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<h2 class="hero__title">Redrawing the equity map with global small caps</h2>
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<h3 class="research__standfirst">
<p>FTSE Russell today announced the 2018 <a href="http://www.google.com">schedule</a> for the annual reconstitution of its Russell US Indexes. The reconstitution process, closely watched by market participants, is designed to capture
and reflect market shifts that have occurred in the past year to ensure investors continue to have the most accurate US equity market benchmarks.</p>
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<p>By: Catherine Yoshimoto, Sr. Index Product Manager</p>
<p>For the first time in over 10 years, the weighting of the financials sector in the<a href="http://www.ftse.com/products/indices/uk?_ga=1.267183565.2106095192.1462281208"> FTSE 100<sup>®</sup> Index</a> fell below that of the consumer
goods sector at the end of February, just before quarterly review results were announced. This brief sector rotation made headlines in the UK as it was believed to highlight the struggles that financial services companies have
faced since the global financial crisis. But was this just a temporary cyclical shift or a reflection of a longer-term trend?</p>
<p>As illustrated below, the performance breakdown by sector in the FTSE 100 Index over the past 12 months reveals the role that performance played in this rotation. Over this period the consumer goods sector was the highest performer
while the financials sector was the penultimate underperformer in the index for the same period. In a market cap weighted index like the FTSE 100, this was certainly a major driver of the recent weighting shift. <br />
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<h4>FTSE 100 Index 12-month Total Return by Sector, March 1, 2015 to February 29, 2016</h4>
<p><img 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"
/></p>
<p>In addition to recent sector performance, we can also examine how the longer term FTSE 100 industry weights have shifted over the last 10 years. By examining the index sector weightings from pre-financial crisis in February 2006
to those of 2011 and 2016 we can see whether there has been a temporary or long term trend at work.</p>
<p>The chart below clearly indicates that in the wake of the global financial crisis, the weight of the financials sector had already dropped to its current level in the FTSE 100 by 2011. This 8% decline occurred even while the number
of stocks included in the sector was roughly the same. This makes sense when you consider that during this time the total market value of the financials sector declined over 20% compared with an 8% increase for the FTSE 100
as a whole.</p>
<h4>FTSE 100 Index – ICB Industry Weights (%)</h4>
<p><img 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"
/></p>
<p>From 2011 to today, the largest weighting shift has not occurred in financials but is instead seen in the consumer goods, oil & gas and basic materials sectors. The decline in the weight of oil & gas coincides with the
steep fall in oil prices. Similarly, the basic materials sector was the hardest hit from a performance perspective which has led to its current weight being about a third of what it was five years ago. </p>
<p>Based on the data over the last 10 years, therefore, it seems that the financials sector weight has remained relatively stable. The recent sector weight rotation simply reflects the performance differential between consumer goods
and financials over the past year. While financials’ brief rotation out of the largest sector weight in the FTSE 100 is new, the trend is not – if the weights of financials and consumer goods sectors continue to be fairly even,
shifts like the one in February could be the new normal depending on performance of these sectors.</p>
<p>For more information on the FTSE UK Index Series Quarterly Review, click <a href="/node/601">here</a>.</p>
<p>-----------------------</p>
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{
"standfirst": "<p>FTSE Russell today announced the 2018 <a href=\"http://www.google.com\">schedule</a> for the annual reconstitution of its Russell US Indexes. The reconstitution process, closely watched by market participants, is designed to capture and reflect market shifts that have occurred in the past year to ensure investors continue to have the most accurate US equity market benchmarks.</p>",
