{"url":"https://api.github.com/gists/6498000","forks_url":"https://api.github.com/gists/6498000/forks","commits_url":"https://api.github.com/gists/6498000/commits","id":"6498000","node_id":"MDQ6R2lzdDY0OTgwMDA=","git_pull_url":"https://gist.github.com/6498000.git","git_push_url":"https://gist.github.com/6498000.git","html_url":"https://gist.github.com/mbostock/6498000","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/6498000/raw/ee8c77d6e0e38cb749d1ee2072749cfcdce32601/.block","size":80,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/click-to-recenter-brush\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/6498000/raw/06e801e73b00ca4e86d8cc6be81a4dc8c8c88479/README.md","size":843,"truncated":false,"content":"By default, clicking and dragging outside the current [brush](https://github.com/d3/d3-brush) selection drags a new selection. This brush has been modified such that this interaction instead recenters the brush.\n\nThis customization is implemented by changing the *type* of the brush’s overlay element from *overlay* to *selection* so that clicking and dragging on the overlay element behaves identically to clicking and dragging on the brush selection. (The overlay element is the invisible rect element that receives pointer events when clicking outside the brush selection.) When the overlay is clicked and before brushing starts, the brush is recentered around the pointer, such that the brush remains centered around the pointer during brushing.\n\nThis technique can be composed with [snapping on brushend](/mbostock/6498580) if desired.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/6498000/raw/99acf4ee5e6387d502448fa6e6cb5f13bdf2013e/index.html","size":1916,"truncated":false,"content":"<!DOCTYPE html>\n<style>\n\n.selected {\n  fill: red;\n  stroke: brown;\n}\n\n</style>\n<svg width=\"960\" height=\"500\"></svg>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script>\n\nvar randomX = d3.randomUniform(0, 10),\n    randomY = d3.randomNormal(0.5, 0.12),\n    data = d3.range(800).map(function() { return [randomX(), randomY()]; });\n\nvar svg = d3.select(\"svg\"),\n    margin = {top: 194, right: 50, bottom: 214, left: 50},\n    width = +svg.attr(\"width\") - margin.left - margin.right,\n    height = +svg.attr(\"height\") - margin.top - margin.bottom,\n    g = svg.append(\"g\").attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nvar x = d3.scaleLinear()\n    .domain([0, 10])\n    .range([0, width]);\n\nvar y = d3.scaleLinear()\n    .range([height, 0]);\n\nvar brush = d3.brushX()\n    .extent([[0, 0], [width, height]])\n    .on(\"start brush\", brushed);\n\nvar dot = g.append(\"g\")\n    .attr(\"fill-opacity\", 0.2)\n  .selectAll(\"circle\")\n  .data(data)\n  .enter().append(\"circle\")\n    .attr(\"transform\", function(d) { return \"translate(\" + x(d[0]) + \",\" + y(d[1]) + \")\"; })\n    .attr(\"r\", 3.5);\n\ng.append(\"g\")\n    .call(brush)\n    .call(brush.move, [3, 5].map(x))\n  .selectAll(\".overlay\")\n    .each(function(d) { d.type = \"selection\"; }) // Treat overlay interaction as move.\n    .on(\"mousedown touchstart\", brushcentered); // Recenter before brushing.\n\ng.append(\"g\")\n    .attr(\"transform\", \"translate(0,\" + height + \")\")\n    .call(d3.axisBottom(x));\n\nfunction brushcentered() {\n  var dx = x(1) - x(0), // Use a fixed width when recentering.\n      cx = d3.mouse(this)[0],\n      x0 = cx - dx / 2,\n      x1 = cx + dx / 2;\n  d3.select(this.parentNode).call(brush.move, x1 > width ? [width - dx, width] : x0 < 0 ? [0, dx] : [x0, x1]);\n}\n\nfunction brushed() {\n  var extent = d3.event.selection.map(x.invert, x);\n  dot.classed(\"selected\", function(d) { return extent[0] <= d[0] && d[0] <= extent[1]; 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J2Y5meeKzETEc/dzK0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VrkpevF6W8+YlXfFnVMmvODQx7E61ctbZM+ev71MdfdX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\njpxx5TPn5/ydR8I62PW6PtYKfVyRjibWtP73nz5MWTW6ZrZ7YbViLRPn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