Singapore Department of Statistics (DOS)

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href="/who-we-are/statistics-act">Statistics Act</a> </li> <li id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_NavChildNoDesktop_4"> <a id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_HypNavChildNoDesktop_4" class="nav__item" href="/who-we-are/data-stewardship-and-governance">DOS's Approach to Data Stewardship and Governance</a> </li> <li id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_NavChildNoDesktop_5"> <a id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_HypNavChildNoDesktop_5" class="nav__item" href="/who-we-are/what-we-do">What We Do</a> </li> <li id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_NavChildNoDesktop_6"> <a id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_HypNavChildNoDesktop_6" class="nav__item" href="/who-we-are/history">History</a> </li> <li id="navigation_0_RptNavParentNoDesktop_RptNavChildNoDesktop_5_NavChildNoDesktop_7"> <a 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aria-label="type select"> <option value="all">All</option> <option value="data">Data & News</option> <option value="publications">Publications & Methodology</option> <option value="visualising-data">Visualising Data</option> </select><br> <span class="text">under</span> <select class="filter--theme" id="selectTheme" aria-label="theme select"> <option value="all">All Themes</option> <option value="economy">Economy & Prices</option> <option value="industry">Industry</option> <option value="trade">Trade & Investment</option> <option value="population">Population</option> <option value="households">Households</option> <option value="society">Society</option> <option value="reference">Reference</option> </select> </p> <a class="btn btn--orange-light btn--home-filter home--filter" href="/find-data/search-by-theme" target="_self"> <span> <i class="icon icon-search"></i><span>Find</span> </span> </a> </div> </div> </div> <div class="c-indicators"> <div id="keyindicator_0_DivCode"> <div class="container"> <div class="c-indicators__list"> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_0" class="c-indicators__item" href="/find-data/search-by-theme/economy/national-accounts" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_0" loading="lazy" src="/-/media/images/key-indicator/icon_national_accounts.ashx" alt="National Accounts" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_0" class="title">National Accounts</span> <span class="number"><span> 5.0%<i id="keyindicator_0_RptKeyIndicators_HtmlIArrow_0" class="icon icon-arrow-increase"></i></span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_0" class="desc">GDP in 4Q 2024 (YoY)</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_1" class="c-indicators__item" href="/find-data/search-by-theme/industry/manufacturing" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_1" loading="lazy" src="/-/media/images/key-indicator/icon_manufacturing.ashx" alt="Manufacturing" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_1" class="title">Manufacturing</span> <span class="number"><span> 10.6%<i id="keyindicator_0_RptKeyIndicators_HtmlIArrow_1" class="icon icon-arrow-increase"></i></span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_1" class="desc">Index of Industrial Production in Dec 2024 (YoY)</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_2" class="c-indicators__item" href="/find-data/search-by-theme/industry/services" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_2" loading="lazy" src="/-/media/images/key-indicator/services.ashx" alt="Services" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_2" class="title">Services</span> <span class="number"><span> 2.9%<i id="keyindicator_0_RptKeyIndicators_HtmlIArrow_2" class="icon icon-arrow-decrease"></i></span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_2" class="desc">Retail Sales in Dec 2024 (YoY)</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_3" class="c-indicators__item" href="/find-data/search-by-theme/trade-and-investment/merchandise-trade" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_3" loading="lazy" src="/-/media/images/key-indicator/icon_trade.ashx" alt="Trade" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_3" class="title">Trade</span> <span class="number"><span> 6.7%<i id="keyindicator_0_RptKeyIndicators_HtmlIArrow_3" class="icon icon-arrow-increase"></i></span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_3" class="desc">Total Merchandise Trade in Jan 2025 (YoY)</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_4" class="c-indicators__item" href="/find-data/search-by-theme/economy/prices-and-price-indices" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_4" loading="lazy" src="/-/media/images/key-indicator/icon_prices.ashx" alt="Prices" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_4" class="title">Prices</span> <span class="number"><span> 1.2%<i id="keyindicator_0_RptKeyIndicators_HtmlIArrow_4" class="icon icon-arrow-increase"></i></span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_4" class="desc">CPI in Jan 2025 (YoY)</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_5" class="c-indicators__item" href="/find-data/search-by-theme/population/population-and-population-structure" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_5" loading="lazy" src="/-/media/images/key-indicator/icon_population.ashx" alt="Population" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_5" class="title">Population</span> <span class="number"><span> 6.04 m</span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_5" class="desc">Total Population as at Jun 2024</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_6" class="c-indicators__item" href="/find-data/search-by-theme/economy/labour-employment-wages-and-productivity" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_6" loading="lazy" src="/-/media/images/key-indicator/icon_labour.ashx" alt="Labour" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_6" class="title">Labour</span> <span class="number"><span> 4.0 m</span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_6" class="desc">Employment as at Dec 2024</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_7" class="c-indicators__item" href="/find-data/search-by-theme/industry/tourism" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_7" loading="lazy" src="/-/media/images/key-indicator/icon_tourism.ashx" alt="tourism icon" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_7" class="title">Tourism</span> <span class="number"><span> 1.63m</span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_7" class="desc">Visitor Arrivals in Jan 2025</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_8" class="c-indicators__item" href="/find-data/search-by-theme/households/household-income" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_8" loading="lazy" src="/-/media/images/key-indicator/icon_household_income.ashx" alt="Key Indicators on Household Income" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_8" class="title">Household Income</span> <span class="number"><span> 0.8%<i id="keyindicator_0_RptKeyIndicators_HtmlIArrow_8" class="icon icon-arrow-increase"></i></span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_8" class="desc">Real Growth in Median Household Employment Income Per Household Member between 2023 and 2024</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_9" class="c-indicators__item" href="/find-data/search-by-theme/population/marital-status-marriages-and-divorces" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_9" loading="lazy" src="/-/media/images/key-indicator/icon_marriages.ashx" alt="Key indicator on Marriages" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_9" class="title">Marriages</span> <span class="number"><span> 28,310</span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_9" class="desc">Total Marriages in 2023</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_10" class="c-indicators__item" href="/find-data/search-by-theme/population/births-and-fertility" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_10" loading="lazy" src="/-/media/images/key-indicator/icon_fertility.ashx" alt="Key Indicator on Fertility" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_10" class="title">Fertility</span> <span class="number"><span> 0.97</span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_10" class="desc">Total Fertility Rate (Per Female) in 2023</span></a> <a id="keyindicator_0_RptKeyIndicators_HypLnkKeyIndicatorLink_11" class="c-indicators__item" href="/find-data/search-by-theme/population/death-and-life-expectancy" target="_self"><img id="keyindicator_0_RptKeyIndicators_ImgLogo_11" loading="lazy" src="/-/media/images/key-indicator/icon_life_expectancy.ashx" alt="Key Indicator on Life Expectancy" style="height:55px;width:55px;" /><span id="keyindicator_0_RptKeyIndicators_LblTitle_11" class="title">Life Expectancy</span> <span class="number"><span> 83.0 yrs</span></span> <span id="keyindicator_0_RptKeyIndicators_LblDescription_11" class="desc">Life Expectancy at Birth in 2023 (Preliminary)</span></a> </div> </div> </div> </div> <div class="scroll-down desktop-only"> <div class="scroll-down__container"> <span class="scroll-down-desc">Scroll Down</span> <div class="scroll-down__mouse"> <div class="scroll-down__scroller"></div> </div> </div> </div> <div class="shortcut-links"> <div