<?xml version="1.0" encoding="UTF-8"?>
<data>
<terms url="https://www.bankofcanada.ca/terms/"></terms>
<groupDetail>
    <label>Financial System Review - June 2018</label>
    <description><![CDATA[Financial System Review - June 2018]]></description>
    <link>https://www.bankofcanada.ca/?p=199423</link>
</groupDetail>
<seriesDetail>
<series id="FSR_2018JUNE_C3S1">
<label>Residential mortgage credit and home equity lines of credit; 3-month seasonally adjusted annualized rate</label>
<description>June 2018 FSR; Chart 3; Residential mortgage credit and home equity lines of credit; 3-month seasonally adjusted annualized rate</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C3S2">
<label>Consumer credit, excluding home equity lines of credit; 3-month seasonally adjusted annualized rate</label>
<description>June 2018 FSR; Chart 3; Consumer credit, excluding home equity lines of credit; 3-month seasonally adjusted annualized rate</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C3S3">
<label>Debt-to-disposable income ratio</label>
<description>June 2018 FSR; Chart 3; Debt-to-disposable income ratio</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C4S1">
<label>Share of new mortgages with loan-to-income ratios greater than 450 per cent; High-ratio mortgages</label>
<description>June 2018 FSR; Chart 4; Share of new mortgages with loan-to-income ratios greater than 450 per cent; High-ratio mortgages</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C4S2">
<label>Share of new mortgages with loan-to-income ratios greater than 450 per cent; Low-ratio mortgages</label>
<description>June 2018 FSR; Chart 4; Share of new mortgages with loan-to-income ratios greater than 450 per cent; Low-ratio mortgages</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C4S3">
<label>Share of new mortgages with loan-to-income ratios greater than 450 per cent; Total mortgages</label>
<description>June 2018 FSR; Chart 4; Share of new mortgages with loan-to-income ratios greater than 450 per cent; Total mortgages</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C5S1">
<label>Market share of private lenders</label>
<description>June 2018 FSR; Chart 5; Market share of private lenders</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C5S2">
<label>Volume of originations from private lenders ($ millions)</label>
<description>June 2018 FSR; Chart 5; Volume of originations from private lenders ($ millions)</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C6S1">
<label>Year-over-year growth in composite quality-adjusted benchmark prices; Greater Vancouver Area, Vancouver Island, Victoria and Fraser Valley</label>
<description>June 2018 FSR; Chart 6; Year-over-year growth in composite quality-adjusted benchmark prices; Greater Vancouver Area, Vancouver Island, Victoria and Fraser Valley</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C6S2">
<label>Year-over-year growth in composite  quality-adjusted benchmark prices; Greater Toronto Area, Barrie and district, Guelph and district</label>
<description>June 2018 FSR; Chart 6; Year-over-year growth in composite  quality-adjusted benchmark prices; Greater Toronto Area, Barrie and district, Guelph and district</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C6S3">
<label>Year-over-year growth in composite quality-adjusted benchmark prices; Calgary, Edmonton, Saskatoon and Regina</label>
<description>June 2018 FSR; Chart 6; Year-over-year growth in composite quality-adjusted benchmark prices; Calgary, Edmonton, Saskatoon and Regina</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C6S4">
<label>Year-over-year growth in composite quality-adjusted benchmark prices; Ottawa, Montreal and Moncton</label>
<description>June 2018 FSR; Chart 6; Year-over-year growth in composite quality-adjusted benchmark prices; Ottawa, Montreal and Moncton</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C6S5">
<label>Year-over-year growth in composite quality-adjusted benchmark prices; Canada</label>
<description>June 2018 FSR; Chart 6; Year-over-year growth in composite quality-adjusted benchmark prices; Canada</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C7S1">
<label>Year-over-year growth in national quality-adjusted benchmark prices; Single-family homes</label>
<description>June 2018 FSR; Chart 7; Year-over-year growth in national quality-adjusted benchmark prices; Single-family homes</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C7S2">
