Using Intervals

I want to have a button that when moused over, slowly fades
to 100% alpha, and when moused off, fades back away to 0%. My code
works fine if I mouseover the button, wait for it to fade all the
way up, and then mouse off.
If I quickly mouse over it and then just as quickly mouse off
of it, it fades up perfectly fine, but then does NOT fade back
away.
I set this up by creating a movie clip of the button fading
in for 20 frames, stopping, and then fading out for 20 frames. It
is called crystal1.
I am using intervals to run a function every frame that
checks what the current frame is, and if it had finished playing
the previous part of the movieclip to play the next part.
Any help would be greatly appreciated!

I think onEnterFrame will satisfy you than setInterval. Try
this.

Similar Messages

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    Hi,
    Safety Interval Upper Limit
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    Edited by: Frank Kulash on Apr 17, 2013 11:56 AM
    Changed "- (8 /24)" to "+ (8 /24)" in first code fragment (after Blushadown, below)

  • Marketing attribute not assignable with language PL

    Hi *,
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    Format                   No. Chars      Dec.Places      Meas. unit      Sing-val
    Numeric Format         3                    0                    %                    X
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    Numeric Format        10                    0                                          X
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    Diagnosis
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    Intervals can only be specified if you have set the indicator Intervals
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    your user settings.
    Procedure
    Use the value help, if available, to select a permitted
    value. If there is no value help available, check the data type of the marketing
    attribute."
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    Kind regards
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    Any ideas/impressions?

  • How to get this sql query value in oracle query?

    Hi all,
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  • Date offset as input on query selection screen

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  • Difference between date in 'HH:MI:SS.FF' format

    Hi All,
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  • Error "FZ003" in Payment Proposals

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    Hi,
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  • Boolean expression analysis

    Hi.
    I need to check expressions (conditions) like "x<10 && x>10", without knowing the value of x. I can find that condition is never fulfilled by using intervals.
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    Thanks.

    Parse the infix operators with implicit precedence into an unambiguous tree of tuples representing operators and arguments:
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    (nand
    (nand
    (nand (nand (> X 10)))
    (nand (nand
    (nand (nand (nand (nand (> Y 15)) (nand (= Y 15)))))
    (nand (nand (nand (nand (nand (nand (> X Z)) (nand (= X Z)))) (= Z 2)))))))
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    Expressing the tree using just the single logical operator simplifies things later on.
    Simplify by recursively evaluating constant terms, eliding simple double negative, repeated equivalent terms and logical constants
    simple double negative
    simplify[(nand (nand X))] -> X
    constant terms
    simplify[(< a a)] -> false
    simplify[(= a a)] -> true
    simplify[(< n1 n2)] -> (n1 > n2) ? true : false
    constant tuples
    simplify[(nand {})] -> false
    simplify[(nand ... false)] -> true
    true may be elided
    simplify[(nand true ...)] -> (nand ...)
    range combinations
    simplify[(nand (> a n1) (> a n2) ...)] -> (nand (> a max(n1, n2)) ...)
    simplify[(nand (> n1 a) (> n2 a) ...)] -> (nand (> max(n1, n2), a) ...)
    simplify[(nand (> n1 a) (> a n2) ...)] -> (> n1 n2) ? (nand (> n1 a) (> a n2) ...) : false
    Then propergate assertions over the set of sibling clauses inside each of the nand expressions, working bottom up and simplifying. It is in order to make the elisions produced by asserting the truth of a proposition simple that everything is a nand.
    elision of implicit subclauses X_: X => X_
    assert[X :over { X_ ...} ] -> {...}
    assert[X :over { (nand X_ ...) ...}] -> false
    assert[X :over { (nand (nand X_ ...) ...) ...}] -> { (nand (nand ...) ...) ...}
    equality assertions cause assignments to propergate breadthwise
    assert[(= a b)  :over S] -> simplify[replace[:every b :with a :in S] U replace[:every a :with b :in S] ]
    assert[(= a n1) :over S] -> simplify[replace[:every a :with n1 :in S]]
    assert[(= n1 a) :over S] -> simplify[replace[:every a :with n1 :in S]]
    order assertions propergate or combine
    assert[ (> a b) :over { (> b c) ...}] -> { (> a c) (> a b) (> b c) ...}
    assert[ (> a b) :over { (nand (> a c) ...) ...}] -> { (> a b) (nand (= b c)) (nand (> b c)) (nand (> a c) ...) ...}
    assert[ (> a b) :over { (nand (= a b) ...) ...}] -> { (> a b) (nand ...) ...}
    where
    X - any expression
    X_ - any expression such that X => X_
    S - a set of expressions
    a, b, c - any atom (variable or number)
    n1, n2 - any number
    * - zero of more expressions
    {} - no expressions
    X => X_ iff for every clause x_ in X_ there is a correponanding clause x in X such that x => x_.
    Search the web for words like 'cutset algorithms' 'predicate logic systems' and 'greenspun's tenth rule'.
    Pete

  • An Easy one only for Cool Java Programmers...

    Hi... its again TRON2057..... hello guys!
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    I dont think so... i will try with the JMF .. using the JMStudio ... i am using it ....
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    but ... the only question is how can i get to save each frame in a file "myfile.jpg"
    have a nice day
    Tron2057

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