Problems with Replacement
From Ultrafractal Wiki
Problems with Replacement
Ron - as you can see these params are a little on the long side -
because I used Shape Collection for harlequin rather than using it
explicitly.
Therein lies the rub... under normal circumstances you would just copy and paste the plugin for harlequin onto the container and overwrite it - but it you have altered the scale param to a value other than 1 ... you're in for a bit of a surprise....
Rather than go back and redo the whole piece i have left it as is.... is there a work around for this in it's current form as far as reducing the weight of the upr?
- Zoo (note: Zoo's param's follow Ron's reply)
Fortunately the solution is fairly simple. Paste Harlequin into the trap shape position, and then in Trap Transfer decrease pre-size from 0.3 to 0.15. The size parameter in the trap shape collection behaves as if it were pre-size in Trap Transfer.
Ron Barnett
Parameters from Zoo:
challenge5_Zoo2_finesse {}
- Copyright © 2008 by Zooreka.
- 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