<label>Year-over-year growth in national quality-adjusted benchmark prices; Condominiums</label>
<description>June 2018 FSR; Chart 7; Year-over-year growth in national quality-adjusted benchmark prices; Condominiums</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C8AS1">
<label>3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Toronto Area; Single-family homes</label>
<description>June 2018 FSR; Chart 8a; 3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Toronto Area; Single-family homes</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C8AS2">
<label>3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Toronto Area; Condominiums</label>
<description>June 2018 FSR; Chart 8a; 3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Toronto Area; Condominiums</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C8BS1">
<label>3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Vancouver Area; Single-family homes</label>
<description>June 2018 FSR; Chart 8b; 3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Vancouver Area; Single-family homes</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C8BS2">
<label>3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Vancouver Area; Condominiums</label>
<description>June 2018 FSR; Chart 8b; 3-month seasonally adjusted annualized growth in quality-adjusted benchmark prices in the Greater Vancouver Area; Condominiums</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C10AS1">
<label>Debt-to-EBITDA; Non-financial industries, excluding oil and mining</label>
<description>June 2018 FSR; Chart 10a; Debt-to-EBITDA; Non-financial industries, excluding oil and mining</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C10AS2">
<label>Debt-to-EBITDA; Oil and mining industries</label>
<description>June 2018 FSR; Chart 10a; Debt-to-EBITDA; Oil and mining industries</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C10BS1">
<label>Debt-service ratio; Non-financial industries, excluding oil and mining</label>
<description>June 2018 FSR; Chart 10b; Debt-service ratio; Non-financial industries, excluding oil and mining</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C10BS2">
<label>Debt-service ratio; Oil and mining industries</label>
<description>June 2018 FSR; Chart 10b; Debt-service ratio; Oil and mining industries</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C10BS3">
<label>Estimated debt-service ratio if borrowing rates rise to long-term averages; Non-financial industries, excluding oil and mining;</label>
<description>June 2018 FSR; Chart 10b; Estimated debt-service ratio if borrowing rates rise to long-term averages; Non-financial industries, excluding oil and mining;</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C10BS4">
<label>Estimated debt-service ratio if borrowing rates rise to long-term averages; Oil and mining industries</label>
<description>June 2018 FSR; Chart 10b; Estimated debt-service ratio if borrowing rates rise to long-term averages; Oil and mining industries</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C2_BS1">
<label>One-year-ahead forecast of the 5th percentile of GDP growth; With vulnerabilities</label>
<description>June 2018 FSR; Chart 2-B; One-year-ahead forecast of the 5th percentile of GDP growth; With vulnerabilities</description>
<dimension key="d" name="Date"/>
</series>
<series id="FSR_2018JUNE_C2_BS2">
<label>One-year-ahead forecast of the 5th percentile of GDP growth; Without vulnerabilities</label>
<description>June 2018 FSR; Chart 2-B; One-year-ahead forecast of the 5th percentile of GDP growth; Without vulnerabilities</description>
<dimension key="d" name="Date"/>
</series>
</seriesDetail>
<observations>
<o d="1999-01-01"><v s="FSR_2018JUNE_C10AS1">2.20</v><v s="FSR_2018JUNE_C10AS2">3.13</v><v s="FSR_2018JUNE_C10BS1">0.19</v><v s="FSR_2018JUNE_C10BS2">0.25</v></o>
<o d="2000-01-01"><v s="FSR_2018JUNE_C10AS1">2.12</v><v s="FSR_2018JUNE_C10AS2">1.49</v><v s="FSR_2018JUNE_C10BS1">0.20</v><v s="FSR_2018JUNE_C10BS2">0.13</v></o>
<o d="2001-01-01"><v s="FSR_2018JUNE_C10AS1">2.57</v><v s="FSR_2018JUNE_C10AS2">1.53</v><v s="FSR_2018JUNE_C10BS1">0.25</v><v s="FSR_2018JUNE_C10BS2">0.12</v></o>
<o d="2002-01-01"><v s="FSR_2018JUNE_C10AS1">2.34</v><v s="FSR_2018JUNE_C10AS2">1.79</v><v s="FSR_2018JUNE_C10BS1">0.21</v><v s="FSR_2018JUNE_C10BS2">0.16</v></o>
<o d="2003-01-01"><v s="FSR_2018JUNE_C10AS1">2.51</v><v s="FSR_2018JUNE_C10AS2">1.38</v><v s="FSR_2018JUNE_C10BS1">0.22</v><v s="FSR_2018JUNE_C10BS2">0.13</v></o>