id="shortcutlinks_0_DivCode"> <div class="container"> <div class="row"> <div class="col-xs-6 col-md-2 col-sm-4"> <a id="shortcutlinks_0_RptShortcutLinks_HypLnkShortcutLink_0" class="shortcut-links__item matchHeight" rel="nofollow noopener noreferrer" href="/find-data/search-by-theme" target="_self"><img id="shortcutlinks_0_RptShortcutLinks_ImgShortcutLink_0" loading="lazy" src="/-/media/images/shortcut-link/icon_search.ashx" alt="Image Search" style="height:33px;width:33px;" /><span id="shortcutlinks_0_RptShortcutLinks_LblTitle_0">Search by Theme</span> <i class="icon 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class="title section-title">Latest Highlights</h2> <div class="arrows"></div> <div class="latest-highlights__list"> <div id="latesthighlights_0_RptHighlight_highlightCard_0" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Economy and Prices</h3> <span class="date"> 25 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_0">In nominal terms, personal disposable income grew by 9.9% in 4Q 2024, higher than the 6.7% increase in the previous quarter due to stronger growth of compensation of employees and payouts from government support measures (e.g., MediSave Bonus and Retirement Savings Bonus from Majulah Package) to alleviate cost of living pressures, offset healthcare costs, and build up retirement savings. Personal saving rate increased to 37.6% in 4Q 2024 from 32.0% in the previous quarter.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_0" class="btn btn--orange" href="/-/media/files/news/pdips4q2024.ashx" target="_blank"> <span> <span> PDF (255KB) </span> <i id="latesthighlights_0_RptHighlight_icon_0" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_1" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Economy and Prices</h3> <span class="date"> 24 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_1">CPI in Jan 2025 fell 0.7% from the previous month and rose 1.2% from a year earlier.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_1" class="btn btn--orange" href="/whats-new/latest-news/cpi-highlights" target="_self"> <span> <span> View More </span> <i id="latesthighlights_0_RptHighlight_icon_1" class="icon icon-external-link"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_2" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Economy and Prices</h3> <span class="date"> 24 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_2">Joint press release on “Consumer Price Developments in Jan 2025” by MAS and MTI</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_2" class="btn btn--orange" href="https://www.mas.gov.sg/news/consumer-price-developments/2025/consumer-price-developments-in-january-2025" target="_blank"> <span> <span> View More </span> <i id="latesthighlights_0_RptHighlight_icon_2" class="icon icon-external-link"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_3" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Economy and Prices</h3> <span class="date"> 24 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_3">Release of Information Paper on “Rebasing of the Consumer Price Index (CPI) (2024 as Base Year)”</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_3" class="btn btn--orange" href="/-/media/files/publications/economy/ip-e61.ashx" target="_blank"> <span> <span> PDF (6MB) </span> <i id="latesthighlights_0_RptHighlight_icon_3" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_4" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Trade and Investment</h3> <span class="date"> 21 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_4">Singapore's top trading partners for services trade in 2023 were the United States, the European Union, Mainland China, Japan, and ASEAN, which collectively accounted for 53.7% of services exports and 57.4% of services imports.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_4" class="btn btn--orange" href="/-/media/files/news/press21022025.ashx" target="_blank"> <span> <span> PDF (299KB) </span> <i id="latesthighlights_0_RptHighlight_icon_4" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_5" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Industry</h3> <span class="date"> 20 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_5">Domestic wholesale sales decreased 4.4% in 4Q 2024 compared to 4Q 2023. Excluding petroleum, domestic wholesale sales fell 0.7%. Foreign wholesale sales decreased 2.9% over the same period. Excluding petroleum, foreign wholesale sales grew by 2.1%.