{"id":8570,"date":"2012-02-28T12:03:12","date_gmt":"2012-02-28T12:03:12","guid":{"rendered":""},"modified":"2022-05-06T09:54:12","modified_gmt":"2022-05-06T09:54:12","slug":"the-unemployment-rate-in-albania-and-a-regional-comparison","status":"publish","type":"post","link":"https:\/\/ndiqparate.al\/?p=8570&lang=en","title":{"rendered":"The unemployment rate in Albania and a regional comparison"},"content":{"rendered":"<div style=\"text-align: justify;\">The unemployment rate is the ratio between the number of registered unemployed individuals and the individuals currently in the labor force. The labor force refers to the share of the working age population who are either in a job or actively looking for one.<p><\/p>\n<p>The comparison between Albania and the other countries of the region is given in the following figure:<\/p>\n<div style=\"text-align: center;\"><img alt=\"\" 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AAAC4C0gUAAABcBKQLAAAAuAhIFwAAAHARkC4AAADgIiBdAAAAwEVAugAAAICLgHQBAAyMWoWE9Uo8uxQAPA+Pk655qSLm4oA6pR93L99O\/tO9sxTGNYSeT46VwlgaSrAYh+9F7BpUDhVk3mOjJNk+AIKfAKd+zCRcfGG35VV4jtQp\/fwUSqVSq1UuvneOlsKzk6cUAJYOniZdnZK7Ji\/vj\/y\/5zvdGaUsPCqcWsrCS4VWqxR6NDlYilGrELP0saP3olOKXGFZhjeNvpL1t82xUoxahR\/jE+CkUnRmJel47CT64gtnW\/4FBD9yjMIcK4V\/J7cUAJYQniZdM\/T\/VMvn2sJu3p28pzuzFLEqsbOUhV8I2cPhUkRK17FSBNUk6+3QiC3SwdsRWYwdpVjsFPygCV+c96WVI4XaoHaUYv0YtHTB0sVjpWv+j2qpBfMjibuT93RnlELH3MQ9MuwsZVG2IqVrXynM8LLTSrGM+jr1TbO2Q+ZS6DuS9nVI4ptG7xVyu42L874UOpK\/t9WeUoR2ok8XLFU8VLqsB47UZ65k5dqpdlFBMjtLMatWlHQdvhcbsXJH74Xeyxcqlft2JDdzpZaiU\/r5KbRGnVKMdu0thfl9yGrfsc2L8760+WGQpRTx1wdg6eCJ0mU9MjnhLKXOyk7e051Uinmf4PPE7lJ0rJQgwWI8\/F4sn9O2v0M4ejvivG5\/KczSbH3aZPvT8BUi5uKMlwLhZUdvgbcUwZ0ALFE8Tro8D0zxuSdin7eOlUInl9gqzsF7YVxG6JZkKsWp92IZmRd8Ajt+O2Ke8Y6UYlGc4Lsm3weApwyxFzcfbhlDFvcXcagUoZ0ALFE8TLqWETX6vypjt2WLlrXTyukyl8LcJ\/AwcbQUGkHpOlgKs0Ht1HsxFyT4ncjxgsQEOmT8AIgalmRXKYKfCSkX5w9TC19eplJERcgBWFJ4mHQBAAAA3wXSBQAAAFwEpAsAAAC4CEgXAAAAcBGQLgAAAOAiIF0AAADARUC6AAAAgIuAdAEAAAAXAekCAAAALgLSBQAAAFwEpAsAAAC4CEgXAAAAcBGQLgAAAOAiIF0AAADARUC6AAAAgIuAdAEAAAAXAekCAAAALgLSBQAAAFyEWbpJSUkqAAAAADiNpKSkBekCAAAAwAX8fyGfEfxMooMvAAAAAElFTkSuQmCC\"> \n  <\/div>\n<p><sup>* IMF estimates<br>Source: IMF<br>Comments and Analysis: ODA<\/sup><\/p>\n<p>Referring to the unemployment rate, Albania is ranked in the fifth position after Macedonia (33%), Bosnia and Herzegovina (24%), Serbia (17.4%) and Turkey (14%). While, after Albania (13%) the ranking is as follows: Montenegro (11%), Greece (9.4%) and Croatia (9.2%).<\/p>\n<p>A time analysis of the unemployment rate shows that Montenegro is the country with the most drastic reduction of the unemployment rate during the last decade. On the other hand, Turkey is the country of the region with the largest increase in unemployment.<\/p>\n<p>A low rate of unemployment allows the economy to reach the potential output and the wellbeing of the population to increases.<\/p>\n<p>The entire dataset is displayed in the electronic table below:<br> \n  <script type=\"text\/javascript\" src=\"http:\/\/ajax.googleapis.com\/ajax\/static\/modules\/gviz\/1.0\/chart.js\">{\"dataSourceUrl\":\"https:\/\/docs.google.com\/spreadsheet\/tq?range=A3%3AC78&key=0Agylwmr5tEbVdE5faGVEZ0RjaXUxWGVZYm1lNWZGVWc&gid=0&headers=-1\",\"options\":{\"displayAnnotations\":true,\"showTip\":true,\"dataMode\":\"markers\",\"fontColor\":\"#fff\",\"midColor\":\"#36c\",\"pointSize\":0,\"colors\":[\"#3366CC\",\"#DC3912\",\"#FF9900\",\"#109618\",\"#990099\",\"#0099C6\",\"#DD4477\",\"#66AA00\",\"#B82E2E\",\"#316395\"],\"headerColor\":\"#3d85c6\",\"smoothLine\":false,\"lineWidth\":2,\"maxColor\":\"#222\",\"headerHeight\":40,\"labelPosition\":\"right\",\"is3D\":false,\"fontSize\":\"14px\",\"hasLabelsColumn\":true,\"wmode\":\"opaque\",\"hAxis\":{\"maxAlternation\":1},\"maxDepth\":2,\"allowCollapse\":true,\"minColor\":\"#ccc\",\"mapType\":\"hybrid\",\"width\":600,\"height\":500},\"state\":{},\"chartType\":\"Table\",\"chartName\":\"Chart 1\"}<br \/>\n  <\/script> <br><sup>Source: IMF<br>Comments and Analysis: ODA<\/sup> \n<\/p><\/div>\n\n\n<b>Comments and Analysis:<\/b> Open Data Albania<br> \n<b>Contributed by<\/b>: R.E\n<style>\np{\ntext-align: justify !important;\n}\n<\/style>\n","protected":false},"excerpt":{"rendered":"<p>The unemployment rate is the ratio between the number of registered unemployed individuals and the individuals currently in the labor force. The labor force refers to the share of the working age population who are either in a job or actively looking for one. The comparison between Albania and the other countries of the region is given in the following figure: * IMF estimatesSource: IMFComments&hellip; <\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"spay_email":"","jetpack_publicize_message":"","jetpack_is_tweetstorm":false},"categories":[57],"tags":[],"jetpack_featured_media_url":"","jetpack_publicize_connections":[],"jetpack_sharing_enabled":true,"jetpack-related-posts":[{"id":24128,"url":"https:\/\/ndiqparate.al\/?p=24128&lang=en","url_meta":{"origin":8570,"position":0},"title":"AIS Organization, Promoter of Open Data Albania, Presents Internship and Employment Opportunities for Economics Students - FEUT Career Days","date":"May 19, 2025","format":false,"excerpt":"AIS, the organization promoting Open Data Albania, participated in the Career Day event held by the University of Tirana, Faculty of Economics, in May 2025. 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