<o d="2004-01-01"><v s="FSR_2018JUNE_C10AS1">2.25</v><v s="FSR_2018JUNE_C10AS2">1.51</v><v s="FSR_2018JUNE_C10BS1">0.18</v><v s="FSR_2018JUNE_C10BS2">0.15</v></o>
<o d="2005-01-01"><v s="FSR_2018JUNE_C10AS1">2.17</v><v s="FSR_2018JUNE_C10AS2">1.22</v><v s="FSR_2018JUNE_C10BS1">0.18</v><v s="FSR_2018JUNE_C10BS2">0.12</v></o>
<o d="2006-01-01"><v s="FSR_2018JUNE_C10AS1">2.07</v><v s="FSR_2018JUNE_C10AS2">1.30</v><v s="FSR_2018JUNE_C10BS1">0.18</v><v s="FSR_2018JUNE_C10BS2">0.11</v></o>
<o d="2007-01-01"><v s="FSR_2018JUNE_C5S1">4.57</v><v s="FSR_2018JUNE_C5S2">676.00</v><v s="FSR_2018JUNE_C10AS1">2.10</v><v s="FSR_2018JUNE_C10AS2">1.47</v><v s="FSR_2018JUNE_C10BS1">0.18</v><v s="FSR_2018JUNE_C10BS2">0.14</v></o>
<o d="2007-04-01"><v s="FSR_2018JUNE_C5S1">4.06</v><v s="FSR_2018JUNE_C5S2">709.00</v></o>
<o d="2007-07-01"><v s="FSR_2018JUNE_C5S1">3.77</v><v s="FSR_2018JUNE_C5S2">694.00</v></o>
<o d="2007-10-01"><v s="FSR_2018JUNE_C5S1">3.63</v><v s="FSR_2018JUNE_C5S2">617.00</v></o>
<o d="2008-01-01"><v s="FSR_2018JUNE_C5S1">4.49</v><v s="FSR_2018JUNE_C5S2">719.00</v><v s="FSR_2018JUNE_C10AS1">2.42</v><v s="FSR_2018JUNE_C10AS2">1.37</v><v s="FSR_2018JUNE_C10BS1">0.18</v><v s="FSR_2018JUNE_C10BS2">0.12</v></o>
<o d="2008-04-01"><v s="FSR_2018JUNE_C5S1">3.41</v><v s="FSR_2018JUNE_C5S2">624.00</v></o>
<o d="2008-07-01"><v s="FSR_2018JUNE_C5S1">3.47</v><v s="FSR_2018JUNE_C5S2">656.00</v></o>
<o d="2008-10-01"><v s="FSR_2018JUNE_C5S1">3.89</v><v s="FSR_2018JUNE_C5S2">578.00</v></o>
<o d="2009-01-01"><v s="FSR_2018JUNE_C5S1">3.97</v><v s="FSR_2018JUNE_C5S2">489.00</v><v s="FSR_2018JUNE_C10AS1">2.64</v><v s="FSR_2018JUNE_C10AS2">2.52</v><v s="FSR_2018JUNE_C10BS1">0.18</v><v s="FSR_2018JUNE_C10BS2">0.20</v></o>
<o d="2009-04-01"><v s="FSR_2018JUNE_C5S1">3.16</v><v s="FSR_2018JUNE_C5S2">487.00</v></o>
<o d="2009-07-01"><v s="FSR_2018JUNE_C5S1">2.94</v><v s="FSR_2018JUNE_C5S2">499.00</v></o>
<o d="2009-10-01"><v s="FSR_2018JUNE_C5S1">3.31</v><v s="FSR_2018JUNE_C5S2">553.00</v></o>
<o d="2010-01-01"><v s="FSR_2018JUNE_C5S1">2.40</v><v s="FSR_2018JUNE_C5S2">443.00</v><v s="FSR_2018JUNE_C10AS1">2.20</v><v s="FSR_2018JUNE_C10AS2">2.13</v><v s="FSR_2018JUNE_C10BS1">0.16</v><v s="FSR_2018JUNE_C10BS2">0.18</v></o>
<o d="2010-04-01"><v s="FSR_2018JUNE_C5S1">2.41</v><v s="FSR_2018JUNE_C5S2">580.00</v></o>
<o d="2010-07-01"><v s="FSR_2018JUNE_C5S1">2.64</v><v s="FSR_2018JUNE_C5S2">451.00</v></o>
<o d="2010-10-01"><v s="FSR_2018JUNE_C5S1">2.86</v><v s="FSR_2018JUNE_C5S2">481.00</v></o>
<o d="2011-01-01"><v s="FSR_2018JUNE_C5S1">2.45</v><v s="FSR_2018JUNE_C5S2">452.00</v><v s="FSR_2018JUNE_C10AS1">2.08</v><v s="FSR_2018JUNE_C10AS2">1.97</v><v s="FSR_2018JUNE_C10BS1">0.15</v><v s="FSR_2018JUNE_C10BS2">0.15</v></o>
<o d="2011-04-01"><v s="FSR_2018JUNE_C5S1">2.22</v><v s="FSR_2018JUNE_C5S2">487.00</v></o>
<o d="2011-07-01"><v s="FSR_2018JUNE_C5S1">2.23</v><v s="FSR_2018JUNE_C5S2">511.00</v></o>
<o d="2011-10-01"><v s="FSR_2018JUNE_C5S1">2.68</v><v s="FSR_2018JUNE_C5S2">532.00</v></o>
<o d="2012-01-01"><v s="FSR_2018JUNE_C5S1">3.12</v><v s="FSR_2018JUNE_C5S2">663.00</v><v s="FSR_2018JUNE_C7S1">5.14</v><v s="FSR_2018JUNE_C7S2">3.03</v><v s="FSR_2018JUNE_C10AS1">2.14</v><v s="FSR_2018JUNE_C10AS2">2.53</v><v s="FSR_2018JUNE_C10BS1">0.15</v><v s="FSR_2018JUNE_C10BS2">0.18</v></o>
<o d="2012-02-01"><v s="FSR_2018JUNE_C7S1">5.15</v><v s="FSR_2018JUNE_C7S2">2.52</v></o>
<o d="2012-03-01"><v s="FSR_2018JUNE_C7S1">5.36</v><v s="FSR_2018JUNE_C7S2">2.57</v></o>
<o d="2012-04-01"><v s="FSR_2018JUNE_C5S1">3.18</v><v s="FSR_2018JUNE_C5S2">714.00</v><v s="FSR_2018JUNE_C7S1">5.36</v><v s="FSR_2018JUNE_C7S2">2.28</v></o>
<o d="2012-05-01"><v s="FSR_2018JUNE_C7S1">5.12</v><v s="FSR_2018JUNE_C7S2">2.53</v></o>
<o d="2012-06-01"><v s="FSR_2018JUNE_C7S1">5.11</v><v s="FSR_2018JUNE_C7S2">2.26</v></o>
<o d="2012-07-01"><v s="FSR_2018JUNE_C5S1">3.41</v><v s="FSR_2018JUNE_C5S2">704.00</v><v s="FSR_2018JUNE_C7S1">4.58</v><v s="FSR_2018JUNE_C7S2">1.66</v></o>
<o d="2012-08-01"><v s="FSR_2018JUNE_C7S1">4.31</v><v s="FSR_2018JUNE_C7S2">1.32</v></o>
<o d="2012-09-01"><v s="FSR_2018JUNE_C7S1">4.18</v><v s="FSR_2018JUNE_C7S2">1.19</v></o>
<o d="2012-10-01"><v s="FSR_2018JUNE_C5S1">4.48</v><v s="FSR_2018JUNE_C5S2">741.00</v><v s="FSR_2018JUNE_C7S1">3.92</v><v s="FSR_2018JUNE_C7S2">1.13</v></o>
<o d="2012-11-01"><v s="FSR_2018JUNE_C7S1">3.79</v><v s="FSR_2018JUNE_C7S2">0.93</v></o>
