London's Population

<h2>Introduction</h2>
<p>The 2022 mid-year estimate (MYE) is the current official estimate of the population for local authorities in England and Wales. Estimates are produced annually by the Office for National Statistics (ONS) and the 2022 MYE was published on 23 November 2023.</p>
<h2>Comparison to previous MYE data</h2>
<p>The previous MYE series (for the period 2012-2020) starts with the 2011 census estimate. Each subsequent year’s population is calculated by adding estimates of births, deaths and migration to the previous year’s population. The 2021 MYE represents a break in this series as it uses the 2021 census as its base.</p>
<p>The ONS revised the 2012-2020 MYE series in late 2023 to bring it in line with the 2021 MYE, so that comparisons could be made between between this series and the previous series. The values plotted on the chart are the revised values.</p>
<h2>Key Points</h2>
<ul>
<li>London’s mid-2022 population was&nbsp;<strong>8.866 million</strong>
</li>
<li>London’s population fell by 61,400 persons compared to the previous mid-year value</li>
<li>Components of change were as follows:</li>
<li class="ql-indent-1">109,500 births and 52,000 deaths (natural change of 57,500)</li>
<li class="ql-indent-1">Net domestic migration was an outflow of 125,800</li>
<li class="ql-indent-1">Net international migration was an inflow of 130,200</li>
</ul>
<h2>Population Change</h2>
<p>London’s 2022 population was 8,866,180. The first chart below shows the 2022 MYE in the context of previous estimates. There is an uptick after a temporary decrease in population which we attribute to the COVID-19 pandemic.</p>
<p>
<img 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lMb/2svNHjMHAMagO4BWLv/gELPpDIw//PjyTza+qI9bl/7k7/oO5fAB9PvH9p4EAHASGwPo0qWnDjCbrsBYhcNhAmg1oR5jPVoA9esvAGB4TQGUl8BvfhZtA/rJ/rPpFUB7uv/mpUf677A7ZPnkk7QTDACmoDuAoq0alw6xVj9FAN3eKmWOEEDRh2UnGABMwKYAuv/mpUPs2DlBAK1Gus1AjxFAq4ltsQ0KABjKpgCKNwHtXwgnCKDb2x2tdIwAWt60CQgApmBjAN0uBNAffvyt1U+Pv/CP6ZO34v1jH3939egTbxV+I9sUk06uMNn7P//eY9EZ9k/+Iv7xZnqs9ZXSvGuzWk31kU+XH0e/+9C3s0dz99/MMireE3X/19EEnvjFemLRb73waXFI7QdB9531+nUPvVAYzKrlHAUEAOO3RQD94cfZiWHfTnb0RAEU7SSLPfx+9hsdAfR/PZZNJd5d1BhADbOKKuT/+W56bv6/qL2RVXs8ko/qyh/Slz6Vz7J0rllbAPWd9f2f1V5XqjAAYLz67AJbr9N/n5fLpbQ1ogDKCiZd93cG0M3CROKtJU0B1DSr1VQfKjxc29N0M98DthrVv8zP5r9yqzyp7gDqPeviG3m0aRQAwGj1Pgg6vkBQtEfpfrzHa73OX7fFk+8nG07WwdAVQNH2pId/8WkylaysytcBapzV7fXGln9czerNvE1K40zHHY/q8g8+Xd7/20txu0QD/L+/e6k0lOYA6j3rKJQeifavffLd4oUCbtdHBgCMTp/T4J8q/WMdG+sXxanxVOWVXQF0Mw+E6KH49bUAapxVXCHJValv1i9OtJpINtNb+daom/kAo6k/utwQQL1nfSt7I+l0a8MAAMaqM4C+ijeDZBuAHi2+KP6hdJWgNG46Aqg09ZstAdQ8q9uFWRUPzM4fyja9FCom3lDzaTa/TQHUf9Y384duFWZ92JPKAIDj2HwrjMvpVpDCRpdbSePcquz+iX/YcBZYcSJxQ1QDqHlWxehpmNqtQrkURpVtZlpmodIVQP1nfav5LmnRZiMHAQHA2G0MoIfXQXCrdHBL2iylRwvH+WwOoE9+/r1LLQHUPKtimzQE0M1yABX3s10pP9wVQP1nHe8Wu/znv6h+no6CBoAJ6Aygy49na/ibpTtiFLaD5I+mWz82BNBXP//+46XTp6oB1DyrpqnmSltedg+gLWadngX28Fulg55vHuTOIQDAUW08DT5RXrGn51xtH0DZ9Xn6BlA6qwECqHPWhesAPfF+2+cEAIzS3gH0VOnBTQGUXWbn8T//RdsxQNMIoOXyq/eyiwPlgxFAADABuwXQrrvA4lPLn/i3v4nzpF8AjXUXWOyr+Eim4pHTAggAJqBvAO14EHS0xacQQLfzC+rkrdD7IOiOADr2QdAds46uhJjHl4OgAWAC+gZQ62nw+XX/budnjWcPpmeQNwRGtNFmu9PguwLo1kECqPesi9PN3sjSafAAMA19A6h2icA4MQqXHGwImuX6XKlCABW309xuOwi6eVYbAqhyIcQdA6j3rIvRU3xXLoQIAFPQN4A6boVxJX/BlXQSSRD8+lJtC1CaEvHh0I0B1Ho/iq4AqtwKY8cA6j/rwsUW09181WEAAGPVO4DiCwQ13ww1uk3oJ/mDcTk8kt4gtRRAUSs8/Nbq509+nJ8GHz33zwr3aW+e1YYAqtwMddcA6j3r6L8vv7B64/d//Vh5l5+boQLA6PUOoPwM9kiylr8V32y98mBy9/R14dwsnwZ/81LJI2n3xBtesnk3zWpDABWPPt4jgPrP+nbxfVxpGAUAMFr9A2j5hzezFf63k76ImuKT71YeXC5//Vj2UCWA7ufTePJ/S7viVrI1KJ93w6w2BdCqXB4pjGrXAOo/6+xNFo6bXj1bvU09ADA+WwRQtOPqW6v1/eMvZKUTN8X991aPXn6ycDnkZfLQL+JNIsUAWi4/jq6cc/mJ1TQKLRFN9slPi/OuzWpTAK3SKm2PvQKo/6zv/3z9Vgr3wrjtKkAAMAXVANrOrREd8nJ7BHufbjoHDACmYD4BdP/NwU/AKuyGAwBGbD4BNIJNQLdsAAKASZhRAA2+CeiPf+YIIACYhBkFULQHatBNQLecAgYA0zCnAFoNZ8hNQEP3FwDQ16wC6P6bQ+6DumkHGABMxH4BBAAwQQIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIADp8Jzb0KDg0AQQALb7TYOgxcRgCCAAaNMWPFJoPAQQAFZvjRwpNnQACgIJt40cJTZMAAoDEXvEjhSZFAAFA5ID1I4XGTwABwMZ+kUJzI4AACNuWxSKF5kEAARCuvRolrAya2ng3EUAAhOmAZTL3CJrUYHsSQACE51hFMscGmtBQtyGAAAjMSVJkJg00lXFuTwABEJABImSyETSFMe5OAAEQiMHjY0oNNPbx7U0AARCAkVXHuEZTNeaxHYwAAmDmRhY/mwdmUCcggACYs7HGT2pcgxvXaI5KAAEwV2OPn8RIBjmSYZyKAAJgjtrjZ4xr9MGHOvgATk4AATA304qf1HAjnt5ndQACCIA5mWb8JAYY+XQ/rD0JIADmYtLxkzjpG5j6h7UPAQTALMwgflIneSOz+bR2JIAAmLz2+Jnq+vzIb2dmn9YuBBAAkza/+Ekd613N89PalgACYLLmGz+Jg7+7eX9c2xBAAEzS7OMnccA3GcTn1ZcAAmByQomf1AHea1CfVx8CCIBpCSx+Enu95xA/sE0EEADT0R4/IazMd3vn4X5enQQQANMQdvwktvwEfGCtBBAA4yd+cr0/CJ9YFwEEwLiJn7rNn4dPbAMBBMB4iZ9WHZ+Lj6wHAQTASImfDTry0Ee2iQACYISsyntSPzsSQACMjDX5dtTPLgQQACNiRb4bn9m2BBAAIyF+9uJD24oAAmAMxM8B+NT6E0AADE38HJBPrR8BBMCQ7PdiEAIIgKGIHwYjgAAYgvhhUAIIgFMTPwxOAAFwQh3tI344IQEEwEl0pY/64dQEEABHtiF9xA8DEEAAHM3G9BE/DEQAAXAEPdJH/DAgAQTAIfUqH/HD0AQQAIfRN33EDyMggADYV//00T6MhAACYHfSh4kSQADsYIvykT6MkAACYCvShzkQQAD0JH2YDwEEwEbKh7kRQAB0kD7MkwACoJn0YcYEEABNpA+zJoAAqFE+zJ0AAqBM+hAAAQRAkfQhCAIIgIz0IRQCCICE9CEcAgiAiPYhKAIIgKZtP0MPCY5KAAEET/0QHgEEEDb1Q5AEEEDI5A+BEkAAwVI/hEsAAQRK/hAyAQQQIvVD4AQQQHDUDwgggMDIHxBAAGFRPxATQADhkD+QEEAAgVA/kBNAACGo14/8IWgCCGD+1A9UCCCAmVM/UCeAAGZN/kATAQQwX+oHWggggJly3DO0E0AAs6R+oIsAApgf9QMbCCCAuZE/sJEAApgV9QN9CCCAGZE/0I8AApgL9QO9CSCAWVA/sA0BBDAD8ge2I4AApk79wNYEEMC0yR/YgQACmDL1AzsRQADTJX9gRwIIYKrUD+xMAAFMlPqB3QkggEmSP7APAQQwQfIH9iOAACZH/sC+BBDAxMgf2J8AApgUZ37BIQgggAmRP3AYAghgMuQPHIoAApgK+QMHI4AApkH+wAEJIIApkD9wUAIIYPzkDxyYAAIYO/kDByeAAMbNqV9wBAIIYMzkDxyFAAIYL/kDRyKAAEZL/sCxCCCAkZI/cDwCCGCU5A8ckwACGCH5A8clgABGR/7AsQkggJFx6hccnwACGBX5A6cggADGRP7ASQgggPGQP3AiAghgLOQPnIwAAhgH+QMnJIAAxkD+wEkJIIDhOfULTkwAAQxN/sDJNQTQF+9cXSzOXv6o9sSDtxeZGycYG0AI5A8MoBZADz5IG+da9alvrgsggAOTPzCEWgCd55FTLaA7CwEEcFDyB4ZRDaC7VxeLaO/XvbcXi7Oflp+70D0AhyR/YCjVAFpFzvPrf53XNgGdL57+1UkGBRAC+QPDqQbQebbd506WQokHby+e+/I0owKYPfkDQ9oigL65XnkAgB059QuG1bkLrHzEz6qIbtx7bbFYvPTuacYGMFPyB4ZWDaDoVPf4IOh3FtUdXheLs79KzgF72a4wgF3JHxhe7TT4e6+mZ7o/WzniuXCCvIOBAHYlf2AE6leCvvd281ae6DrQZ69/ud44VL9KIgA9yB8YhVoAXWRbec7eKD3xzfXs+OjVa5wQD7A9+QMj0XAQ9OKV3y2XX3/QcbnnaGOQSyICbEn+wGhUAig6BjpJm886NvNc2AcGsCX5AyNSCaDixX9q58GXXiaAALbg1C8YlUoAFW/31bGZRwABbEP+wMh0BFBH5bgtKkB/8gdGp/8usMIGocIJYQB0kz8wQpUAuns1q55VC5UqZ/VUclD0g/PqbcIAaCZ/YJTqN0MtnAZfqpz4QohvfLlcfvHqwgYggD7kD4xU073AyvfCyPZ3RVuHUg6BBthI/sBo1a4E/eDtyv2+8gN+7qa3CTv70WkHCTBB8gdGrH4vsOUXr11dNc7LHyY/Fo54fvD5a6v8eeb1351seAATJX9g1BoCCIA9yR8YOQEEcGjyB0ZPAAEclvyBCRBAAIckf2ASBBDA4cgfmAgBBHAo8gcmQwABHIb8gQkRQACHIH9gUgQQwP7kD0yMAALYl/yBybn09wDso5I/Qw8HaCaAAA5H/sBEVALodBubAGbHzi+YKAEEsCv5A5MlgAB2I39gwgQQwC7kD0yaAALYnvyBiRNAANuSPzB5AghgO/IHZkAAAWxD/sAsCCCA/uQPzIQAAuhL/sBsCCCAfuQPzIgAAuhD/sCsCCCAzeQPzIwAAthE/sDsCCCAbvIHZkgAAXSRPzBLAgignfyBmRJAAG3kD8yWAAJoJn9gxgQQQBP5A7MmgADq5A/MnAACqJI/MHsCCKBM/kAABBBAkfyBIAgggAL5A2EQQAAZ+QOhEEAACfkD4RBAADH5AyERQABL+QOhEUAA+geCI4AA5A8ERwABoZM/ECABBIRN/kCQBBAQMvkDgRJAQMD0D4RKAAHBkj8QLgEEBEr+QMgEEBAk+QNhE0BAgOQPhE4AAeHRPxA8AQSERv4AAggIjPwBlgIICIv8AWICCAiH/AESAggIhv4BUgIICIT8AXICCAiC/AGKBBAQAPkDlAkgYPbkD1AlgIC50z9AjQAC5k3+AA0EEDBn8gdoJICA+ZI/QAsBBMyV/AFaCSBgpvQP0E4AAbMkf4AuAgiYIfkDdBNAwOzIH2ATAQTMjPwBNhNAwLzoH6AHAQTMifwBehFAwHzIH6AnAQTMhfwBehNAwDzIH2ALAgiYBf0DbEMAATMgf4DtCCBg8uQPsC0BBEyc/AG2J4CASZM/wC4EEDBl+gfYiQACpkv+ADsSQMBUyR9gZwIImCb5A+xBAAFTJH+AvQggYIL0D7AfAQRMjvwB9iWAgImRP8D+BBAwKfIHOAQBBEyI/AEOQwABk/Ed/QMciAACpkL+AAcjgIBpkD/AAQkgYArkD3BQAggYP/kDHJgAAsZO/gAHJ4CAcXPqF3AEAggYNfkDHIMAAkZM/gDHIYCA0ZI/wLEIIGCk5A9wPAIIGCX5AxyTAAJGyKlfwHEJIGB85A9wZAIIGBv5AxydAALGRf4AJyCAgDGRP8BJCCBgPOQPcCICCBgLp34BJyOAgJGQP8DpCCBgFOQPcEoCCBgB+QOclgACBid/gFMTQMDA5A9wegIIGJRTv4AhCCBgSPIHGIQAAoYjf4CBCCBgKPIHGIwAAoYhf4ABCSBgCPIHGJQAAk7PqV/AwAQQcHLyBxiaAAJOTP4AwxNAwEnJH2AMBBBwQvIHGAcBBJyM/AHGQgABJ+LUL2A8BBBwGvIHGBEBBJyC/AFGRQABxyd/gJERQMCxyR9gdAQQcGTyBxgfAQQclc0/wBgJIOCY5A8wSgIIOB75A4yUAAKORv4AYyWAgCOx+QcYLwEEHIf8AUZMAAHHYPMPMGoCCDgC+QOMmwACDs7mH2DsBBBwaPIHGD0BBByWzT/ABAgg4KDkDzAFAgg4IJt/gGkQQMDhyB9gIgQQcCg2/wCTIYCAA5E/wHQIIOAgbP4BpkQAAYcgf4BJEUDA/mz+ASZGAAF7kz/A1AggYE82/wDTI4CA/cgfYIIEELAPm3+ASRJAwB7kDzBNAgjYmc0/wFQJIGBX8geYLAEE7MbmH2DCBBCwE/kDTJkAAnahf4BJE0DA9uQPMHECCNia/gGmTgABW5I/wPQJIGA7+geYAQEEbMPJ78AsCCBgC/IHmAcBBPRm8w8wFwII6IKacpwAAB+mSURBVEv+ALMhgIB+bP4BZkQAAb3IH2BOBBDQg80/wLwIIGAz+QPMjAACNrH5B5gdAQRsIH+A+RFAQCebf4A5EkBAF/kDzJIAAtrZ/APMlAACWskfYK4EENDC5h9gvgQQ0Ez+ADMmgIAmNv8As9YQQF+8c3WxOHv5o4ZX32t/CpgT+QPMWy2AHnywSFyrvfizq+tnzn50krEBA7H5B5i7WgCdLxZtBXQnf+rGiYYHDED+ALNXDaC7VxeLaBfXvbcXi7Oflp765vpi8ezqqS9eXSye/tXphgiclM0/QACqAXSxWDy//td5dRPQ6qnnvoz+8eDtpv1jwCzIHyAE1QA6z7b73MlSaG2VPelTd68mKQTMjM0/QBj6B9A317PqKbQQMCfyBwhE5y6w0qHOxSCqPgfMgc0/QDCqARQd6RwfBP3OorKb607hwJ8LAQSzI3+AgNROg7/3anqq+7PlM72K0XPHUdAwN/oHCEn9StDRCfCRlyuHOQsgmDH5A4SlFkAX2cUOz96oPiGAYJ6+o3+AwDQcBL145XfL5dcfVK/3LIBgpuQPEJ5KAEXHQCeZ81nles8CCGZJ/gAhqgRQx7nuzgKDOdI/QJAqAVQsm4vyZh7XAYL5kT9AoDoCqLKfy5WgYW7kDxCs/rvA3AsM5kX+AAGrBNAqbdLqWbVQeTOPu8HDjMgfIGj1m6EWToMv3Qw1PkPs2Q+Xyy9erZwfBkyO/gHC1nQvsPK9MFaPJFuC7uRPOQQapkz+AKGrXQn6wdtp5CSH+eQBtPynq8k1on900jECByV/AOr3Alt+8dqqc85e/jD5sRBAy3vvxE99dKrRAQcnfwAaAwiYL/kDEBFAEBL9AxATQBAO+QOQEEAQCvkDkBFAEAb5A1AggCAE8gegRABBAPQPQJkAgtmTPwBVAghmTv4A1AkgmDX5A9Dk0t8Ds1XOn6FHAzAkAQSh0D8AmUoAnW5jE3BS9n4BtBJAME/yB6CDAII5kj8AnQQQzI/8AdhAAMHs6B+ATQQQzIz8AdhMAMGsyB+APgQQzIj8AehHAMFsyB+AvgQQzIX+AehNAME8yB+ALQggmAP5A7AVAQTTJ38AtiSAYOrkD8DWBBBMnP4B2J4AgkmTPwC7EEAwYfIHYDcCCCZL/gDsSgDBRMkfgN0JIJgm/QOwBwEEUyR/APYigGB65A/AngQQTI78AdiXAIKJkT8A+xNAMCn2fgEcggCCKZE/AAchgGA65A/AgQggmAp7vwAORgDBRMgfgMMRQDAJ8gfgkAQQTIH+ATgoAQTjJ38ADkwAwdjJH4CDE0AwcvoH4PAEEIya/AE4BgEEI+bSPwDHIYBgvOQPwJEIIBgr+QNwNAIIxsneL4AjEkAwSvIH4JgEEIyQ/AE4LgEE46N/AI5MAMHYyB+AoxNAMC7yB+AEBBCMiv4BOAUBBCMifwBOQwDBaLj0D8CpCCAYC/kDcDICCMZB/gCckACCUdA/AKckgGAE5A/AaQkgGJz8ATg1AQRD0z8AJyeAYFjyB2AAAgiG5NI/AIMQQDAg+QMwDAEEg5E/AEMRQDAU/QMwGAEEw5A/AAMSQDAE+QMwKAEEA9A/AMMSQHBy8gdgaAIITsylfwCGJ4DgtOQPwAgIIDgl+QMwCgIITsfeL4CREEBwMvIHYCwEEJyI/AEYDwEEp6F/AEZEAMEpyB+AURFAcHzyB2BkBBAcnf4BGBsBBEcmfwDGRwDBUbn0D8AYCSA4JvkDMEoCCI5H/gCMlACCY7H3C2C0BBAcifwBGC8BBEchfwDGTADBEdj7BTBuAggOTv4AjJ0AggOTPwDjJ4DgsPQPwAQIIDgk+QMwCQIIDkf+AEyEAIJDkT8AkyGA4DDkD8CECCA4CP0DMCUCCA5A/gBMiwCCvckfgKkRQLAn+QMwPQII9iJ/AKZIAME+9A/AJAkg2J38AZgoAQS7kj8AkyWAYDfyB2DCBBDsQv4ATJoAgh3oH4BpE0CwNfkDMHUCCLYkfwCmTwDBVuQPwBwIINiC/AGYBwEE/ekfgJkQQNCX/AGYDQEE/cgfgBkRQNCH/AGYFQEEm8kfgJkRQLCR/gGYGwEEG8gfgPkRQNBJ/gDMkQCCDvIHYJ4EELSSPwBzJYCgjf4BmC0BBM3kD8CMCSBoIn8AZk0AQZ38AZg5AQRV8gdg9gQQVOgfgPkTQFAifwBCIICgQP4AhEEAQUb+AIRCAEFC/gCEQwDBmv4BCIgAgoj8AQiKAAL5AxAcAQTyByA4AojAfUf+AARIABG07+gfgCAJIAImfwBCJYAIlvwBCJcAIkzV+pE/AEERQIRI/QAETgARHvkDEDwBRGjkDwACiMDIHwCWAoigqB8A1gQQwZA/AKQEEIGQPwDkBBBBkD8AFAkg5s9FDwGoEEDMnfoBoEYAMW/yB4AGAog5kz8ANBJAzJZDfwBoI4CYKfUDQDsBxCzJHwC6CCBmSP4A0E0AMTvyB4BNBBDzon4A6EEAMSfyB4BeBBDzIX8A6EkAMRfyB4DeBBCz4KKHAGxDADED6geA7QggJk/+ALAtAcTEyR8AtieAmDKH