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Submitted URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2#bm33fd4339-2a8d-4da6-802d-3feab100518c
Effective URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2
Submission: On July 22 via api from US — Scanned from DE
Effective URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2
Submission: On July 22 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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