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_5" class="btn btn--orange" href="/-/media/files/news/wti4q2024.ashx" target="_blank"> <span> <span> PDF (521KB) </span> <i id="latesthighlights_0_RptHighlight_icon_5" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_6" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Trade and Investment</h3> <span class="date"> 17 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_6">Non-oil domestic exports declined 2.1% in Jan 2025 on a year-on-year basis, after the 9.0% increase in the previous month.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_6" class="btn btn--orange" href="https://www.enterprisesg.gov.sg/resources/media-centre/media-releases/2025/february/mr00525_singapore-external-trade-for-january-2025" target="_blank"> <span> <span> View More </span> <i id="latesthighlights_0_RptHighlight_icon_6" class="icon icon-external-link"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_7" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Economy and Prices</h3> <span class="date"> 14 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_7">The Singapore economy expanded by 5.0% on year-on-year basis in 4Q 2024. The GDP growth forecast for 2025 is maintained at 1.0% to 3.0%.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_7" class="btn btn--orange" href="/-/media/files/news/gdp4q2024.ashx" target="_blank"> <span> <span> PDF (214KB) </span> <i id="latesthighlights_0_RptHighlight_icon_7" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_8" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Households</h3> <span class="date"> 13 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_8">Median Household Employment Income Grew in 2024.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_8" class="btn btn--orange" href="/-/media/files/news/press13022025.ashx" target="_blank"> <span> <span> PDF (116KB) </span> <i id="latesthighlights_0_RptHighlight_icon_8" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_9" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Industry</h3> <span class="date"> 05 Feb 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_9">Retail sales declined 2.9% in Dec 2024 compared to Dec 2023. Excluding motor vehicles, retail sales decreased 4.0%. Sales of food & beverage services increased 1.0% in Dec 2024 compared to Dec 2023.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_9" class="btn btn--orange" href="/-/media/files/news/mrsdec2024.ashx" target="_blank"> <span> <span> PDF (658KB) </span> <i id="latesthighlights_0_RptHighlight_icon_9" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_10" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Industry</h3> <span class="date"> 31 Jan 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_10">17% of firms in the services sector are upbeat about business conditions while 10% foresee deteriorating business conditions, resulting in a net weighted balance of 7% of firms expecting a more favourable business outlook for the period of Jan – Jun 2025.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_10" class="btn btn--orange" href="/-/media/files/news/bes1q2025.ashx" target="_blank"> <span> <span> PDF (485KB) </span> <i id="latesthighlights_0_RptHighlight_icon_10" class="icon icon-download"></i> </span> </a> </div> </div> <div id="latesthighlights_0_RptHighlight_highlightCard_11" class="latest-highlights__item"> <div class="info"> <h3 class="category"> Industry</h3> <span class="date"> 31 Jan 2025</span> </div> <div class="content"> <span id="latesthighlights_0_RptHighlight_LblDescription_11">21% of firms in the manufacturing sector expect business conditions to improve while 5% foresee weaker business prospects, resulting in a net weighted balance of 16% of firms anticipating a better business situation for the period Jan – Jun 2025.</span> </div> <div class="btn-container"> <a id="latesthighlights_0_RptHighlight_HplLink_11" class="btn btn--orange" href="https://www.edb.gov.sg/en/about-edb/media-releases-publications/business-expectations.html" target="_blank"> <span> <span> View More </span> <i id="latesthighlights_0_RptHighlight_icon_11" class="icon icon-external-link"></i> </span> </a> </div> </div> </div> </div> </div> </div> <div class="col-xs-12 col-sm-5 col-md-4"> <div id="pushedcontent_0_DivCode"> <div data-rotating="true" data-rotating-delay="3000" class="pushed-content matchHeight"> <div class="pushed-content__item"> <img id="pushedcontent_0_RptHomeMiniCTABanner_ImgMiniCTABannerImage_0" class="image" loading="lazy" src="/-/media/images/promotional-banner/cpi-orange-banner.ashx" alt="cpi" /> <div class="content"> <div class="rte"> <h3> CPI Explained </h3> <p> Why does the reported inflation differ from my personal experience? </p> </div> <a id="pushedcontent_0_RptHomeMiniCTABanner_HypLnkMiniCTABannerLink_0" class="btn btn--white" href="/-/media/files/visualising_data/infographics/economy/cpi-inflation.ashx" target="_blank"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_0">Find