/gCwEwHEdKkfAHYkgJgq+QPAzgQQ0yR/ANiDAGKK5A8AexFATI76AWBfAoiJkT8A7E8AMSVOewfgIAQQ0yF/ADgQAcRE1OpH/gCwMwHEFKgfAA5KADF+8geAAxNAjFy9fuQPAPsSQIyZ+gHgKAQQ46V+ADiSSgBdLEqulZ588Hb+zI0TjpEg2fgDwPFsE0DfXBdAnIb6AeCotgmgOwsBxCmoHwCOrP0YoFULPV97RPdwbDb+AHB8rQF0Z7F47svyQ+eLp3917PEQNvUDwEm0BdA31xdnPy0/9ODtWhLBIakfAE6kLYDOqwcAxU30fONr4QBs/AHgdFoCqGEHWPTYjXuvLRaLl949+rAIjPoB4KSaA+jB27UdYNEx0Gd/lZwD9rJdYRyQ+gHgxJoDqH4G2DLeK5ZxMBCHYuMPAKfXGEANR0CvrwN99voqfO69U7tCEOxG/QAwiMYAutO0AahQRRcLJ8RzAOoHgIE0BVDjEUCVF7gkInuy8QeA4TQF0N2rm47xubAPjL2oHwAG1RRAm/PmjgBiD+oHgIE1BNDGPWACiD3Y+APA8BoCaPMeMLdFZUfqB4BRaAiglj1ghYcbT5OHTdQPACPREEDnzXVz92p67vuD86bT5KGTjT8AjEc9gB683XyRn/hCiG98uVx+8erCBiC2o34AGJV6AH1zvXwIULa/6+7V/FYYDoFmC+oHgJGpB1D1GOj8gJ+7ryb5c/ajE42OGbDxB4DxaQyg0gE+hSOeH3z+2ip/nnn9dycZGjOgfgAYpea7wcMhqB8ARkoAcSQ2/gAwXgKIo1A/AIyZAOLw1A8AIyeAODT5A8DoCSAOSv0AMAUCiANSPwBMgwDiUGz8AWAyBBCHoX4AmBABxAHY+APAtFz6e9hTrX6GHhAA1AggDqm+8WfoEQFAg0oAnW5jEzNk1xcAkySA2JkjfwCYKgHEjtQPANMlgNiFjT8ATJoAYnvqB4CJE0BsycYfAKZPALEN9QPALAgg+pM/AMyEAKIn9QPAfAggepE/AMyJAGIz9QPAzAggNpE/AMyOAKKT+gFgjgQQHdQPAPMkgGhj4w8AsyWAaKZ+AJgxAUQDG38AmDcBRI36AWDuBBBlNv4AEAABRJH6ASAIAoiMjT8AhEIAkVA/AIRDABGx8QeAoAggbPwBIDgCKHT1bT/yB4DZE0Dhakgf9QNAGARQkJrbR/4AEAoBFJjW9FE/AAREAIWjq33kDwBBEUAh2JA+6geA0AigmdvcPvIHgPAIoNnqlT7iB4AgCaA5kj4A0EkAzYvNPgDQgwCaDekDAH0JoBmw2QcAtiOApk36AMAOBNBU2ewDADsTQBMkfQBgPwJoUmz2AYBDEEBT0LN7pA8A9COAxqp/9GgfANiSABqRrZtH+gDATgTQsHZtHu0DAHsQQKe3b/RIHwDYkwA6icM0j/YBgMMQQEdz2OiRPgBwOALo4HQPAIydADoo0QMAUyCADkbzAMBUCKCD0DwAMCUCaG+iBwCmRgDtRfMAwBQJoN2JHgCYKAG0G+EDABMmgLYnfgBg4gTQdsQPAMyAAOpP/ADATAigfsQPAMyIAOpB/ADAvAigDWz6AYD5EUAdxA8AzJMAaiF+AGC+BFAD8QMA8yaAqsQPAMyeACoSPwAQBAGUst8LAIIhgCLiBwCCIoDEDwAEJ+wAEj8AEKSAA0j8AECowg0g9QMAwQo2gMQPAIRLAIkfAAiOABI/ABCcYANoKX4AIFjhBtBS/ABAqAIOIAAgVAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCM+cAevDLFxeLxTMvf5Q/dO+dq4vFWfcjkW+uP/2r0wySmh2X24PPol978Y0vTzdSCnottkj9y+XrNqAdl5uv27D6LLaG10R83XIzDqDPVn8Na69UHzr7UfsjkQdvL/yJDGXH5XY3/bVnLbkh9FpskfqXy9dtQDsuN1+3YfVZbA2vifi6Fcw3gO4scs/XHrrR9kjkwfnCn8hQdlxu2f8gLxbP+T+lp9drsUXqXy5ftwHtuNx83YbVZ7E1vCbi61Y02wD65vrq/5x8uPrHF6+umvin2UMfrR9Z/wXUH4msCtmfyFB2XG7RI2dvRBt9V//LfG3A8Qeq12KL1L9cvm4D2nG5+boNq89ia3hNxNetZLYBdCer3miJx/+8SP/fSvTIteZHVj6P/8+NP5Fh7LjcLrIldsf/Jx1Ar8W2bPpy+boNacfl5us2rD6LreE1S1+3qtkG0Hm+/fbu1fhPY/VnkHZw6yPL5b1VLi9eftWfyEB2W26FRwr/5GT6LLamL5ev27B2W26+bgPrs9jqr/F1q5ttABV8cz1e/Ml/RZK/lvojcUifveEwsTHYYrmtvuHPt0+IU2pdbE1fLl+30dhiufm6jUfHYqu+xtetLqAAulM4FGxdx/VHVn8iZ6986Tj5Udhiud1xJMJotC62pi+Xr9tobLHcfN3Go2OxVV/j61YXQgAlfxvFb+1FbbV5kfzRfB39ofgTGYMtllv8n/FlMJ55Y5CxkmldbE1fLl+30dhiufm6jUfHYqu+xtetLoAAWuVvvEWw+Gex/nOpP5LwJzIC2yy389VLL5IzPl2YZFDtiy3hOkCjtM1y83UbjY2LrfCahK9bwfwDKLrsQXqYvACajq2W2+p/kf8qu+aFRTegjsWWvkIAjdBWy83XbSw2L7bCa9Kffd1ysw+g/LJPAmhKtlpu8bUtFtEV37/+oHzVL06ra7GlLxFA47PVcvN1G4sei61+4UNft4K5B1D0XU02/wmgCdluucX/i3wte8B5uUPpXGz5awTQyGy33HzdRqLnYqssIV+3gpkH0L3CRTAF0HRsu9zOC5djq50Dwal0L7aEABqdbZebr9so9FlsxdckfN0K5h1A0d3gsoP0+p0FFvMnMqytl9t54RHn6A5lw2JLCKCx2Xq5+bqNQZ/FVnpNwtetYNYBFJ2o8Ep2nfZ+1wGK+RMZ1PbL7cL/Ig9v02JLCKCR2X65+bqNQJ/FVn5NwtetYM4B9MGi9N3sdyXo9Cd/IoPZYbkVv/4X/hd5EBsX2zL7SQCNyA7LzddteH0WW+U1y+x5X7fUjAPoorLzs9+9wNKX+hMZyi7LbfVf2QJzUMIgNi+2/AkBNB67LDdft8H1WWzV1+Qv9XVLzTeAVv8v5emPSo9c9Lsb/NKfyJB2W27RpS7W/1v9mSuTDKHPYlsTQGOy23LzdRtYn8VWf82ar1vBbAOocvXL5KHFsx8ul1+8mn5p64+s+RMZzI7L7e7V9SNfN2/15ch6LbY1ATQiOy43X7dh9VlsDa9Z83UrmG0ApVdqX1v/JdzJH0i22tYfifkTGcyuy63we89Vj/rj6PottpgAGpFdl5uv26D6LLam18R83QrmGkDri5VWF/8/XU1+/FH6uvojyW/7ExnE7sstfWTxsv9BPrm+iy15rQAaid2Xm6/bgPostubXJM/4uqXmGkDRBsGGxR/fwfjs5cKe0fojS38iw9ljuX39yx+uHnnpw9MOmEjvxbYUQGOyx3LzdRtOn8XW8pqlr1vJXAMIAKCVAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAhOQwA9+Py1q4vF4pl//dGJx/L5Oz+M5vvyu/lDF4vF07/Kf7yzWFxL/tkxytUvLRY3io+cL+JfrExtefdq/Lr49QXPd4wxme2Lr/8ufeDtxdlPt3mX997tfvpvXlzEn8KH2UOFd12yevy5L7um9c31DS84uq0/HQA4iXoAfXY1K4HnTplAhfmevZE+eFHukTwFukZ5Ua2YVQjEvxj9d+Hx1do5/rF/AD34ZT7bV75MJ7LNKv7BB80xk7j7aj6MZ9PJtgRQNPxy51UJIABoVgugO8UUKG0vOapVGBSl6+3KxpwsBTpHeVF9MH71teQfN4qvi1/VO4Di5KiMcctVfNvWnMLIc9c6fyfaftW5tUoAAUCLagBFG0mefTdaa/422tpxsvVntJPq7JXfrv71dbyVJZlxpWXSFOge5eqXXixtGzmPfr6WzCabWrIDLH5954aUVNw/z74b7fz64rU0Pg4ZQPG7ffnD6N188c7VLNZafudicfbD7nkLIABoVg2gi0JOZIVwfBf5PqVka9C17PHCZo40BbpHuXr2f7ha2DbyzfWzvymUU/JElDPZTHq9zfNFoUQ+S/rkgAEUbZ/K9+dF41u/yebfierms87tSQIIAFpUA+i8uMK62LCL5WCiLimuyVczXg9j9Y+/LATOnWxDTtcoVw+88XZpu1FeCnfSKRciqmcARaVVGGTy+4cLoLx48p9vtP9O9Ojqc+vaSymAAKBZZwDdzbajPPg82ufz0ru1A39XL4nXseer//r8h6uXRFswHny2+tfZy/nGjM9eLPx2tF6urBUvKrux0sOToyeuXeS7rRoD6O7VegDdKETNamLX8oY4T2ZVGETPAKoMMoqPj9LPovKGv/5l9IbPXno3nWfy4fwyObjnRtOHkLdZ/sC14n+XxZ/BefPQ770T7VD8Mg+g8hKIH48X0rPRCONDu5/JDjwvL+toavHPH6VTKy3q8juNF0X08rNX1mfJ1T6d9O+l9W0BwCk07AJrWCvdezVZcz8br8WaAyjaKRQ/np7KdHYje03xt+vr/mxbR+ZOfnzytayGSrvAug8lvlGoortXn/5VvrJNNzad55PoF0C1Qf42Owj6P56X33B+LPN6ZZ99OH/TFUDn1S1ZD/5L+V2XrD/4O43b6JL5P/ff0gCqLIEoZf6/t9MDrdOFm0yosqzzd/OvrtcXdeWdRp96Mq/1m6t9OoU/nXMbhwAYTDWAotXXK7+rPBifRr4WZ0ljAD1zNVmL5q9ev+ju1fJv19f9q1dU9uSkL4lLJz/KJ02BxlFmoqB5kO8Du1gNqtAQ6w0txWvo9Aug+iBj0Wfxw/L7y6sg22CVfDjpyWtNAVQvolRjAK0bsHEXUzb/f34965LSCKMA+l/SZfQfs1PbbiTDKL+b4gl31UVdfaerGf136eTicdU/nYv0zQy/fw6AgNVOg4/XaWd/+R+KebH6v/Bnr3+53lUSbSdoDKDsAN7z9YV8oi0J0YvXZ2xFe2Guth1SVL+iX7q55aJ8AcMsBZpGWXwLN/KqWU3qRqkhoi0tpXAorsYXrWe+tVx2MD417OyN1afzn5IKiN5wXGdfvLqofTjt+31aAqvld9I3cFF/Lv7AP0oulRTNv7YE4sh59sPVMoprJ3rx5+nCqS7r2tQK76b2TuPSSl/9fOOnk+0DswcMgAF1XAgxOwpktc