% = $5.00 (rounded) using daily compounded interest calculation.

      Seems a little unlikely in most cases.

      Alan.

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