"body": "<p>By: Catherine Yoshimoto, Sr. Index Product Manager</p>\r\n\r\n<p>For the first time in over 10 years, the weighting of the financials sector in the<a href=\"http://www.ftse.com/products/indices/uk?_ga=1.267183565.2106095192.1462281208\"> FTSE 100<sup>®</sup> Index</a> fell below that of the consumer goods sector at the end of February, just before quarterly review results were announced. This brief sector rotation made headlines in the UK as it was believed to highlight the struggles that financial services companies have faced since the global financial crisis. But was this just a temporary cyclical shift or a reflection of a longer-term trend?</p>\r\n\r\n<p>As illustrated below, the performance breakdown by sector in the FTSE 100 Index over the past 12 months reveals the role that performance played in this rotation. Over this period the consumer goods sector was the highest performer while the financials sector was the penultimate underperformer in the index for the same period. In a market cap weighted index like the FTSE 100, this was certainly a major driver of the recent weighting shift. <br />\r\n </p>\r\n\r\n<h4>FTSE 100 Index 12-month Total Return by Sector, March 1, 2015 to February 29, 2016</h4>\r\n\r\n<p><img 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\" /></p>\r\n\r\n<p>In addition to recent sector performance, we can also examine how the longer term FTSE 100 industry weights have shifted over the last 10 years. By examining the index sector weightings from pre-financial crisis in February 2006 to those of 2011 and 2016 we can see whether there has been a temporary or long term trend at work.</p>\r\n\r\n<p>The chart below clearly indicates that in the wake of the global financial crisis, the weight of the financials sector had already dropped to its current level in the FTSE 100 by 2011. This 8% decline occurred even while the number of stocks included in the sector was roughly the same. This makes sense when you consider that during this time the total market value of the financials sector declined over 20% compared with an 8% increase for the FTSE 100 as a whole.</p>\r\n\r\n<h4>FTSE 100 Index – ICB Industry Weights (%)</h4>\r\n\r\n<p><img 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\" /></p>\r\n\r\n<p>From 2011 to today, the largest weighting shift has not occurred in financials but is instead seen in the consumer goods, oil & gas and basic materials sectors. The decline in the weight of oil & gas coincides with the steep fall in oil prices. Similarly, the basic materials sector was the hardest hit from a performance perspective which has led to its current weight being about a third of what it was five years ago. </p>\r\n\r\n<p>Based on the data over the last 10 years, therefore, it seems that the financials sector weight has remained relatively stable. The recent sector weight rotation simply reflects the performance differential between consumer goods and financials over the past year. While financials’ brief rotation out of the largest sector weight in the FTSE 100 is new, the trend is not – if the weights of financials and consumer goods sectors continue to be fairly even, shifts like the one in February could be the new normal depending on performance of these sectors.</p>\r\n\r\n<p>For more information on the FTSE UK Index Series Quarterly Review, click <a href=\"/node/601\">here</a>.</p>\r\n\r\n<p>-----------------------</p>\r\n\r\n",
"body_2": "<p>For small caps, 2017 will go down as one driven by two forces: the positive overall economic environment, and the impact of Trump Administration policies both anticipated and realized.</p><p>Join FTSE Russell's Alec Young, managing director, global markets research, and Tom Goodwin, senior research director, for a discussion about our latest perspective on the US small cap market.<br/><br/>They'll review fundamental characteristics, key market metrics and asset flows. They will also touch on the most recent market volatility while providing a macro perspective on what factors might be driving the numbers.</p><p><a href=\"/node/1517\">Download related slides</a> or <a href=\"http://www2.londonstockexchangegroup.com/Small=cap-perspectives-q4-2017\">request the complete report</a>.<br/> </p><p><span style=\"font-size: 18px;\"><font color=\"#531732\"><strong>Small cap perspectives highlights</strong></font></span></p><script src=\"https://fast.wistia.com/embed/medias/c9kx6lzl9j.jsonp\" async></script><script src=\"https://fast.wistia.com/assets/external/E-v1.js\" async></script><div class=\"wistia_responsive_padding\" style=\"padding: 56.25% 0px 0px; position: relative;\"><div class=\"wistia_responsive_wrapper\" style=\"left: 0px; top: 0px; width: 100%; height: 100%; position: absolute;\"><div class=\"wistia_embed wistia_async_c9kx6lzl9j videoFoam=true\" style=\"width: 100%; height: 100%;\"> </div></div></div>",
