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Fast prototyping tricks - Transition along invisible path

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<path d="M58.518,12.292 L58.518,28 L61.972,28 L61.972,21.862 L65.426,21.862 C66.2913377,21.862 66.9146648,22.0526648 67.296,22.434 C67.6773352,22.8153352 67.9266661,23.4166626 68.044,24.238 C68.1320004,24.8686698 68.1979998,25.5286632 68.242,26.218 C68.2860002,26.9073368 68.4033324,27.5013308 68.594,28 L72.048,28 C71.8866659,27.7799989 71.7656671,27.5123349 71.685,27.197 C71.6043329,26.8816651 71.5456669,26.5480018 71.509,26.196 C71.4723331,25.8439982 71.4466667,25.499335 71.432,25.162 C71.4173333,24.824665 71.4026667,24.5313346 71.388,24.282 C71.3586665,23.885998 71.3036671,23.490002 71.223,23.094 C71.1423329,22.697998 71.0140009,22.3350017 70.838,22.005 C70.6619991,21.6749984 70.4346681,21.3890012 70.156,21.147 C69.8773319,20.9049988 69.5253355,20.7253339 69.1,20.608 L69.1,20.564 C69.9800044,20.2119982 70.6143314,19.69867 71.003,19.024 C71.3916686,18.34933 71.586,17.5500046 71.586,16.626 C71.586,16.0246637 71.4796677,15.4636693 71.267,14.943 C71.0543323,14.4223307 70.7463353,13.964002 70.343,13.568 C69.9396646,13.171998 69.4556695,12.8603345 68.891,12.633 C68.3263305,12.4056655 67.6920035,12.292 66.988,12.292 L58.518,12.292 Z M61.972,19.398 L61.972,14.976 L65.756,14.976 C66.548004,14.976 67.141998,15.1483316 67.538,15.493 C67.934002,15.8376684 68.132,16.3913295 68.132,17.154 C68.132,17.946004 67.934002,18.5179982 67.538,18.87 C67.141998,19.2220018 66.548004,19.398 65.756,19.398 L61.972,19.398 Z M74.402,12.292 L74.402,28 L86.326,28 L86.326,25.096 L77.856,25.096 L77.856,21.246 L85.468,21.246 L85.468,18.562 L77.856,18.562 L77.856,15.196 L86.15,15.196 L86.15,12.292 L74.402,12.292 Z M88.658,12.292 L88.658,28 L92.112,28 L92.112,22.368 L95.742,22.368 C96.7246716,22.368 97.5606632,22.2250014 98.25,21.939 C98.9393368,21.6529986 99.5003312,21.2753357 99.933,20.806 C100.365669,20.3366643 100.680999,19.7976697 100.879,19.189 C101.077001,18.5803303 101.176,17.9606698 101.176,17.33 C101.176,16.6846634 101.077001,16.0613363 100.879,15.46 C100.680999,14.8586637 100.365669,14.3233357 99.933,13.854 C99.5003312,13.3846643 98.9393368,13.0070014 98.25,12.721 C97.5606632,12.4349986 96.7246716,12.292 95.742,12.292 L88.658,12.292 Z M92.112,19.684 L92.112,14.976 L94.796,14.976 C95.192002,14.976 95.5733315,15.005333 95.94,15.064 C96.3066685,15.122667 96.6293319,15.2363325 96.908,15.405 C97.1866681,15.5736675 97.4103325,15.8119985 97.579,16.12 C97.7476675,16.4280015 97.832,16.8313308 97.832,17.33 C97.832,17.8286692 97.7476675,18.2319985 97.579,18.54 C97.4103325,18.8480015 97.1866681,19.0863325 96.908,19.255 C96.6293319,19.4236675 96.3066685,19.537333 95.94,19.596 C95.5733315,19.654667 95.192002,19.684 94.796,19.684 L92.112,19.684 Z M103.332,12.292 L103.332,28 L114.442,28 L114.442,25.096 L106.786,25.096 L106.786,12.292 L103.332,12.292 Z M120.668,12.292 L114.728,28 L118.204,28 L119.436,24.502 L125.31,24.502 L126.498,28 L130.084,28 L124.21,12.292 L120.668,12.292 Z M120.338,21.928 L122.384,16.164 L122.428,16.164 L124.408,21.928 L120.338,21.928 Z M133.89,21.884 L133.89,28 L137.344,28 L137.344,21.972 L143.174,12.292 L139.324,12.292 L135.672,18.496 L131.998,12.292 L128.126,12.292 L133.89,21.884 Z" id="REPLAY" opacity="0.8" fill="#6FA9FE"></path>
</g>
</g>
</g>
</g>
</g>
</svg>
View README.md
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<!DOCTYPE html>
<meta charset="utf-8">
<style>
body {
width: 960px;
padding-top: 40px;
margin: auto;
position: relative;
}
svg {
width: 100%;
max-height: 400px;
}
</style>
 
<script src="http://d3js.org/d3.v3.min.js" charset="utf-8"></script>
<script type='text/javascript'>
function animateGrowingCircle(fromRadius, toRadius) {
var animateFunction = function () {
d3.select(this)
.attr('r', fromRadius)
.transition()
.duration(1000)
.attr('r', toRadius)
.transition()
.duration(1000)
.attr('r', fromRadius)
.each('end', function () {
d3.select(this).each(animateFunction);
});
};
return animateFunction;
}
function translateAlongPath(path, offset) {
var l = path.getTotalLength();
var tx = offset[0],
ty = offset[1];
return function() {
return function(t) {
var p = path.getPointAtLength(t * l);
d3.select(this)
.attr('cx', p.x + tx)
.attr('cy', p.y + ty);
};
};
}
function reload() {
d3.select('svg').remove();
d3.xml('iPhone.svg', 'image/svg+xml', function (error, data) {
d3.select('body').node().appendChild(data.documentElement);
var svg = d3.select('svg');
var mainScreen = svg.select('#MainScreen');
var animationElements = mainScreen.select('#AnimationElements');
animationElements.style('display', 'none');
var replayButton = mainScreen.select('#ReplayButton')
.style('display', 'none')
.style('opacity', 0.0)
.style('cursor', 'pointer')
.on('click', reload);
var circle = mainScreen.select('#Circle');
var offset = d3.transform(animationElements.attr('transform')).translate;
var motionPath = mainScreen.select('#MotionPath');
circle.transition()
.duration(2500)
.ease('bounce')
.tween('translateAlongPath', translateAlongPath(motionPath.node(), offset))
.each('end', function () {
var circleAnimationMaxRadius = animationElements.select('#CircleAnimationMaxRadius');
var r = +circle.attr('r');
var r2 = +circleAnimationMaxRadius.attr('r');
replayButton
.style('display', 'block')
.transition()
.duration(1000)
.style('opacity', 1.0);
d3.select(this)
.each(animateGrowingCircle(r, r2));
});
});
}
window.addEventListener('load', function () {
reload();
});
</script>
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