<o d="2012-12-01"><v s="FSR_2018JUNE_C7S1">3.60</v><v s="FSR_2018JUNE_C7S2">0.94</v></o>
<o d="2013-01-01"><v s="FSR_2018JUNE_C5S1">4.49</v><v s="FSR_2018JUNE_C5S2">747.00</v><v s="FSR_2018JUNE_C7S1">3.26</v><v s="FSR_2018JUNE_C7S2">0.67</v><v s="FSR_2018JUNE_C10AS1">2.29</v><v s="FSR_2018JUNE_C10AS2">2.84</v><v s="FSR_2018JUNE_C10BS1">0.16</v><v s="FSR_2018JUNE_C10BS2">0.19</v><v s="FSR_2018JUNE_C2_BS1">-1.87</v><v s="FSR_2018JUNE_C2_BS2">-1.64</v></o>
<o d="2013-02-01"><v s="FSR_2018JUNE_C7S1">2.90</v><v s="FSR_2018JUNE_C7S2">0.73</v></o>
<o d="2013-03-01"><v s="FSR_2018JUNE_C7S1">2.61</v><v s="FSR_2018JUNE_C7S2">0.86</v></o>
<o d="2013-04-01"><v s="FSR_2018JUNE_C5S1">3.66</v><v s="FSR_2018JUNE_C5S2">718.00</v><v s="FSR_2018JUNE_C7S1">2.45</v><v s="FSR_2018JUNE_C7S2">1.11</v><v s="FSR_2018JUNE_C2_BS1">-2.05</v><v s="FSR_2018JUNE_C2_BS2">-1.80</v></o>
<o d="2013-05-01"><v s="FSR_2018JUNE_C7S1">2.69</v><v s="FSR_2018JUNE_C7S2">0.85</v></o>
<o d="2013-06-01"><v s="FSR_2018JUNE_C7S1">2.87</v><v s="FSR_2018JUNE_C7S2">0.65</v></o>
<o d="2013-07-01"><v s="FSR_2018JUNE_C5S1">3.55</v><v s="FSR_2018JUNE_C5S2">771.00</v><v s="FSR_2018JUNE_C7S1">3.19</v><v s="FSR_2018JUNE_C7S2">1.17</v><v s="FSR_2018JUNE_C2_BS1">-2.10</v><v s="FSR_2018JUNE_C2_BS2">-1.85</v></o>
<o d="2013-08-01"><v s="FSR_2018JUNE_C7S1">3.51</v><v s="FSR_2018JUNE_C7S2">1.50</v></o>
<o d="2013-09-01"><v s="FSR_2018JUNE_C7S1">3.82</v><v s="FSR_2018JUNE_C7S2">1.64</v></o>
<o d="2013-10-01"><v s="FSR_2018JUNE_C5S1">4.57</v><v s="FSR_2018JUNE_C5S2">781.00</v><v s="FSR_2018JUNE_C7S1">4.34</v><v s="FSR_2018JUNE_C7S2">1.90</v><v s="FSR_2018JUNE_C2_BS1">-2.13</v><v s="FSR_2018JUNE_C2_BS2">-1.88</v></o>
<o d="2013-11-01"><v s="FSR_2018JUNE_C7S1">4.85</v><v s="FSR_2018JUNE_C7S2">2.50</v></o>
<o d="2013-12-01"><v s="FSR_2018JUNE_C7S1">5.05</v><v s="FSR_2018JUNE_C7S2">2.91</v></o>
<o d="2014-01-01"><v s="FSR_2018JUNE_C3S1">3.52</v><v s="FSR_2018JUNE_C3S2">4.57</v><v s="FSR_2018JUNE_C4S1">11.67</v><v s="FSR_2018JUNE_C4S2">12.55</v><v s="FSR_2018JUNE_C4S3">12.39</v><v s="FSR_2018JUNE_C5S1">4.82</v><v s="FSR_2018JUNE_C5S2">856.00</v><v s="FSR_2018JUNE_C7S1">5.62</v><v s="FSR_2018JUNE_C7S2">3.38</v><v s="FSR_2018JUNE_C8AS1">11.98</v><v s="FSR_2018JUNE_C8AS2">8.22</v><v s="FSR_2018JUNE_C8BS1">10.11</v><v s="FSR_2018JUNE_C8BS2">11.02</v><v s="FSR_2018JUNE_C10AS1">2.33</v><v s="FSR_2018JUNE_C10AS2">2.86</v><v s="FSR_2018JUNE_C10BS1">0.15</v><v s="FSR_2018JUNE_C10BS2">0.17</v><v s="FSR_2018JUNE_C2_BS1">-2.40</v><v s="FSR_2018JUNE_C2_BS2">-2.14</v></o>
<o d="2014-02-01"><v s="FSR_2018JUNE_C3S1">3.70</v><v s="FSR_2018JUNE_C3S2">5.33</v><v s="FSR_2018JUNE_C7S1">5.89</v><v s="FSR_2018JUNE_C7S2">3.56</v><v s="FSR_2018JUNE_C8AS1">9.76</v><v s="FSR_2018JUNE_C8AS2">4.45</v><v s="FSR_2018JUNE_C8BS1">7.88</v><v s="FSR_2018JUNE_C8BS2">6.49</v></o>
<o d="2014-03-01"><v s="FSR_2018JUNE_C3S1">4.43</v><v s="FSR_2018JUNE_C3S2">4.48</v><v s="FSR_2018JUNE_C3S3">160.64</v><v s="FSR_2018JUNE_C7S1">6.01</v><v s="FSR_2018JUNE_C7S2">3.33</v><v s="FSR_2018JUNE_C8AS1">8.03</v><v s="FSR_2018JUNE_C8AS2">3.20</v><v s="FSR_2018JUNE_C8BS1">4.59</v><v s="FSR_2018JUNE_C8BS2">4.92</v></o>
<o d="2014-04-01"><v s="FSR_2018JUNE_C3S1">4.43</v><v s="FSR_2018JUNE_C3S2">3.83</v><v s="FSR_2018JUNE_C4S1">12.11</v><v s="FSR_2018JUNE_C4S2">12.23</v><v s="FSR_2018JUNE_C4S3">12.21</v><v s="FSR_2018JUNE_C5S1">4.38</v><v s="FSR_2018JUNE_C5S2">917.00</v><v s="FSR_2018JUNE_C7S1">6.01</v><v s="FSR_2018JUNE_C7S2">3.11</v><v s="FSR_2018JUNE_C8AS1">4.58</v><v s="FSR_2018JUNE_C8AS2">0.55</v><v s="FSR_2018JUNE_C8BS1">2.85</v><v s="FSR_2018JUNE_C8BS2">-2.34</v><v s="FSR_2018JUNE_C2_BS1">-1.81</v><v s="FSR_2018JUNE_C2_BS2">-1.54</v></o>
<o d="2014-05-01"><v s="FSR_2018JUNE_C3S1">4.44</v><v s="FSR_2018JUNE_C3S2">3.26</v><v s="FSR_2018JUNE_C7S1">6.09</v><v s="FSR_2018JUNE_C7S2">3.03</v><v s="FSR_2018JUNE_C8AS1">4.43</v><v s="FSR_2018JUNE_C8AS2">0.75</v><v s="FSR_2018JUNE_C8BS1">2.34</v><v s="FSR_2018JUNE_C8BS2">0.04</v></o>
<o d="2014-06-01"><v s="FSR_2018JUNE_C3S1">4.25</v><v s="FSR_2018JUNE_C3S2">3.54</v><v s="FSR_2018JUNE_C3S3">161.58</v><v s="FSR_2018JUNE_C7S1">6.18</v><v s="FSR_2018JUNE_C7S2">3.94</v><v s="FSR_2018JUNE_C8AS1">6.36</v><v s="FSR_2018JUNE_C8AS2">5.19</v><v s="FSR_2018JUNE_C8BS1">4.37</v><v s="FSR_2018JUNE_C8BS2">-1.89</v></o>
