{"url":"https://api.github.com/gists/1308257","forks_url":"https://api.github.com/gists/1308257/forks","commits_url":"https://api.github.com/gists/1308257/commits","id":"1308257","node_id":"MDQ6R2lzdDEzMDgyNTc=","git_pull_url":"https://gist.github.com/1308257.git","git_push_url":"https://gist.github.com/1308257.git","html_url":"https://gist.github.com/mbostock/1308257","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1308257/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"debt.csv":{"filename":"debt.csv","type":"text/csv","language":"CSV","raw_url":"https://gist.githubusercontent.com/mbostock/1308257/raw/82d0000caea1bb88c55287833060975c7405cb54/debt.csv","size":1037,"truncated":false,"content":"creditor,debtor,amount,risk\nBritain,France,22.4,3\nBritain,Greece,0.55,0\nBritain,Italy,26,0\nBritain,Portugal,19.4,0\nBritain,United States,345,1\nFrance,Germany,53.8,1\nFrance,Greece,53.9,0\nFrance,Ireland,17.3,0\nFrance,Italy,366,0\nFrance,Japan,7.73,1\nFrance,Portugal,18.3,0\nFrance,Spain,118,2\nFrance,United States,322,1\nGermany,Britain,321,1\nGermany,Greece,19.3,0\nGermany,Ireland,48.9,0\nGermany,Portugal,32.5,0\nGermany,Spain,57.6,2\nGermany,United States,324,1\nIreland,Britain,12,1\nIreland,Greece,0.34,0\nIreland,Spain,6.38,2\nItaly,Germany,111,1\nItaly,Greece,3.22,0\nItaly,Ireland,2.83,0\nItaly,Portugal,0.87,0\nJapan,Britain,28.2,1\nJapan,Germany,88.5,1\nJapan,Greece,1.37,0\nJapan,Ireland,18.9,0\nJapan,Italy,38.8,0\nJapan,Portugal,2.18,0\nJapan,Spain,25.9,2\nJapan,United States,796,1\nPortugal,Greece,10.1,0\nPortugal,Ireland,3.77,0\nPortugal,United States,0.52,1\nSpain,Britain,326,1\nSpain,Greece,0.78,0\nSpain,Italy,9.79,0\nSpain,Portugal,62,0\nSpain,United States,163,1\nUnited States,Greece,3.1,0\nUnited States,Ireland,11.1,0\nUnited States,Italy,3.16,0\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/1308257/raw/67f72e36351621d9f2db7d3dcc3b0777ef5aa0e0/index.html","size":4645,"truncated":false,"content":"\n\n\n\n\n\n","encoding":"utf-8"},"readme.md":{"filename":"readme.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/1308257/raw/072cb7c45689382f9542c6b9d695d91ee014c665/readme.md","size":1024,"truncated":false,"content":"Bill Marsh created a nice [visual guide to the Euro debt crisis](http://www.nytimes.com/interactive/2011/10/23/sunday-review/an-overview-of-the-euro-crisis.html) in today’s *New York Times* using a custom graph layout with directed edges. An alternative approach to visualizing asymmetric relationships among a group of entities is a [chord diagram](http://mbostock.github.com/d3/ex/chord.html). Chord diagrams don’t show indirect relationships as well, but they better convey the magnitudes of the debt for each country.\n\nThis visualization uses two chord diagrams. The diagram on the left emphasizes how much each country lends (**creditors**); you can see Japan and France are the biggest lenders, but France is also the most exposed by its risky debts to Italy and Greece. The diagram on the right emphasizes how much each country owes (**debtors**); the United States has by far the largest debt, nearly three times the size of the next-largest debtor, Britain!\n\nBuilt with [D3.js](http://mbostock.github.com/d3/).\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1308257/raw/aa1fa8c2ddda32f457f24cabdbf5f7f050b5b779/thumbnail.png","size":35258,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nmooMaqldZMDPq5KhVhTl45clwej9+8dx/PgxlEpV8a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DROPCD3106jrjFi58GNSziW4DpxATYUEgaR802ii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35eyUsGiU9Tto+9M7NW2GNLy4OMe8jI+WLkTnu8Xivwt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\nWu/vRIpJZrUe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