{"id":17715,"date":"2024-06-17T15:21:21","date_gmt":"2024-06-17T22:21:21","guid":{"rendered":"http:\/\/www.concordia-mm.org\/wordpress\/?p=17715"},"modified":"2024-12-17T05:53:14","modified_gmt":"2024-12-17T13:53:14","slug":"the-problems-are-mounting-for-south-africas-ailing","status":"publish","type":"post","link":"http:\/\/www.concordia-mm.org\/wordpress\/the-problems-are-mounting-for-south-africas-ailing\/","title":{"rendered":"The Problems Are Mounting For South Africas Ailing Economy"},"content":{"rendered":"<p>2.6 Five-year gilt yields are forecast to rise from 3.8 per cent on average this year to 4.4 per cent in 2029, on average 0.2 percentage points higher than our March forecast (Chart 2.1, right panel). Five-year gilt yields are more than 3 percentage points above their 2021 average and have remained volatile since our March forecast, with <a href=\"https:\/\/digiconomist.net\/bitcoin-energy-consumption\" rel=\"nofollow\">https:\/\/digiconomist.net\/bitcoin-energy-consumption<\/a> the daily spot yields ranging from 3.5 to 4.2 per cent. Global oil prices, the dominant driver of Saudi\u2019s economic performance, have risen by 30% since January. The non-oil sector, which has struggled since oil prices tumbled in 2014, is also showing more signs of vigour. In early 2019 a non-oil PMI rose to its highest rate since late 2017, while lending to non-oil firms is also accelerating.<\/p>\n<p>This impact assessment sets out DBT\u2019s assessment of the economic, social, and environmental impacts of the agreement. There are also substantial opportunities from the expansion of the agreement as CPTPP acts as a pathway to greater integration in a region that is also growing. This potential future expansion of CPTPP is outside of the direct scope of this agreement and therefore not included in the formal modelling scenario. Academics who have modelled the <a href=\"https:\/\/agc-investment.com\">https:\/\/agc-investment.com<\/a> potential future expansion of members show economic potential arising from CPTPP leading to significantly greater gains to UK GDP. It also suggests CPTPP could help protect UK economic interests in a world of increasing geopolitical fragmentation.footnote 4 DBT\u2019s own illustrative modelling also shows the potential benefits of future expansion.<\/p>\n<h2>October 2024 Economic and fiscal outlook \u2013 5 things video transcription<\/h2>\n<p>Countries using direct output methods to measure both sections P and Q exhibited changes in industries OPQ ranging from positive 1.1% to negative 24% between Quarter 4 (Oct to Dec) 2019 and Quarter , followed by rebounds beginning in Quarter 3 (July to Sept) 2020. Many NSIs responded by using more timely activity data replacing their conventional data sources. This allowed the increased use of new COVID-19 related treatments at the expense of non-urgent healthcare services to be properly reflected in output.<\/p>\n<p>But the level of openness that China adopts, or the extent of its accommodation to liberal, Western mores, depends to a significant degree on the policy area under discussion (Hameiri and Zeng, 2019; Weinhardt and ten Brink, 2020). Similar stories apply to Egypt, Iran and Turkey, where the respective regimes have all experienced volatile economies, political conflict and diplomatic isolation in recent history. The Arab Spring of a decade ago still casts a very long shadow over the Middle East as a whole, leaving rulers feeling insecure and repression enduring (Josua and Edel, 2021).<\/p>\n<h3>AD816: South Africans score their government poorly on its economic performance<\/h3>\n<p>6.16 Over the five-year forecast period, gross gilt issuance averages 8.6 per cent of GDP and net issuance averages 3.9 per cent of GDP, an average of 0.9 and 0.7 percentage points higher than our March forecast respectively (Chart 6.7). This is largely due to the policy package announced at this Budget which adds 0.9 per cent of GDP to net gilt issuance on average compared to our pre-measures forecast. 6.12 The impact of the Bank of England\u2019s APF on fiscal aggregates over the forecast period is dependent on changes in Bank Rate and gilt yields, but also on the assumption made on the pace of unwinding of the gilts held within the APF. We aim to conduct preliminary analysis of the early impacts of the November 2023 and March 2024 NICs cuts, as well as the impacts of frozen tax thresholds, when the relevant Annual Survey of Hours and Earnings data starts to be released. 3.30 This measure, alongside the original reforms, remain highly uncertain, with significant uncertainty around the size of the tax base and the behavioural response which is contingent on decisions made by a relatively small number of wealthy individuals.<\/p>\n<ul>\n<li>(41) This change represents the impact of increased government spending on VAT receipts net of refunds, meaning the impact captured here excludes increases to departmental spending that receives VAT refunds.