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Submitted URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2#bm3bd58283-61e7-4c6c-80b1-1b4304c0142f
Effective URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2
Submission: On July 29 via api from US — Scanned from DE
Effective URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2
Submission: On July 29 via api from US — Scanned from DE
Form analysis 1 forms found in the DOM
POST ./cleaner-isnt-greener-part-2
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position: "absolute"
})
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d = b.isOriginTop,
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f = parseInt(a[d ? "top" : "bottom"], 10);
e = isNaN(e) ? 0 : e, f = isNaN(f) ? 0 : f;
var h = this.layout.size;
e -= c ? h.paddingLeft : h.paddingRight, f -= d ? h.paddingTop : h.paddingBottom, this.position.x = e, this.position.y = f
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b = this.layout.options,
c = {};
b.isOriginLeft ? (c.left = this.position.x + a.paddingLeft + "px", c.right = "") : (c.right = this.position.x + a.paddingRight + "px", c.left = ""), b.isOriginTop ? (c.top = this.position.y + a.paddingTop + "px", c
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};
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return "translate(" + a + "px, " + b + "px)"
};
h.prototype._transitionTo = function(a, b) {
this.getPosition();
var c = this.position.x,
d = this.position.y,
e = parseInt(a, 10),
f = parseInt(b, 10),
g = e === this.position.x && f === this.position.y;
if (this.setPosition(a, b), g && !this.isTransitioning) return void this.layoutPosition();
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i = b - d,
j = {},
k = this.layout.options;
h = k.isOriginLeft ? h : -h, i = k.isOriginTop ? i : -i, j.transform = p(h, i), this.transition({
to: j,
onTransitionEnd: {
transform: this.layoutPosition
},
isCleaning: !0
})
}, h.prototype.goTo = function(a, b) {
this.setPosition(a, b), this.layoutPosition()
}, h.prototype.moveTo = k ? h.prototype._transitionTo : h.prototype.goTo, h.prototype.setPosition = function(a, b) {
this.position.x = parseInt(a, 10), this.position.y = parseInt(b, 10)
}, h.prototype._nonTransition = function(a) {
this.css(a.to), a.isCleaning && this._removeStyles(a.to);
for (var b in a.onTransitionEnd) a.onTransitionEnd[b].call(this)
}, h.prototype._transition = function(a) {
if (!parseFloat(this.layout.options.transitionDuration)) return void this._nonTransition(a);
var b = this._transn;
for (var c in a.onTransitionEnd) b.onEnd[c] = a.onTransitionEnd[c];
for (c in a.to) b.ingProperties[c] = !0, a.isCleaning && (b.clean[c] = !0);
if (a.from) {
this.css(a.from);
var d = this.element.offsetHeight;
d = null
}
this.enableTransition(a.to), this.css(a.to), this.isTransitioning = !0
};
var q = j && d(j) + ",opacity";
h.prototype.enableTransition = function() {
this.isTransitioning || (this.css({
transitionProperty: q,
transitionDuration: this.layout.options.transitionDuration
}), this.element.addEventListener(m, this, !1))
}, h.prototype.transition = h.prototype[i ? "_transition" : "_nonTransition"], h.prototype.onwebkitTransitionEnd = function(a) {
this.ontransitionend(a)
}, h.prototype.onotransitionend = function(a) {
this.ontransitionend(a)
};
var r = {
"-webkit-transform": "transform",
"-moz-transform": "transform",
"-o-transform": "transform"
};
h.prototype.ontransitionend = function(a) {
if (a.target === this.element) {
var b = this._transn,
d = r[a.propertyName] || a.propertyName;
if (delete b.ingProperties[d], c(b.ingProperties) && this.disableTransition(), d in b.clean && (this.element.style[a.propertyName] = "", delete b.clean[d]), d in b.onEnd) {
var e = b.onEnd[d];
e.call(this), delete b.onEnd[d]
}
this.emitEvent("transitionEnd", [this])
}
}, h.prototype.disableTransition = function() {
this.removeTransitionStyles(), this.element.removeEventListener(m, this, !1), this.isTransitioning = !1
}, h.prototype._removeStyles = function(a) {
var b = {};
for (var c in a) b[c] = "";
this.css(b)
};
var s = {
transitionProperty: "",
transitionDuration: ""
};
return h.prototype.removeTransitionStyles = function() {
this.css(s)
}, h.prototype.removeElem = function() {
this.element.parentNode.removeChild(this.element), this.emitEvent("remove", [this])
}, h.prototype.remove = function() {
if (!i || !parseFloat(this.layout.options.transitionDuration)) return void this.removeElem();
var a = this;
this.on("transitionEnd", function() {
return a.removeElem(), !0
}), this.hide()
}, h.prototype.reveal = function() {
delete this.isHidden, this.css({
display: ""
});
var a = this.layout.options;
this.transition({
from: a.hiddenStyle,
to: a.visibleStyle,
isCleaning: !0
})
}, h.prototype.hide = function() {
this.isHidden = !0, this.css({
display: ""
});
var a = this.layout.options;
this.transition({
from: a.visibleStyle,
to: a.hiddenStyle,
isCleaning: !0,
onTransitionEnd: {
opacity: function() {
this.isHidden && this.css({
display: "none"
})
}
}
})
}, h.prototype.destroy = function() {
this.css({
position: "",
left: "",
right: "",
top: "",
bottom: "",
transition: "",
transform: ""
})
}, h
}
var f = a.getComputedStyle,
g = f ? function(a) {
return f(a, null)
} : function(a) {
return a.currentStyle
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