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  1. #31
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    ooh nice rooms. like the holiday romance

  2. #32

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    The HC one looks good

  3. #33
    Join Date
    Feb 2009
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    Habbo
    JACKTARD

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    so how'd you make 3 seater sofas with hcs?

  4. #34
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    HC Sofas are definately coolest part.
    2110 Reputation thanks to: Intersocial
    If you Rep, please leave your name.

  5. #35
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    The xmas tree and hc sofas look awesome

  6. #36
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    Quote Originally Posted by Jacktard View Post
    so how'd you make 3 seater sofas with hcs?
    Truthfully, no one working off of our crap method has a repeatable formula for it. It just sometimes happens when you try to stack 2 sofas, they can overlap at the same height for no apparent reason.
    Incidentally this seems to happen much more the very first time you try to stack sofas in a room. I find that it happens more often than not in a new room where I've not previously tried to stack sofas. This being the case, many people accidentally merge sofas trying to stack them on their first try and then cannot replicate it again.

  7. #37
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    Habbo
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    oh ok well thanks for replying (+rep)
    --

    --

    you can do a similar thing as the xmas tree with lots of planet's of love - the sun becomes really big and bright with loads of earths and moons orbitting it

  8. #38

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    for the record, 3 seater sofa stacking is possible with a repeatable formula or whatever you want to call it. I can do it on the hotel i use just like in the screenie, it's not accidental, also correct me if i'm wrong but it's really suprising that no other hotel knows how to properly sofa stack apart from habbo au?

  9. #39
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    Quote Originally Posted by danthecarlvr View Post
    for the record, 3 seater sofa stacking is possible with a repeatable formula or whatever you want to call it
    Quote Originally Posted by LoveToStack View Post
    no one working off of our crap method has a repeatable formula for it.
    Yeah it is a bit strange that it only really took off on AU. I suppose it would only really spread if people started giving it away which they're clearly not!

  10. #40
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    Maybe because the one person sad enough to spend that much time trying various methods to finally find out how to do the hardest example of stacking, happens to be be Aussie? And then they probably told a few mates so that's all that knows.

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