<o d="2014-07-01"><v s="FSR_2018JUNE_C3S1">4.39</v><v s="FSR_2018JUNE_C3S2">3.70</v><v s="FSR_2018JUNE_C4S1">14.90</v><v s="FSR_2018JUNE_C4S2">13.48</v><v s="FSR_2018JUNE_C4S3">13.79</v><v s="FSR_2018JUNE_C5S1">4.02</v><v s="FSR_2018JUNE_C5S2">979.00</v><v s="FSR_2018JUNE_C7S1">6.30</v><v s="FSR_2018JUNE_C7S2">3.61</v><v s="FSR_2018JUNE_C8AS1">9.20</v><v s="FSR_2018JUNE_C8AS2">5.34</v><v s="FSR_2018JUNE_C8BS1">5.44</v><v s="FSR_2018JUNE_C8BS2">0.69</v><v s="FSR_2018JUNE_C2_BS1">-2.22</v><v s="FSR_2018JUNE_C2_BS2">-1.93</v></o>
<o d="2014-08-01"><v s="FSR_2018JUNE_C3S1">4.32</v><v s="FSR_2018JUNE_C3S2">4.34</v><v s="FSR_2018JUNE_C7S1">6.05</v><v s="FSR_2018JUNE_C7S2">3.60</v><v s="FSR_2018JUNE_C8AS1">9.68</v><v s="FSR_2018JUNE_C8AS2">7.14</v><v s="FSR_2018JUNE_C8BS1">6.91</v><v s="FSR_2018JUNE_C8BS2">3.33</v></o>
<o d="2014-09-01"><v s="FSR_2018JUNE_C3S1">4.55</v><v s="FSR_2018JUNE_C3S2">4.44</v><v s="FSR_2018JUNE_C3S3">162.78</v><v s="FSR_2018JUNE_C7S1">6.04</v><v s="FSR_2018JUNE_C7S2">3.73</v><v s="FSR_2018JUNE_C8AS1">9.21</v><v s="FSR_2018JUNE_C8AS2">3.28</v><v s="FSR_2018JUNE_C8BS1">8.34</v><v s="FSR_2018JUNE_C8BS2">4.61</v></o>
<o d="2014-10-01"><v s="FSR_2018JUNE_C3S1">4.57</v><v s="FSR_2018JUNE_C3S2">5.79</v><v s="FSR_2018JUNE_C4S1">15.64</v><v s="FSR_2018JUNE_C4S2">13.70</v><v s="FSR_2018JUNE_C4S3">14.10</v><v s="FSR_2018JUNE_C5S1">4.16</v><v s="FSR_2018JUNE_C5S2">940.00</v><v s="FSR_2018JUNE_C7S1">6.14</v><v s="FSR_2018JUNE_C7S2">4.05</v><v s="FSR_2018JUNE_C8AS1">10.12</v><v s="FSR_2018JUNE_C8AS2">5.00</v><v s="FSR_2018JUNE_C8BS1">12.42</v><v s="FSR_2018JUNE_C8BS2">6.64</v><v s="FSR_2018JUNE_C2_BS1">-3.18</v><v s="FSR_2018JUNE_C2_BS2">-2.85</v></o>
<o d="2014-11-01"><v s="FSR_2018JUNE_C3S1">4.64</v><v s="FSR_2018JUNE_C3S2">5.51</v><v s="FSR_2018JUNE_C7S1">5.83</v><v s="FSR_2018JUNE_C7S2">3.98</v><v s="FSR_2018JUNE_C8AS1">11.38</v><v s="FSR_2018JUNE_C8AS2">6.61</v><v s="FSR_2018JUNE_C8BS1">14.61</v><v s="FSR_2018JUNE_C8BS2">3.02</v></o>
<o d="2014-12-01"><v s="FSR_2018JUNE_C3S1">4.57</v><v s="FSR_2018JUNE_C3S2">5.56</v><v s="FSR_2018JUNE_C3S3">162.74</v><v s="FSR_2018JUNE_C7S1">6.13</v><v s="FSR_2018JUNE_C7S2">4.05</v><v s="FSR_2018JUNE_C8AS1">12.26</v><v s="FSR_2018JUNE_C8AS2">8.21</v><v s="FSR_2018JUNE_C8BS1">16.08</v><v s="FSR_2018JUNE_C8BS2">7.96</v></o>
<o d="2015-01-01"><v s="FSR_2018JUNE_C3S1">4.85</v><v s="FSR_2018JUNE_C3S2">4.13</v><v s="FSR_2018JUNE_C4S1">16.06</v><v s="FSR_2018JUNE_C4S2">14.01</v><v s="FSR_2018JUNE_C4S3">14.34</v><v s="FSR_2018JUNE_C5S1">4.07</v><v s="FSR_2018JUNE_C5S2">884.00</v><v s="FSR_2018JUNE_C6S1">4.82</v><v s="FSR_2018JUNE_C6S2">7.34</v><v s="FSR_2018JUNE_C6S3">5.46</v><v s="FSR_2018JUNE_C6S4">0.50</v><v s="FSR_2018JUNE_C6S5">5.29</v><v s="FSR_2018JUNE_C7S1">5.80</v><v s="FSR_2018JUNE_C7S2">3.72</v><v s="FSR_2018JUNE_C8AS1">10.31</v><v s="FSR_2018JUNE_C8AS2">7.25</v><v s="FSR_2018JUNE_C8BS1">15.88</v><v s="FSR_2018JUNE_C8BS2">5.58</v><v s="FSR_2018JUNE_C10AS1">2.73</v><v s="FSR_2018JUNE_C10AS2">5.93</v><v s="FSR_2018JUNE_C10BS1">0.16</v><v s="FSR_2018JUNE_C10BS2">0.37</v><v s="FSR_2018JUNE_C2_BS1">-4.07</v><v s="FSR_2018JUNE_C2_BS2">-3.54</v></o>
<o d="2015-02-01"><v s="FSR_2018JUNE_C3S1">5.01</v><v s="FSR_2018JUNE_C3S2">3.69</v><v s="FSR_2018JUNE_C6S1">5.22</v><v s="FSR_2018JUNE_C6S2">7.65</v><v s="FSR_2018JUNE_C6S3">4.27</v><v s="FSR_2018JUNE_C6S4">-0.11</v><v s="FSR_2018JUNE_C6S5">5.20</v><v s="FSR_2018JUNE_C7S1">5.68</v><v s="FSR_2018JUNE_C7S2">3.44</v><v s="FSR_2018JUNE_C8AS1">9.77</v><v s="FSR_2018JUNE_C8AS2">4.02</v><v s="FSR_2018JUNE_C8BS1">18.27</v><v s="FSR_2018JUNE_C8BS2">6.11</v></o>
<o d="2015-03-01"><v s="FSR_2018JUNE_C3S1">5.06</v><v s="FSR_2018JUNE_C3S2">3.56</v><v s="FSR_2018JUNE_C3S3">161.81</v><v s="FSR_2018JUNE_C6S1">5.92</v><v s="FSR_2018JUNE_C6S2">7.79</v><v s="FSR_2018JUNE_C6S3">3.39</v><v s="FSR_2018JUNE_C6S4">0.37</v><v s="FSR_2018JUNE_C6S5">5.14</v><v s="FSR_2018JUNE_C7S1">5.73</v><v s="FSR_2018JUNE_C7S2">3.29</v><v s="FSR_2018JUNE_C8AS1">7.45</v><v s="FSR_2018JUNE_C8AS2">-0.07</v><v s="FSR_2018JUNE_C8BS1">19.03</v><v s="FSR_2018JUNE_C8BS2">3.72</v></o>
<o d="2015-04-01"><v s="FSR_2018JUNE_C3S1">4.92</v><v s="FSR_2018JUNE_C3S2">3.97</v><v s="FSR_2018JUNE_C4S1">15.97</v><v s="FSR_2018JUNE_C4S2">15.59</v><v s="FSR_2018JUNE_C4S3">15.66</v><v s="FSR_2018JUNE_C5S1">3.77</v><v s="FSR_2018JUNE_C5S2">1000.00</v><v s="FSR_2018JUNE_C6S1">7.01</v><v s="FSR_2018JUNE_C6S2">8.41</v><v s="FSR_2018JUNE_C6S3">1.85</v><v s="FSR_2018JUNE_C6S4">0.80</v><v s="FSR_2018JUNE_C6S5">5.16</v><v s="FSR_2018JUNE_C7S1">5.79</v><v s="FSR_2018JUNE_C7S2">3.40</v><v s="FSR_2018JUNE_C8AS1">7.96</v><v s="FSR_2018JUNE_C8AS2">0.77</v><v s="FSR_2018JUNE_C8BS1">18.43</v><v s="FSR_2018JUNE_C8BS2">6.21</v><v s="FSR_2018JUNE_C2_BS1">-3.18</v><v s="FSR_2018JUNE_C2_BS2">-2.60</v></o>
