{"url":"https://api.github.com/gists/1643051","forks_url":"https://api.github.com/gists/1643051/forks","commits_url":"https://api.github.com/gists/1643051/commits","id":"1643051","node_id":"MDQ6R2lzdDE2NDMwNTE=","git_pull_url":"https://gist.github.com/1643051.git","git_push_url":"https://gist.github.com/1643051.git","html_url":"https://gist.github.com/mbostock/1643051","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1643051/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/1643051/raw/f7635b07d18677957c2eef32acfe84c7a1aa3e76/README.md","size":1064,"truncated":false,"content":"This example is the first of three in the [Path Transitions tutorial](http://bost.ocks.org/mike/path/).\n\nWhen you interpolate a `path` element’s “d” attribute using [*transition*.attr](https://github.com/d3/d3-transition#transition_attr), the default interpolator is typically [d3.interpolateString](https://github.com/d3/d3-interpolate#interpolateString). This interpolator is not specialized for [SVG paths](http://www.w3.org/TR/SVG/paths.html), and instead simply looks for numbers embedded in strings. Numbers in the start and end strings are paired and then interpolated. So, the default behavior when interpolating two paths pairs numbers like this:\n\n M x0, y0 L x1, y1 L x2, y2 L x3, y3\n ↓ ↓ ↓ ↓ ↓ ↓ ↓ ↓\n M x0, y1 L x1, y2 L x2, y3 L x3, y4\n\nThe first point ⟨x0,y0⟩ is interpolated to ⟨x0,y1⟩. Since the _x_-values are the same for each pair of points, only the _y_-values change, and the path doesn’t slide left as intended.\n\nFor the correct behavior, see the [next example](/mbostock/1642874).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/1643051/raw/a028450a542bb2c9e9b96f506d10d11e6b377028/index.html","size":1529,"truncated":false,"content":"\n\n\n\n\n\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1643051/raw/7cf0a92c19b762e3aefbadaaec5b4fb25b33c5d7/thumbnail.png","size":5246,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0\nd2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAFCBJREFUeNrsnVlwFOX6h9/s\ngSwkBIIkYVMEEVBREUXFfdfjdizXstzKKssrq6w6XnrnjVdeWKUXWn/LrdyV\nUtlUVJAl7AgEkkCAEMg2mSxknUlOP5//zplMZumZzHQm8D7lGJJMpru//n7v\n9r3dnTY0NFQjIqXWa0AURRlvsqxXU6b1v2LrVWD/9GD1Iakony3V+/ZK+bxF\ncsGMYh0qRXGXgczgn3jamyUrK0fqao5IzuSZ0t7eJEdrj8qqVaskLy9Ph0xR\nXGCUMJctvlJkKFPSlq+Q0oqZUpiXKx3tHeL1elWYijJewsyblG++zl+46H9B\nb1aWjpSiuEi6DoGiqDAVRVFhKooKU1EUFaaiqDAVRVFhKooKM4BBOVpTLZ1n\nu6XW+tre2aMjpCjjLcy+rlbZtX2bVO87JF98+ZlU1Z6SpsYzcuTIEUlPV+eq\nKG4xovMnJ69YKmbPkaLS6bLq2utldtlUyc/LkeLiYhkaGtLRUhSXSLME12p9\nnRrpTXv27JHp06dLeXm5jpiiJB+PxqeKkuo5pqIoKkxFUVSYiqLCVBRFhako\nKkxFUdwWpretTXx+v3R1dUi/z68jpCjjLcz+bo/88esGqdp3UN7/vw+kpq5B\nent7pLm5WdLS0nS0FGU8hJmVlSvZWdkylJEl8yrKJNP6bZvlQXmpMBXFPUa1\n5Pn8PklPz5ChwUHTuI4gtSVPUVzFM+r2lZkZ//+jjAwdHkVJhVBWURQVpqIo\nKkxFUWEqiqLCVBQVpqIobgvT5xvQ+/soSioJ09/fKRvXrZX6k82yecNqOVZ/\nxvx8YECfAq8o4ybMIb9fOjo6pKWxVeqP1Er32S6pra2Rv//+W29fqSguMqol\nz+tplZy8AsnNzLBkmyZpaenakqco7jK6Ja9oaokOi6KkUiirKIoKU0kwVVVV\n4vV6z6tjpjD5559/qjCV1OTs2bPy/vvvy44dO86r4960aZN8/vnn0tnZqcJU\nUo/t27fLc889J6dOnTpvjrmmpsYc7zPPPCOnT59WYSqpN0GPHz8ul112meTn\n55uns0Wjrq7OvCYqfX19sm7dOnnggQfkoosu0lBWSS36+/vNBL3//vvN90uW\nLJF9+/ZF/bs1a9bI999/P2GP+9tvv5Xly5fLlClTJDMzUz1mqvHJJ5/IsWPH\nJpyYEsUPP/wgK1askGnTppnvFy5cKF1dXeYVDgpEixcvNuvSE9Frbt68WfLy\n8owwoaioyEQMPp/v3BTmkL9fKrdskabGFtm1c8twS16qsmvXLnNCnIRuqQJV\nxLffflu6u7vH/Fm//fab5OTkyFVXXTXi54R2lZWVESc2nmblypXm3xMJzvXh\nw4dNCDs8idPTTQjPXDgnhTnQ0yF1NUek/tgpOXigytxXtqamWnbv3p1yLXnt\n7e2m4PHKK6/ImTNnJsyAU6xobW013VRjoaGhwUxSO4QN5PLLLw8bRWAQ2AdC\n3rKyMmMouD3pRIG5GChKm9mzZ0/onDmiMLPzS2TZimul4qIK6+ReKWWlJTJ/\n/sXmJA4ODqbUjv/0009y3XXXmaddZ2RkSEtLy4QYcPqOn3zySSOqsVwc8PPP\nP8u9994b8raihYWFMnny5JATdevWrbJgwYJhQ8u5xcBNBFgKuuCCC0x7aDBz\n5841xuoczTHTZP6ChVI6vUSWWla3YHKu+WlWVlZK7TQhC2LEM8DMmTMnTJ7Z\n1NRkQk/2eefOnXF9RnV1tQlFZ82aFfY95JDBRSByMP6WnNTmiiuuMBOaKmeq\ns3fvXrO/oSDH9vv9CUkRxouenp7hSy4nZPFn//79cssttwx/f+GFF8qJEydS\nfr8JuSdNmmS8HOLAe8ZDfX29zJkzJ+J7Fi1aJI2NjSMKTXgcxMw+2FDR5Gfx\nGgm3OHTokDFGvMJBEWgizINQHDx40BTy7Ahowgnzr7/+MjsfGM4wSen8SPXr\nRqmGstZoTyJyvEhFmnAgOEK3SCA43mPnsozNgQMHZNWqVaPee8MNN5h2vlRL\nVwJhnK6//vqI7yFEJyKYaGzcuNGM/4iCVqrtJNeD0mbFhAru+ySPJJy5++67\nR8bjVr5EXpXqVTmMx4wZM4a/Z6JRzIgFwlHCzlB5VjDLli0bzjPJIysqKkz1\nMhh+xueNtSAVCQpeHo8n7tAdQ0P4H4l58+ZFrTUgAgqHqcLq1avNI0geeeQR\nUxdIOWHiBVg0/vrrr02czUmkwPPxxx+bBXS6W1gQv/32201+GSr5T/U8kzJ/\nQUHB8PeEZQiC0NwprE9GC2MD8y7WKglnCQVZHgnHNddc46gxId4Q/qOPPoq7\noYEwm/2LBiF6dnZ2WHEyP2isIOpKBViqon7z8MMPj454xnvnyJe2bNliJs/V\nV19tFsiDPejJkydNPjZ//ny5+OKLQ34OwkzlMAbDg2dn3TEQck1O0NKlSx19\nDiFpNM8RCGE/Bo+/CTQKweDJ2TeWUhJ5QXxtba0Rw4svvmgEhrGlmuwUDDRF\nEc69E6jaIkC74SKQ9evXy+uvv272g8+dOnXquM2HX3/91RgsKvShiNtjElKN\ndYmCuJqEF0E+/fTTo0QJhKhUGB966CG56aabwn4Wg8zkozKXimA0Qnk68kwm\nEVeHOA0JY4HCztq1a00eGQ28UrzhZihIO4h2nn32WXMeKdjROheLAd22bZtc\neumljt9PIRBDHgzpEaE8Y82YYCyigbNIxnxi21TnEWW4p+jFLUzCr7feemtM\nZXZCpwcffNDkBomAMMbpBE8khN7RCifkv+G8PeGM01wTDxTL8hXCf+ONNyJW\nM20wbFQHe3t7E1KkwzPhKQM9NQb2l19+cbQNhIHIyJWdgrcnhwy80yO5PfOV\nNAgQOulQpJya+sann35qjFqi7hqJyIleiHqeeOKJiI+2DBLmoBytqZbOrrNS\nV1sjHV09YYsYWEO8HB4vHrDM7GgiwyYO2O32PAwTudO7774btgeWY0W4paWl\nIX9POEv04GSyEqUQrjmFCUi10gkUH9iXL774wqQX8fLjjz+aiIrL0DCWgZSU\nlBiBcA1lNPByl1xyyajPiGac8c6ByybM0dtuu23E55DXsXxEihEM+Thh72OP\nPWZEzN8TTo81lfnwww/NMlaozqWIwuzrapVdldvl0K69snd3pZyoPS1nGk+b\nyR7YkofFI7y88sorzWSMp+OCiei0iBFL2OZmZZbBpokej8+EDmekKFzhucKB\nB+Qzol3kjBXnPARW7xINufpTTz1lKoUffPBBzKEzXojjYVkmXBsn+SLjESmc\nxJARHdiN6rFAex5/G7g/wcYJkRJaY0QCIXIhkkO4NMozHojzq6++MvWOeMCD\n06l13333GUPjhBEjl5NXLBXW5J4+a45llctlWnmJFOQXmLY3250zGemttAeM\nkn+omD4aCChUTjlWYeLNE7EexwlFdBRmKFAF5hqMBcbpu+++M72qdCAxHnhP\nIolgWLKIdqwYuWi5F/mZGwULliYo0DBx8Z608TkBw4GXi7beCHfeeacZV1tA\noVIlIoPAZohYjIvdP43nv+uuu0K+j2Z/xtOu0nLu2J9HH33UjIENKcitt95q\nwlByw1hAK6ws8PexFO1GmrS0TLn2hlWW9S6XFdbXC6ZNsazGP2tctjC5oiFw\n4LFOVExjye2wxoiHsCaRELZh5cbaM4nnY2nj5ptvNp/JyUWkWFeKEXgS8oOX\nX355RHhKvszEDLzNBWJlbCg8RALjx2QIFVrZUDGN5HkTDV6cY8RrYvGjYS9n\ncQ6cgFfCaxI9MYEDL9tC5PF4S7DnKxEIDR2R8mu8GI0XGGIMBeuJgaIMzF0J\nQRkHp44IY45hY16gk5jm8ptvvvkf62tEs4T1oVMFQWHV77jjjv9p2ZqgxN9M\n5HDFjVDeiDwg1p11AqIgD4snTLaTc6woJ4x9RFCE7YQzhD9MIAwTyxvByTu/\nx8KziG338RLGIkwnIQw5JrlRuCvyaRKw71LgFoSjhIEcB2EeYxEKyv9MaCfe\nMjCnZcIjTOYPn0/xiX8zZoE9vbFy9OhRYyQpsmREeDq6bcy5oReijFRY49xy\nbpgjzIdoRTgMA3OCVYcY6XG8jskk5PpHvEgwLFzjRRBEqPWjUKEdoUwyoFy+\nYcOGmP8OK4igyH+4aiVUHshn84oEguX4mGCcPCa0U4PF+7/88suQv8ObkM+H\nKyAlm3vuuceMDx4AoxXoFVk35Jiff/75m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