I've shown the resulting SWF to our graphist and she's thinking where to
implement this in our projects and the transitions/rollover/onclick
events ... totaly inspiring!
Thanks all!
--
===
Éric Thibault
Programmeur analyste
Réseau de
D]
> [mailto:[EMAIL PROTECTED] On Behalf
> Of Danny Kodicek
> Sent: 09 May 2006 11:37
> To: Flashcoders mailing list
> Subject: Re: [Flashcoders] Fitting squares into an area
>
> Not that complex, it turns out...
>
> Change the line
> if (next_swidth>next_she
nal Message -
> From: "Mike Mountain" <[EMAIL PROTECTED]>
> To: "Flashcoders mailing list"
> Sent: Tuesday, May 09, 2006 11:21 AM
> Subject: RE: [Flashcoders] Fitting squares into an area
>
>
> Hmmm it has problems - try 8 at 640x480
>
> M
ay 09, 2006 11:21 AM
Subject: RE: [Flashcoders] Fitting squares into an area
Hmmm it has problems - try 8 at 640x480
M
-Original Message-
From: [EMAIL PROTECTED]
[mailto:[EMAIL PROTECTED] On Behalf
Of Mike Mountain
Sent: 09 May 2006 11:11
To: Flashcoders mailing list
Subject: RE: [F
oing to involve more complex calculations
Danny
-Original Message-
From: [EMAIL PROTECTED]
[mailto:[EMAIL PROTECTED] On Behalf
Of Mike Mountain
Sent: 09 May 2006 11:11
To: Flashcoders mailing list
Subject: RE: [Flashcoders] Fitting squares into an area
OK this is cool, create an MC in the
Hmmm it has problems - try 8 at 640x480
M
> -Original Message-
> From: [EMAIL PROTECTED]
> [mailto:[EMAIL PROTECTED] On Behalf
> Of Mike Mountain
> Sent: 09 May 2006 11:11
> To: Flashcoders mailing list
> Subject: RE: [Flashcoders] Fitting squares into an area
OK this is cool, create an MC in the library 100px w & h, linkage
"square", create a smaller different colour square inside it just so you
can see what's going on - Then run this:
[as]
/**
* computes the largest N square size (and layout) that can fit an area
(width,height).
*
* @return an Obj
> To: Flashcoders mailing list
> Subject: RE: [Flashcoders] Fitting squares into an area
>
> One last addition:
>
> [as]
> /**
> * computes the largest N square size (and layout) that can
> fit an area (width,height).
> *
> * @return an Object containing 'squareS
One last addition:
[as]
/**
* computes the largest N square size (and layout) that can fit an area
(width,height).
*
* @return an Object containing 'squareSize' and the number of 'cols'
and 'rows'
* and a layout array for drawing the squares on screen.
*
* 96% of the credits goes to Danny K
ling list
> Subject: Re: [Flashcoders] Fitting squares into an area
>
> >For N = 100, the number of iteration depends on the ratio:
> it could be
> anywhere from 19 (10x10-1) to 100 iterations (worst case
> happens if the output is a single line or a single column).
> So that wou
Sorry wrong link, I'm sure there is a component on the site somewhere that
does what you need (I think) ;)
On 5/9/06, Mick G <[EMAIL PROTECTED]> wrote:
Handy TILE component...
http://chq.emehmedovic.com/?id=2
On 5/9/06, Bernard Poulin < [EMAIL PROTECTED]> wrote:
>
> Wow!
> I just tried your
For N = 100, the number of iteration depends on the ratio: it could be
anywhere from 19 (10x10-1) to 100 iterations (worst case happens if the
output is a single line or a single column). So that would make N
iterations (in worst cases) and ~2*SQRT(N)-1 best case.
It occurs to me that these cas
Handy TILE component...
http://chq.emehmedovic.com/?id=2
On 5/9/06, Bernard Poulin <[EMAIL PROTECTED]> wrote:
Wow!
I just tried your algorithm with my previous example numbers and it does
output the correct square size (100) - also, internally it has the right
number of columns/lines: e.g. 3x
Wow!
I just tried your algorithm with my previous example numbers and it does
output the correct square size (100) - also, internally it has the right
number of columns/lines: e.g. 3x4 (p=3, q=4) As for performance, it took 6
iterations: Since the output was 3x4, the number of iterations was (3 +
>Danny: I do not understand your algorithm - could you shed some more
(high-level) light on what it is doing?
Sure. The idea is that the optimal size will always be an exact fraction of
either the width or the height. So what we do is drop down by multiples of
these until we get to the first size
Aaaah, the "Monday-effect": Yes, in fact: the problem with Steve's algorithm
is that the squares will almost never entirely fill the area. There will
always be empty gaps at every line / column and/or the last line will not be
filled completely.
If you have 5 squares to fill for example, there wi
Mike,
All my squares need to be the same size - so for example what's the
best way of laying out 'n' equal squares in an areas x,y so the
squares are as big as they can be. There must be an algo for this
kind of thing.
I might be being a little stupid, but since it's a square, and since
Just some stupid typos. Revised is:
function squareWidth (x, y, N) {
var p = 1
var q = 1
var w1 = x
var w2 = y
var nextW1 = x/2
var nextW2 = y/2
while (true) {
var numSquares = p*q
var currWidth = Math.min(w1,w2)
if (numSquares >= N) {return currWidth}
" <[EMAIL PROTECTED]>
To: "Flashcoders mailing list"
Sent: Monday, May 08, 2006 2:02 PM
Subject: RE: [Flashcoders] Fitting squares into an area
All my squares need to be the same size - so for example what's the best way
of laying out 'n' equal squares in
;
To: "Flashcoders mailing list"
Sent: Monday, May 08, 2006 2:02 PM
Subject: RE: [Flashcoders] Fitting squares into an area
All my squares need to be the same size - so for example what's the best way
of laying out 'n' equal squares in an areas x,y so the squares are a
Probably this is not what you are looking for but: If your maximum square
count is relatively low then you could use some kind of brute-force
technique where you could "try" different cases. This might be the only way
if the "squares" are actually "rectangles" (i.e.
images) with varying ratios: t
All my squares need to be the same size - so for example what's the best way of
laying out 'n' equal squares in an areas x,y so the squares are as big as they
can be. There must be an algo for this kind of thing.
M
> -Original Message-
> From: [EMAIL PROTECTED]
> [mailto:[EMAIL PROTECT
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