<o d="2015-05-01"><v s="FSR_2018JUNE_C3S1">4.92</v><v s="FSR_2018JUNE_C3S2">4.55</v><v s="FSR_2018JUNE_C6S1">7.95</v><v s="FSR_2018JUNE_C6S2">8.82</v><v s="FSR_2018JUNE_C6S3">0.85</v><v s="FSR_2018JUNE_C6S4">0.70</v><v s="FSR_2018JUNE_C6S5">5.23</v><v s="FSR_2018JUNE_C7S1">5.74</v><v s="FSR_2018JUNE_C7S2">3.57</v><v s="FSR_2018JUNE_C8AS1">7.68</v><v s="FSR_2018JUNE_C8AS2">2.29</v><v s="FSR_2018JUNE_C8BS1">16.66</v><v s="FSR_2018JUNE_C8BS2">7.07</v></o>
<o d="2015-06-01"><v s="FSR_2018JUNE_C3S1">5.21</v><v s="FSR_2018JUNE_C3S2">4.62</v><v s="FSR_2018JUNE_C3S3">163.31</v><v s="FSR_2018JUNE_C6S1">8.46</v><v s="FSR_2018JUNE_C6S2">8.95</v><v s="FSR_2018JUNE_C6S3">0.31</v><v s="FSR_2018JUNE_C6S4">0.88</v><v s="FSR_2018JUNE_C6S5">5.33</v><v s="FSR_2018JUNE_C7S1">5.99</v><v s="FSR_2018JUNE_C7S2">3.17</v><v s="FSR_2018JUNE_C8AS1">10.40</v><v s="FSR_2018JUNE_C8AS2">5.72</v><v s="FSR_2018JUNE_C8BS1">15.58</v><v s="FSR_2018JUNE_C8BS2">5.35</v></o>
<o d="2015-07-01"><v s="FSR_2018JUNE_C3S1">5.77</v><v s="FSR_2018JUNE_C3S2">4.39</v><v s="FSR_2018JUNE_C4S1">18.89</v><v s="FSR_2018JUNE_C4S2">16.86</v><v s="FSR_2018JUNE_C4S3">17.28</v><v s="FSR_2018JUNE_C5S1">3.28</v><v s="FSR_2018JUNE_C5S2">987.00</v><v s="FSR_2018JUNE_C6S1">9.40</v><v s="FSR_2018JUNE_C6S2">9.40</v><v s="FSR_2018JUNE_C6S3">-0.13</v><v s="FSR_2018JUNE_C6S4">1.46</v><v s="FSR_2018JUNE_C6S5">5.67</v><v s="FSR_2018JUNE_C7S1">6.44</v><v s="FSR_2018JUNE_C7S2">3.42</v><v s="FSR_2018JUNE_C8AS1">13.59</v><v s="FSR_2018JUNE_C8AS2">6.22</v><v s="FSR_2018JUNE_C8BS1">17.24</v><v s="FSR_2018JUNE_C8BS2">5.74</v><v s="FSR_2018JUNE_C2_BS1">-2.92</v><v s="FSR_2018JUNE_C2_BS2">-2.32</v></o>
<o d="2015-08-01"><v s="FSR_2018JUNE_C3S1">6.15</v><v s="FSR_2018JUNE_C3S2">3.80</v><v s="FSR_2018JUNE_C6S1">10.22</v><v s="FSR_2018JUNE_C6S2">9.91</v><v s="FSR_2018JUNE_C6S3">-0.42</v><v s="FSR_2018JUNE_C6S4">1.35</v><v s="FSR_2018JUNE_C6S5">5.89</v><v s="FSR_2018JUNE_C7S1">6.79</v><v s="FSR_2018JUNE_C7S2">3.54</v><v s="FSR_2018JUNE_C8AS1">16.46</v><v s="FSR_2018JUNE_C8AS2">9.35</v><v s="FSR_2018JUNE_C8BS1">21.06</v><v s="FSR_2018JUNE_C8BS2">9.11</v></o>
<o d="2015-09-01"><v s="FSR_2018JUNE_C3S1">6.03</v><v s="FSR_2018JUNE_C3S2">3.53</v><v s="FSR_2018JUNE_C3S3">164.34</v><v s="FSR_2018JUNE_C6S1">11.56</v><v s="FSR_2018JUNE_C6S2">10.39</v><v s="FSR_2018JUNE_C6S3">-0.85</v><v s="FSR_2018JUNE_C6S4">1.25</v><v s="FSR_2018JUNE_C6S5">6.22</v><v s="FSR_2018JUNE_C7S1">7.06</v><v s="FSR_2018JUNE_C7S2">4.35</v><v s="FSR_2018JUNE_C8AS1">17.89</v><v s="FSR_2018JUNE_C8AS2">11.87</v><v s="FSR_2018JUNE_C8BS1">25.32</v><v s="FSR_2018JUNE_C8BS2">18.67</v></o>
<o d="2015-10-01"><v s="FSR_2018JUNE_C3S1">5.78</v><v s="FSR_2018JUNE_C3S2">2.99</v><v s="FSR_2018JUNE_C4S1">19.11</v><v s="FSR_2018JUNE_C4S2">16.66</v><v s="FSR_2018JUNE_C4S3">17.14</v><v s="FSR_2018JUNE_C5S1">4.40</v><v s="FSR_2018JUNE_C5S2">1230.00</v><v s="FSR_2018JUNE_C6S1">12.62</v><v s="FSR_2018JUNE_C6S2">10.01</v><v s="FSR_2018JUNE_C6S3">-1.32</v><v s="FSR_2018JUNE_C6S4">1.29</v><v s="FSR_2018JUNE_C6S5">6.16</v><v s="FSR_2018JUNE_C7S1">6.98</v><v s="FSR_2018JUNE_C7S2">4.26</v><v s="FSR_2018JUNE_C8AS1">15.23</v><v s="FSR_2018JUNE_C8AS2">8.61</v><v s="FSR_2018JUNE_C8BS1">29.84</v><v s="FSR_2018JUNE_C8BS2">27.68</v><v s="FSR_2018JUNE_C2_BS1">-3.16</v><v s="FSR_2018JUNE_C2_BS2">-2.42</v></o>
<o d="2015-11-01"><v s="FSR_2018JUNE_C3S1">5.54</v><v s="FSR_2018JUNE_C3S2">3.58</v><v s="FSR_2018JUNE_C6S1">14.56</v><v s="FSR_2018JUNE_C6S2">9.96</v><v s="FSR_2018JUNE_C6S3">-1.64</v><v s="FSR_2018JUNE_C6S4">1.44</v><v s="FSR_2018JUNE_C6S5">6.61</v><v s="FSR_2018JUNE_C7S1">7.49</v><v s="FSR_2018JUNE_C7S2">4.70</v><v s="FSR_2018JUNE_C8AS1">14.12</v><v s="FSR_2018JUNE_C8AS2">6.33</v><v s="FSR_2018JUNE_C8BS1">37.22</v><v s="FSR_2018JUNE_C8BS2">33.79</v></o>
<o d="2015-12-01"><v s="FSR_2018JUNE_C3S1">6.02</v><v s="FSR_2018JUNE_C3S2">2.98</v><v s="FSR_2018JUNE_C3S3">164.54</v><v s="FSR_2018JUNE_C6S1">15.58</v><v s="FSR_2018JUNE_C6S2">10.05</v><v s="FSR_2018JUNE_C6S3">-2.32</v><v s="FSR_2018JUNE_C6S4">1.69</v><v s="FSR_2018JUNE_C6S5">6.74</v><v s="FSR_2018JUNE_C7S1">7.54</v><v s="FSR_2018JUNE_C7S2">4.57</v><v s="FSR_2018JUNE_C8AS1">13.00</v><v s="FSR_2018JUNE_C8AS2">3.95</v><v s="FSR_2018JUNE_C8BS1">41.39</v><v s="FSR_2018JUNE_C8BS2">29.09</v></o>