<\/li>\n<li>\u2018Business-to-business spending in manufacturing in Africa is projected to reach $666.3 billion by 2030, $201.28 billion more than in 2015\u2019 (Sign\u00e9 &amp; Johnson, 2018, p.2).<\/li>\n<li>The Eurozone economy perked up in the first quarter of 2019, growing by 0.4% quarter on quarter, compared with 0.2% in the final quarter of 2018.<\/li>\n<\/ul>\n<h3>Top 5 countries with the largest fiscal deficits<\/h3>\n<p>For several decades, economists and historians have focused on understanding the sources of slow economic growth in Africa after the end of colonial rule since 1960. One reason for this focus was a lack of annual data on Africa\u2019s economic performance before then. This lack of data also meant that Africa was left out of academic debates about patterns of long-run growth. While electricity access remains a fundamental issue for developing countries, and many investment programmes aim to deliver new connections, for many people \u2013 such as those living in South Africa \u2013 the primary issue is poor electricity reliability. More attention needs to be paid to reliability of supply and the operations of the utilities tasked with the day-to-day delivery of on-grid electricity \u2013 and research will help policy makers to understand more about the issues, challenges and potential solutions. According to new research from CSIR, the total economic impact of load shedding in South Africa over the past <a href=\"https:\/\/en.wikipedia.org\/wiki\/List_of_countries_by_foreign-exchange_reserves\" rel=\"nofollow\">https:\/\/en.wikipedia.org\/wiki\/List_of_countries_by_foreign-exchange_reserves<\/a> 10 years could be as high as R338 billion.<\/p>\n<h2>Economic and fiscal outlook \u2013 October 2024<\/h2>\n<p>In the UK, average weekly earnings growth has surged to nearly 8% year-on-year in Spring 2023; in the Euro Area, compensation per employee was rising by nearly 5% in Q1; and in the US, average hourly earnings growth seems to be settling at around 4.5% year-on-year (Figure 1.10). These levels are far higher than trend productivity growth of around 1%, and thus boost unit labour costs and, on an ongoing basis, would not be consistent with target rates of inflation. Unemployment rates are at or near record lows in most advanced economies (Figure 1.8). In addition, it increases the risk that any inflationary surge, whether caused by demand or supply shocks, causes inflation expectations to de-anchor upwards.<\/p>\n<h3>Top 5 keys to global economic recovery<\/h3>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"605px\" alt=\"why does south africa need to increase its economic growth rate\" 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with the Bank of England, we expect marginally lower GDP growth this year but higher growth thereafter. Our forecast for the level of GDP is 1.4 per cent higher than the Bank in 2026 (Chart 2.19). The near-term differences could reflect policies in this Budget, which may not have been fully anticipated by external forecasters or captured in the Bank\u2019s August forecast.<\/p>\n<p>The agreement could generate long-term benefits for both the UK and CPTPP, support UK jobs and provide opportunities for  growth in sectors across the UK. One lesson from the record is clear \u2013 the longer the period measured, the lower the real growth rate achieved. There is no inevitability about year trends forecast by RenCap or AfDB, even if only sub-Saharan.<\/p>\n<h3>October 2024 Economic and fiscal outlook \u2013 charts and tables: Annex A<\/h3>\n<p>Compared to our March forecast, this is over 1 percentage point higher this year due to higher private and public sector wage settlements. Next year, it is around 1\u00bd percentage points higher, partly due to the fiscal loosening in this Budget. But forecast and policy changes leave  nominal and real earnings growth lower over the remainder of the forecast as employers pass on the NICs rise, rebuild profit margins, and the temporary boost to demand fades. Real earnings growth is around 2\u00bd per cent in 2024, but then falls to around zero in 2026 and 2027.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>2.6 Five-year gilt yields are forecast to rise from 3.8 per cent on average this year to 4.4 per cent in 2029, on average 0.2 percentage points higher than our March forecast (Chart 2.1, right panel). Five-year gilt yields are [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[413],"tags":[],"_links":{"self":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts\/17715"}],"collection":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/comments?post=17715"}],"version-history":[{"count":1,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts\/17715\/revisions"}],"predecessor-version":[{"id":17716,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts\/17715\/revisions\/17716"}],"wp:attachment":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/media?parent=17715"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/categories?post=17715"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/tags?post=17715"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}