\n');
}
//-->
// JavaScript Document
var NS4 = (document.layers) ? 1 : 0;
var IE4 = (document.all) ? 1 : 0;
function animation(id) {
this.element = (NS4) ? document[id] : document.all[id].style;
this.active = 0;
this.timer = null;
this.path = null;
this.num = null;
this.name = id + "Var";
eval(this.name + " = this");
this.animate = animate;
this.step = step;
this.show = show;
this.hide = hide;
this.left = left;
this.top = top;
this.moveTo = moveTo;
this.slideBy = slideBy;
this.slideTo = slideTo;
this.circle = circle;
}
function pos(x, y) {
this.x = Math.round(x);
this.y = Math.round(y);
}
function show() {
this.element.visibility = (NS4) ? "show" : "visible";
}
function hide() {
this.element.visibility = (NS4) ? "hide" : "hidden";
}
function left() {
return parseInt(this.element.left);
}
function top() {
return parseInt(this.element.top);
}
function moveTo(x, y) {
//alert('moveTo');
this.element.left = x;
this.element.top = y;
}
function step() {
this.moveTo(this.path[this.num].x, this.path[this.num].y);
if (this.num >= this.path.length - 1) {
clearInterval(this.timer);
this.active = 0;
if (this.statement)
eval(this.statement);
} else {
this.num++;
}
}
function animate(interval) {
if (this.active) return;
this.num = 0;
this.active = 1;
this.timer = setInterval(this.name + ".step()", interval);
}
function slideBy(dx, dy, steps, interval, statement) {
var fx = this.left();
var fy = this.top();
var tx = fx + dx;
var ty = fy + dy;
this.slideTo(tx, ty, steps, interval, statement);
}
function slideTo(tx, ty, steps, interval, statement) {
var fx = this.left();
var fy = this.top();
var dx = tx - fx;
var dy = ty - fy;
var sx = dx / steps;
var sy = dy / steps;
var ar = new Array();
for (var i = 0; i < steps; i++) {
fx += sx;
fy += sy;
ar[i] = new pos(fx, fy);
}
this.path = ar;
this.statement = (statement) ? statement : null;
this.animate(interval);
}
function circle(radius, angle0, angle1, steps, interval, statement) {
var dangle = angle1 - angle0;
var sangle = dangle / steps;
var x = this.left();
var y = this.top();
var cx = x - radius * Math.cos(angle0 * Math.PI / 180);
var cy = y + radius * Math.sin(angle0 * Math.PI / 180);
var ar = new Array();
for (var i = 0; i < steps; i++) {
angle0 += sangle;
x = cx + radius * Math.cos(angle0 * Math.PI / 180);
y = cy - radius * Math.sin(angle0 * Math.PI / 180);
ar[i] = new pos(x, y);
}
this.path = ar;
this.statement = (statement) ? statement : null;
this.animate(interval);
}
function resetAll() {
//alert('fffo');
anim1 = new animation("pusher");
if (!anim1.element) return;
// if (!anim2.element) return;
//alert(anim1);
anim1.moveTo(0, 10);
//anim2.slideBy(-20, 0, 10, 10, null);
}
function start() {
anim1 = new animation("pusher");
//anim2 = new animation("thing");
//alert(anim1.element)
if (!anim1.element) return;
// if (!anim2.element) return;
//alert(anim1);
anim1.slideBy(-20, 0, 10, 10, null);
//anim2.slideBy(-20, 0, 10, 10, null);
}
20th Century Fox - Strictly Ballroom - Special Edition
Strictly Ballroom - Special Edition
From Baz Luhrmann - Director of award winning Romeo + Juliet and Moulin Rouge, Comes Strictly Ballroom? The hilariously funny romantic comedy that's sure to leave you laughing, cheering and feeling great! It's the magical story of a championship ballroom dancer and his ugly duckling dancing partner who are breaking all the rules. Together they make their dreams come true. Now celebrating it's glorious 10th Anniversary, you're sure to enjoy this exhaustively funny comedy as it soars its way straight into your heart. Critics everywhere fell madly in love with this big screen treat and so will you! And, as an added bonus, enjoy "Samba To Slow Fox", the entertaining documentary that inspired Strictly Ballroom.
- Audio commentary by Baz Luhrmann, Catherine Martin and John O'Connell - Documentary, "Samba To Slow Fox" - Design Gallery
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