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<o d="2016-02-01"><v s="FSR_2018JUNE_C3S1">5.76</v><v s="FSR_2018JUNE_C3S2">1.00</v><v s="FSR_2018JUNE_C6S1">18.55</v><v s="FSR_2018JUNE_C6S2">10.74</v><v s="FSR_2018JUNE_C6S3">-2.89</v><v s="FSR_2018JUNE_C6S4">1.60</v><v s="FSR_2018JUNE_C6S5">7.82</v><v s="FSR_2018JUNE_C7S1">8.56</v><v s="FSR_2018JUNE_C7S2">6.10</v><v s="FSR_2018JUNE_C8AS1">11.14</v><v s="FSR_2018JUNE_C8AS2">6.92</v><v s="FSR_2018JUNE_C8BS1">38.91</v><v s="FSR_2018JUNE_C8BS2">26.93</v></o>
<o d="2016-03-01"><v s="FSR_2018JUNE_C3S1">5.16</v><v s="FSR_2018JUNE_C3S2">0.10</v><v s="FSR_2018JUNE_C3S3">165.44</v><v s="FSR_2018JUNE_C6S1">19.96</v><v s="FSR_2018JUNE_C6S2">11.56</v><v s="FSR_2018JUNE_C6S3">-3.38</v><v s="FSR_2018JUNE_C6S4">1.51</v><v s="FSR_2018JUNE_C6S5">8.52</v><v s="FSR_2018JUNE_C7S1">9.23</v><v s="FSR_2018JUNE_C7S2">6.80</v><v s="FSR_2018JUNE_C8AS1">10.52</v><v s="FSR_2018JUNE_C8AS2">7.24</v><v s="FSR_2018JUNE_C8BS1">33.50</v><v s="FSR_2018JUNE_C8BS2">26.73</v></o>
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<o d="2016-05-01"><v s="FSR_2018JUNE_C3S1">5.34</v><v s="FSR_2018JUNE_C3S2">4.50</v><v s="FSR_2018JUNE_C6S1">25.36</v><v s="FSR_2018JUNE_C6S2">14.68</v><v s="FSR_2018JUNE_C6S3">-2.82</v><v s="FSR_2018JUNE_C6S4">1.86</v><v s="FSR_2018JUNE_C6S5">11.68</v><v s="FSR_2018JUNE_C7S1">13.13</v><v s="FSR_2018JUNE_C7S2">8.04</v><v s="FSR_2018JUNE_C8AS1">26.27</v><v s="FSR_2018JUNE_C8AS2">7.97</v><v s="FSR_2018JUNE_C8BS1">50.58</v><v s="FSR_2018JUNE_C8BS2">21.75</v></o>
<o d="2016-06-01"><v s="FSR_2018JUNE_C3S1">5.92</v><v s="FSR_2018JUNE_C3S2">6.00</v><v s="FSR_2018JUNE_C3S3">168.19</v><v s="FSR_2018JUNE_C6S1">27.49</v><v s="FSR_2018JUNE_C6S2">15.50</v><v s="FSR_2018JUNE_C6S3">-2.52</v><v s="FSR_2018JUNE_C6S4">1.87</v><v s="FSR_2018JUNE_C6S5">12.76</v><v s="FSR_2018JUNE_C7S1">14.16</v><v s="FSR_2018JUNE_C7S2">9.33</v><v s="FSR_2018JUNE_C8AS1">31.35</v><v s="FSR_2018JUNE_C8AS2">10.45</v><v s="FSR_2018JUNE_C8BS1">53.53</v><v s="FSR_2018JUNE_C8BS2">28.16</v></o>
<o d="2016-07-01"><v s="FSR_2018JUNE_C3S1">6.16</v><v s="FSR_2018JUNE_C3S2">4.60</v><v s="FSR_2018JUNE_C4S1">20.77</v><v s="FSR_2018JUNE_C4S2">18.42</v><v s="FSR_2018JUNE_C4S3">18.87</v><v s="FSR_2018JUNE_C5S1">4.18</v><v s="FSR_2018JUNE_C5S2">1540.00</v><v s="FSR_2018JUNE_C6S1">28.35</v><v s="FSR_2018JUNE_C6S2">16.18</v><v s="FSR_2018JUNE_C6S3">-2.58</v><v s="FSR_2018JUNE_C6S4">1.77</v><v s="FSR_2018JUNE_C6S5">13.25</v><v s="FSR_2018JUNE_C7S1">14.40</v><v s="FSR_2018JUNE_C7S2">10.52</v><v s="FSR_2018JUNE_C8AS1">34.01</v><v s="FSR_2018JUNE_C8AS2">14.73</v><v s="FSR_2018JUNE_C8BS1">40.99</v><v s="FSR_2018JUNE_C8BS2">30.37</v><v s="FSR_2018JUNE_C2_BS1">-2.95</v><v s="FSR_2018JUNE_C2_BS2">-2.08</v></o>
<o d="2016-08-01"><v s="FSR_2018JUNE_C3S1">6.25</v><v s="FSR_2018JUNE_C3S2">3.30</v><v s="FSR_2018JUNE_C6S1">28.07</v><v s="FSR_2018JUNE_C6S2">16.90</v><v s="FSR_2018JUNE_C6S3">-2.19</v><v s="FSR_2018JUNE_C6S4">2.50</v><v s="FSR_2018JUNE_C6S5">13.84</v><v s="FSR_2018JUNE_C7S1">14.90</v><v s="FSR_2018JUNE_C7S2">11.09</v><v s="FSR_2018JUNE_C8AS1">29.07</v><v s="FSR_2018JUNE_C8AS2">17.99</v><v s="FSR_2018JUNE_C8BS1">15.56</v><v s="FSR_2018JUNE_C8BS2">27.92</v></o>
<o d="2016-09-01"><v s="FSR_2018JUNE_C3S1">6.27</v><v s="FSR_2018JUNE_C3S2">3.50</v><v s="FSR_2018JUNE_C3S3">169.32</v><v s="FSR_2018JUNE_C6S1">25.85</v><v s="FSR_2018JUNE_C6S2">17.62</v><v s="FSR_2018JUNE_C6S3">-2.20</v><v s="FSR_2018JUNE_C6S4">2.75</v><v s="FSR_2018JUNE_C6S5">13.83</v><v s="FSR_2018JUNE_C7S1">14.95</v><v s="FSR_2018JUNE_C7S2">10.71</v><v s="FSR_2018JUNE_C8AS1">29.67</v><v s="FSR_2018JUNE_C8AS2">21.68</v><v s="FSR_2018JUNE_C8BS1">4.93</v><v s="FSR_2018JUNE_C8BS2">12.63</v></o>
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<o d="2016-11-01"><v s="FSR_2018JUNE_C3S1">6.27</v><v s="FSR_2018JUNE_C3S2">3.50</v><v s="FSR_2018JUNE_C6S1">21.07</v><v s="FSR_2018JUNE_C6S2">20.00</v><v s="FSR_2018JUNE_C6S3">-2.14</v><v s="FSR_2018JUNE_C6S4">3.14</v><v s="FSR_2018JUNE_C6S5">13.96</v><v s="FSR_2018JUNE_C7S1">14.78</v><v s="FSR_2018JUNE_C7S2">11.51</v><v s="FSR_2018JUNE_C8AS1">25.15</v><v s="FSR_2018JUNE_C8AS2">24.59</v><v s="FSR_2018JUNE_C8BS1">-4.38</v><v s="FSR_2018JUNE_C8BS2">2.29</v></o>
<o d="2016-12-01"><v s="FSR_2018JUNE_C3S1">6.09</v><v s="FSR_2018JUNE_C3S2">4.20</v><v s="FSR_2018JUNE_C3S3">169.95</v><v s="FSR_2018JUNE_C6S1">19.01</v><v s="FSR_2018JUNE_C6S2">20.80</v><v s="FSR_2018JUNE_C6S3">-1.93</v><v s="FSR_2018JUNE_C6S4">3.38</v><v s="FSR_2018JUNE_C6S5">13.93</v><v s="FSR_2018JUNE_C7S1">14.86</v><v s="FSR_2018JUNE_C7S2">11.82</v><v s="FSR_2018JUNE_C8AS1">23.42</v><v s="FSR_2018JUNE_C8AS2">21.83</v><v s="FSR_2018JUNE_C8BS1">-7.01</v><v s="FSR_2018JUNE_C8BS2">6.97</v></o>
