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Win 1 of 4 Smart Lock Products from Yale Smart Lock

13

Dates

Closing Date 23/01/2023
Draw Date 23/01/2023

Prizes

Description 1 x Smart lock
No. of Prizes 4

Entry Requirements

Open To Australia-wide
Entry Limit One per person
Entry Methods Website
Prerequisites Survey/Questionnaire

Crack the code!

Lucky Winners can select from 1 of 4 great Smart Lock Products.

Related Stores

yalelock.com.au
yalelock.com.au

closed Comments

  • -1

    How long would it take to enter every single combination? Might take awhile but you would be guaranteed to win

    • There are 10,000 combinations. If you enter each combination every 3 seconds it will take 55 minutes so it's actually not too bad.

      • +1

        3 seconds x 10,000 = 30,000 seconds, or 500 minutes, or 8hrs 20minutes, roughly.

        • +1

          My mistake was dividing 10,000 by 3

      • +1

        Need to automate a script to give it a go for you!

        • Did that, they all still come back as failures

    • It's been a while since high school mathematics, but I think there are 10,000 combinations possible from 0,0,0,0 to 9,9,9,9.

      So assume 10 seconds to enter each combination, get it checked, then reset to start again. That's 100,000 seconds, or 1666 minutes 40 seconds, or 27 hours 46 minutes 40 seconds.

      I think my mouse hand would be rather tired.

    • -1

      10,000 combinations, took me about 5 seconds to enter the combination, watch the animation and click the try again button.

      So if you did that constantly for 13.888889 hours straight you'd hit every combination. Have fun!

      • I did a few combinations then got sick of it ha ha

      • +1

        My problem would be remembering what combinations I haven't already done :/

  • +2

    I'm willing to bet the code you enter has nothing to do with if you win, or it changes semi regularly. otherwise the first correct guesser could just share with their friends.

  • +3

    I tried to look into the website source code everyone to find what the actually 4 digit code might've been but had no luck sadly. I think its done based on an x + y positional process.

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