out why</span></span> </a> </div> </div> <div class="pushed-content__item"> <img id="pushedcontent_0_RptHomeMiniCTABanner_ImgMiniCTABannerImage_1" class="image" loading="lazy" src="/-/media/images/promotional-banner/gdpdyk-orange-banner.ashx" alt="GDP - Did You Know?" /> <div class="content"> <div class="rte"> <h3> GDP Explained </h3> <p> What activities contribute to Singapore's GDP? </p> </div> <a id="pushedcontent_0_RptHomeMiniCTABanner_HypLnkMiniCTABannerLink_1" class="btn btn--white" href="/-/media/files/visualising_data/infographics/economy/gdp-do-you-know.ashx" target="_blank"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_1">Find out more</span></span> </a> </div> </div> <div class="pushed-content__item"> <img id="pushedcontent_0_RptHomeMiniCTABanner_ImgMiniCTABannerImage_2" class="image" loading="lazy" src="/-/media/images/promotional-banner/dykkit-orange-banner.ashx" alt="DYK Median Household Income" /> <div class="content"> <div class="rte"> <h3> Household Income Explained </h3> <p> Why does the reported median household income differ from my personal experience? </p> </div> <a id="pushedcontent_0_RptHomeMiniCTABanner_HypLnkMiniCTABannerLink_2" class="btn btn--white" href="/-/media/files/visualising_data/infographics/households/dykkhit.ashx" target="_blank"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_2">Find out why</span></span> </a> </div> </div> <div class="pushed-content__item"> <img id="pushedcontent_0_RptHomeMiniCTABanner_ImgMiniCTABannerImage_3" class="image" loading="lazy" src="/-/media/images/promotional-banner/tte-orange-banner.ashx" alt="Training, Tuition and Enrichment Courses orange banner" /> <div class="content"> <div class="rte"> <h3> Data for Businesses </h3> <p> Data tools for firms providing Training, Tuition & Enrichment Courses are now available! </p> </div> <a id="pushedcontent_0_RptHomeMiniCTABanner_HypLnkMiniCTABannerLink_3" class="btn btn--white" href="/data-for-businesses/benchmark-my-performance/training-tuition-and-enrichment-courses" target="_self"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_3">Explore Data Tools</span></span> </a> </div> </div> <div class="pushed-content__item"> <img id="pushedcontent_0_RptHomeMiniCTABanner_ImgMiniCTABannerImage_4" class="image" loading="lazy" src="/-/media/images/promotional-banner/hes23_income-vs-expenditure_orangebanner.ashx" alt="HES23 Income vs Expenditure Banner" /> <div class="content"> <div class="rte"> <h3> Household Income vs Household Expenditure </h3> <p> What is the impact of Government Transfers on Household Income? </p> </div> <a id="pushedcontent_0_RptHomeMiniCTABanner_HypLnkMiniCTABannerLink_4" class="btn btn--white" href="/-/media/files/visualising_data/infographics/households/hes-income-vs-expenditure-and-impact-of-goverment-transfers.ashx" target="_blank"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_4">Find out more</span></span> </a> </div> </div> <div class="pushed-content__item"> <img id="pushedcontent_0_RptHomeMiniCTABanner_ImgMiniCTABannerImage_5" class="image" loading="lazy" src="/-/media/images/promotional-banner/orange-banner.ashx" alt="HES 2023" /> <div class="content"> <div class="rte"> <h3> Household Expenditure Survey (HES) 2023 </h3> <p> Check out what households are spending on from the latest survey results. </p> </div> <a id="pushedcontent_0_RptHomeMiniCTABanner_HypLnkMiniCTABannerLink_5" class="btn btn--white" href="/publications/households/household-expenditure-survey" target="_self"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_5">Find out more</span></span> </a> </div> </div> <div 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href="/-/media/files/visualising_data/infographics/trade_and_investment/fdi-fai-commitments.ashx" target="_blank"> <span> <span id="pushedcontent_0_RptHomeMiniCTABanner_LblMiniCTABannerButtonText_8">Find out how</span></span> </a> </div> </div> </div> </div> </div> </div> </div> </div> <div class="c-publications"> <img loading="lazy" src="/assets/singstat/images/temp/bg-publications.jpg" class="image-bg" alt="bg-publication" /> <div class="container"> <h2 class="title section-title">Our Publications</h2> <div class="c-publications__list"> <div id="publications_0_RptPublication_publicationCard_0" class="c-publications__item"> <div class="image"> <img id="publications_0_RptPublication_ImgBkg_0" loading="lazy" src="/-/media/images/home-publication/khit2024-265.ashx" alt="Key Household Income Trends 2024" /> </div> <div class="content"> <div class="text"> <span id="publications_0_RptPublication_LblTopic_0" class="category">Household Income</span> <h3 class="title">Key Household Income 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