5KaiH5V3MAPZcdYLJ+MvnHnfozVQ07cpI9VNl2jurRMPVR5uL2yfaBRXvASmvbaLX9YnHtu3cAPf1ROp3nS+8mbZr8w+lY7bdf17npd9K315BNF4vCjq/oX7UlEH0CWYXk/0oSprysa1MrvJvaO81eU/hLqXw6q19Pt5PZAwbAYBpvhfFquhfj9XhldpH3yXl1x0shgPLL9iWvXm+EKRzq0bb2v9gQQNlquXQrjMooS5O7scz2gUV7wMpzvlPJnN4B1LT9Kj+bvniA71p6ktZ5aQfc5gDKL7gY/3rT76RHP9cPnyosnCReaksgCqAb6QiT55Kx1pZ1fpj1xaK6qGvvNM+n/C+l+uncyS4fYA8YAINpuRnqF798LY+BwqlG6w0PzQGUryeLa+TioR6187USm7YAZSvfSgqURpm7SO/wlaxob1R/8bx8vtVFr2OA2rcAVT+Lta//3//16iILoOqJ/J3T3xxA+fnvtWEVTo1fD6i+BPKX1P5VXda1qZVeUn2n5XO8mv9SVlN8fv2jPWAADKbjbvDRudTVA23Xa7HGAGo5uadwUG3r5pWGtjgvHgOUbUloSIF0lAXroElqK94DVvnFSoj1C6Da9p21pgBK7piaFUyPjWClnVmbA6h0K5DawdTpONf/rC+B9gCqLeva1MoLuPJOS+fetQRQsg/MHjAAhtQRQOk6uXBCVbIS3CaACmcgtQbQhrPAkpesz91qPCG8/NvroEmGfZ4el7NvANVP3o+PwG74LIpvuX8A1Y+QSj/4+u+Ub0pWfrYQauulVV8CnQFUXta1qZXeTfWdlgOo+S9lvQ/MHjAABlUJoMrujfNkXbXHFqCWDScl3dcBWj8S7wS7k13DpzbKgots69GN6DYYlYOHljsGUG2Qq2m+0hRA6y0uz7z0r//Df7u+RQDVj61pD6BK05T6r7bNpr4EDrUFqPZOe20BiveB2QMGwKAqAXSxaEiD8iEsbccAtVxXecPdGrLfab8SdP5QekHnxlHWfo5XwXeyI2/3DaDaINsOCL8oXvFxiwC6U72vfXsAXRQeqYZZ0zFA9e1rPY4Bipd14zFAhUVdfqd9jgFa7wOzBwyAQVUCqLw7KVl9XVTPDCqvAytrxdK50c83bN1pULhHaTrV7F5g6Zo+2gn2N9lJYfVRln77xnqwT//qvOluErsFUOVeYEmv1FbxhQfubLMLrHYvsPYAKu8tq4RZ4QNfP1NfAh0BVF3WtakV3k39nRYWzHm6H7IeQHevRldftAcMgAFVAiha3z2b3dLqIlutla8Nk9+14d71WgDlrz7PrmKY31ShZe2/eqbtbvDXiq9Z/9g4ytLE0puI/pv1HrCDBFA8gPxu8FezsbQFUPThbBFA8ZHN+duKD+9uDqDyQeOFc8/TYWb7mtJNUuUl0BFA7dcB+qa2qOvv9G52rcskhRoDaPXgv7puDxgAQ2q6Fcbi5Q+/TC+0k9zKIb86cLwSS3rlQfHywNlKOLkSdJQx0TowWnFG1wJefv1B9YSlgujywmev/3YZ3V4zm2g5gNZHnGS3wqiNMpMGTfwLTZcd3jGA4kOPn3n9d+n9QuNJ11fx5+uMiT+ttBeLAdS+6SNOvJfejQ6u/u1/fnWRzqIWQOWjhQr3Slumbzu6zPPnxStBl5ZARwDVlnV6JejPGxZ17Z2ul8tH+TWnmy8ScLF45qo9YAAMqXYW2Gelw2vXK9ba/aHyB/5N/dSgwqvT3U/lBxqvCP1Bab75qrJ6AcNrraPMZEFznr1+UwCV3WgZ5DevFl/1bPxR1Ffx9VPUa+dNNd4MdeWfygc3J5d4LE1wtQSqp71VDx7KXp/evrS6BLoCqM+9wAo7vsrvdDWyZ0oXAGgOoPyC0QAwjPpp8Om93KN12o+Sx2p3CL+TrOauNV0cJnv1tfKLC7fBbPj//58X5vtG+uBF9QKG2XWFG0ZZ+KXs3qnJjA4TQOudc4lXsv051VV8+qKz15MDaAofzvoE9mttH0J8VaNsDsmdzqoBdFFJvvzCzonkPiH53eArS6ArgPrcDT4bePWdRh9sMtq2PEw/BHvAABhS03WAvnjnxWil9tK/z/9P+nqfz0vvZg98/cHV+OemAFo++Cy6A/hL2eEsD34ZTTDeeRRpuyfYF+9Ev/bMy/lcKgEUremv5a+ujTL/pexGD/ldqw4RQNEOuvjKfy+m76VxFR9/WM+8/mV6QHjp0oFR4rzS/iE8+M/xDJ75y/weZ5UA+q+1g5rPqxtU7r1zdXH2SuEc9vIS6Ayg+rK+F//8UfqpFd9N5Z3GL4na9Jk32j+dyiQAYACdF0IM24WVdEnbjUy2e0mkeHMOABiCAGp1vvn6RQHILwzUdBPUip4BdGEPGAADE0BtHrxtK8VyfVZYtDfs6w+qVxto0C+APq/d+QQATkwAtbnod2783BXvurFxs02PALrTb0oAcFQCqMWD//mNzS8KwWdXe/dPz8OEnAMPwOAEEBt8/csfFs/h69IjgKJrKb2ifwAYmAACAIIjgACA4AggACA4AggACI4AAgCCI4AAgOAIIAAgOAIIAAiOAAIAgiOAAIDgCCAAIDgCCAAIjgACAILz/wMJCBalWeCQbwAAAABJRU5ErkJggg==" width="1152">
</p>
<h2>Components of Change</h2>