"body_3": "<p>Last week was a wild one for the global equity markets as reflected by declines of 5.1%, 4.5% and 6.4% for the US large cap Russell 1000<sup>®</sup> Index, US small cap Russell 2000<sup>®</sup> Index and FTSE All-World<sup>®</sup> ex US Index, respectively, with a very high level of market volatility.</p><p>Amid this challenging investment landscape, global index provider FTSE Russell offered data and insight for investors seeking context:</p><p><strong>Alec Young, managing director, global markets research, FTSE Russell:</strong></p><blockquote><p>\"We saw a sharp increase in equity market volatility last week as faster than expected US wage growth sparked investor fears of inflation and more aggressive Fed tightening. But investors can take a step back and put recent losses in context, remembering that the Russell 1000, Russell 2000 and FTSE All-World ex US Indexes are still up 15.3%, 8.6% and 15.8%, respectively, over the past 12 months. In addition, it’s also worth remembering that market volatility had been at a historically low level until recently.\"</p></blockquote><p><img class=\"lightbox\" src=\"http://www.ftserussell.com/sites/default/files/pause.png\"/></p><p> <span class=\"thread\" thread=\"1518533570344\">Get more</span> information on <a href=\"http://www.ftserussell.com/\">FTSE Russell US & global Indexes</a>.</p><p> </p><p>---------------</p>",
"disclaimer": "<p><em>© 2016 London Stock Exchange Group plc and its applicable group undertakings (the “LSE Group”). The LSE Group includes (1) FTSE International Limited (“FTSE”), (2) Frank Russell Company (“Russell”), (3) FTSE TMX Global Debt Capital Markets Inc. and FTSE TMX Global Debt Capital Markets Limited (together, “FTSE TMX”) and (4) MTSNext Limited (“MTSNext”). All rights reserved.</em></p>\r\n\r\n<p><em>FTSE Russell® is a trading name of FTSE, Russell, FTSE TMX and MTS Next Limited. “FTSE®”, “Russell®”, “FTSE Russell®” “MTS®”, “FTSE TMX®”, “FTSE4Good®” and “ICB®” and all other trademarks and service marks used herein (whether registered or unregistered) are trade marks and/or service marks owned or licensed by the applicable member of the LSE Group or their respective licensors and are owned, or used under licence, by FTSE, Russell, MTSNext, or FTSE TMX.</em></p>\r\n\r\n<p><em>All information is provided for information purposes only. Every effort is made to ensure that all information given in this publication is accurate, but no responsibility or liability can be accepted by any member of the LSE Group nor their respective directors, officers, employees, partners or licensors for any errors or for any loss from use of this publication or any of the information or data contained herein.</em></p>\r\n\r\n<p><em>No member of the LSE Group nor their respective directors, officers, employees, partners or licensors make any claim, prediction, warranty or representation whatsoever, expressly or impliedly, either as to the results to be obtained from the use of the FTSE Russell indexes or the fitness or suitability of the indexes for any particular purpose to which they might be put.</em></p>\r\n\r\n<p><em>No member of the LSE Group nor their respective directors, officers, employees, partners or licensors provide investment advice and nothing in this communication should be taken as constituting financial or investment advice. No member of the LSE Group nor their respective directors, officers, employees, partners or licensors make any representation regarding the advisability of investing in any asset. A decision to invest in any such asset should not be made in reliance on any information herein. Indexes cannot be invested in directly. Inclusion of an asset in an index is not a recommendation to buy, sell or hold that asset. The general information contained in this publication should not be acted upon without obtaining specific legal, tax, and investment advice from a licensed professional.</em></p>\r\n\r\n<p><em>No part of this information may be reproduced, stored in a retrieval system or transmitted in any form or by any means, electronic, mechanical, photocopying, recording or otherwise, without prior written permission of the applicable member of the LSE Group. Use and distribution of the LSE Group index data and the use of their data to create financial products require a license from FTSE, Russell, FTSE TMX, MTSNext and/or their respective licensors.</em></p>\r\n",
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