<p>Births, deaths and migration form the components of population change.</p>
<p>The 2022 MYE values for births and deaths were similar to those in 2021.</p>
<p>At -126,000, the value for domestic migration (migration within the UK) had returned to close to the 2020 value (-114,000) after a peak net outflow during the COVID-19 pandemic of -186,000. An outflow of domestic migrants from London is normal and this has been the case each year for the last two decades. This flow is partly because many international in-migrants initially settle in London before moving out to other parts of the UK. The second move in this sequence is counted as a domestic migration.</p>
<p>There has been a marked change in immigration since 2021. This can be attributed to the end of free movement for EU nationals, easing of travel restrictions following the COVID19 pandemic, and the war in Ukraine. At over 130,000, the 2022 MYE value for London’s net international migration represents a considerable increase from 78,000 in 2021 and greater than the previous peak value in 2015 of 112,000.</p>
<p>
<img 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" width="1152">
</p>
<h2>Age structure of the population</h2>
<p>
<img 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" width="1152">
</p>
<h2>Future Updates</h2>
<p>The next mid-year estimates will be released between June and July 2024.</p>
<p>The full ONS mid-year population estimates release and back series can be found on the ONS website:&nbsp;<a href="https://www.ons.gov.uk/peoplepopulationandcommunity/populationandmigration/populationestimates" target="_blank" style="color: rgb(51, 122, 183); background-color: transparent;">https://www.ons.gov.uk/peoplepopulationandcommunity/populationandmigration/populationestimates</a>.</p>
<p>For information relating to London’s population see the demography pages of the London Datastore:&nbsp;<a href="https://data.london.gov.uk/demography/" target="_blank" style="color: rgb(51, 122, 183); background-color: transparent;">https://data.london.gov.uk/demography/</a>&nbsp;or email&nbsp;<a href="mailto:[e-mail]" target="_blank" style="color: rgb(51, 122, 183); background-color: transparent;">[e-mail]</a>.</p>
<p>An in-depth review of the available evidence for population change in London since the start of the coronavirus pandemic has been produced by GLA Demography:&nbsp;<a href="https://data.london.gov.uk/dataset/population-change-in-london-during-the-pandemic" target="_blank" style="color: rgb(51, 122, 183); background-color: transparent;">https://data.london.gov.uk/dataset/population-change-in-london-during-the-pandemic</a>.</p>