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<o d="2017-02-01"><v s="FSR_2018JUNE_C3S1">5.37</v><v s="FSR_2018JUNE_C3S2">5.44</v><v s="FSR_2018JUNE_C6S1">15.89</v><v s="FSR_2018JUNE_C6S2">24.13</v><v s="FSR_2018JUNE_C6S3">-1.26</v><v s="FSR_2018JUNE_C6S4">3.41</v><v s="FSR_2018JUNE_C6S5">15.67</v><v s="FSR_2018JUNE_C7S1">16.80</v><v s="FSR_2018JUNE_C7S2">13.30</v><v s="FSR_2018JUNE_C8AS1">24.13</v><v s="FSR_2018JUNE_C8AS2">26.92</v><v s="FSR_2018JUNE_C8BS1">-2.37</v><v s="FSR_2018JUNE_C8BS2">13.16</v></o>
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<o d="2017-08-01"><v s="FSR_2018JUNE_C3S1">6.08</v><v s="FSR_2018JUNE_C3S2">5.56</v><v s="FSR_2018JUNE_C6S1">12.22</v><v s="FSR_2018JUNE_C6S2">14.39</v><v s="FSR_2018JUNE_C6S3">-0.30</v><v s="FSR_2018JUNE_C6S4">4.89</v><v s="FSR_2018JUNE_C6S5">10.59</v><v s="FSR_2018JUNE_C7S1">7.86</v><v s="FSR_2018JUNE_C7S2">18.67</v><v s="FSR_2018JUNE_C8AS1">-27.42</v><v s="FSR_2018JUNE_C8AS2">3.02</v><v s="FSR_2018JUNE_C8BS1">10.44</v><v s="FSR_2018JUNE_C8BS2">33.45</v></o>
<o d="2017-09-01"><v s="FSR_2018JUNE_C3S1">5.65</v><v s="FSR_2018JUNE_C3S2">5.43</v><v s="FSR_2018JUNE_C3S3">170.53</v><v s="FSR_2018JUNE_C6S1">13.21</v><v s="FSR_2018JUNE_C6S2">12.37</v><v s="FSR_2018JUNE_C6S3">-0.38</v><v s="FSR_2018JUNE_C6S4">5.32</v><v s="FSR_2018JUNE_C6S5">10.03</v><v s="FSR_2018JUNE_C7S1">7.08</v><v s="FSR_2018JUNE_C7S2">18.86</v><v s="FSR_2018JUNE_C8AS1">-22.15</v><v s="FSR_2018JUNE_C8AS2">-0.06</v><v s="FSR_2018JUNE_C8BS1">10.90</v><v s="FSR_2018JUNE_C8BS2">28.99</v></o>
<o d="2017-10-01"><v s="FSR_2018JUNE_C3S1">5.36</v><v s="FSR_2018JUNE_C3S2">4.69</v><v s="FSR_2018JUNE_C4S1">9.85</v><v s="FSR_2018JUNE_C4S2">19.40</v><v s="FSR_2018JUNE_C4S3">17.98</v><v s="FSR_2018JUNE_C5S1">7.57</v><v s="FSR_2018JUNE_C5S2">2020.00</v><v s="FSR_2018JUNE_C6S1">13.99</v><v s="FSR_2018JUNE_C6S2">9.82</v><v s="FSR_2018JUNE_C6S3">-0.63</v><v s="FSR_2018JUNE_C6S4">5.88</v><v s="FSR_2018JUNE_C6S5">9.26</v><v s="FSR_2018JUNE_C7S1">5.80</v><v s="FSR_2018JUNE_C7S2">18.98</v><v s="FSR_2018JUNE_C8AS1">-6.84</v><v s="FSR_2018JUNE_C8AS2">6.22</v><v s="FSR_2018JUNE_C8BS1">9.62</v><v s="FSR_2018JUNE_C8BS2">19.63</v><v s="FSR_2018JUNE_C2_BS1">-3.12</v><v s="FSR_2018JUNE_C2_BS2">-2.19</v></o>
<o d="2017-11-01"><v s="FSR_2018JUNE_C3S1">5.60</v><v s="FSR_2018JUNE_C3S2">4.83</v><v s="FSR_2018JUNE_C6S1">15.12</v><v s="FSR_2018JUNE_C6S2">8.51</v><v s="FSR_2018JUNE_C6S3">-1.11</v><v s="FSR_2018JUNE_C6S4">5.80</v><v s="FSR_2018JUNE_C6S5">8.74</v><v s="FSR_2018JUNE_C7S1">5.34</v><v s="FSR_2018JUNE_C7S2">18.63</v><v s="FSR_2018JUNE_C8AS1">-0.09</v><v s="FSR_2018JUNE_C8AS2">7.76</v><v s="FSR_2018JUNE_C8BS1">12.38</v><v s="FSR_2018JUNE_C8BS2">18.75</v></o>
<o d="2017-12-01"><v s="FSR_2018JUNE_C3S1">5.97</v><v s="FSR_2018JUNE_C3S2">3.50</v><v s="FSR_2018JUNE_C3S3">170.37</v><v s="FSR_2018JUNE_C6S1">16.68</v><v s="FSR_2018JUNE_C6S2">7.26</v><v s="FSR_2018JUNE_C6S3">-1.27</v><v s="FSR_2018JUNE_C6S4">5.67</v><v s="FSR_2018JUNE_C6S5">8.58</v><v s="FSR_2018JUNE_C7S1">4.59</v><v s="FSR_2018JUNE_C7S2">19.71</v><v s="FSR_2018JUNE_C8AS1">-1.58</v><v s="FSR_2018JUNE_C8AS2">12.79</v><v s="FSR_2018JUNE_C8BS1">14.00</v><v s="FSR_2018JUNE_C8BS2">23.24</v></o>
<o d="2018-01-01"><v s="FSR_2018JUNE_C3S1">5.16</v><v s="FSR_2018JUNE_C3S2">2.11</v><v s="FSR_2018JUNE_C4S1">9.35</v><v s="FSR_2018JUNE_C4S2">17.59</v><v s="FSR_2018JUNE_C4S3">16.58</v><v s="FSR_2018JUNE_C5S1">7.87</v><v s="FSR_2018JUNE_C5S2">2090.00</v><v s="FSR_2018JUNE_C6S1">17.40</v><v s="FSR_2018JUNE_C6S2">5.25</v><v s="FSR_2018JUNE_C6S3">-1.52</v><v s="FSR_2018JUNE_C6S4">5.61</v><v s="FSR_2018JUNE_C6S5">7.19</v><v s="FSR_2018JUNE_C7S1">2.79</v><v s="FSR_2018JUNE_C7S2">19.35</v><v s="FSR_2018JUNE_C8AS1">-1.04</v><v s="FSR_2018JUNE_C8AS2">12.41</v><v s="FSR_2018JUNE_C8BS1">11.80</v><v s="FSR_2018JUNE_C8BS2">25.21</v></o>
<o d="2018-02-01"><v s="FSR_2018JUNE_C3S1">4.34</v><v s="FSR_2018JUNE_C3S2">2.67</v><v s="FSR_2018JUNE_C6S1">17.85</v><v s="FSR_2018JUNE_C6S2">3.20</v><v s="FSR_2018JUNE_C6S3">-0.95</v><v s="FSR_2018JUNE_C6S4">6.42</v><v s="FSR_2018JUNE_C6S5">6.39</v><v s="FSR_2018JUNE_C7S1">1.68</v><v s="FSR_2018JUNE_C7S2">19.37</v><v s="FSR_2018JUNE_C8AS1">-3.39</v><v s="FSR_2018JUNE_C8AS2">15.39</v><v s="FSR_2018JUNE_C8BS1">5.63</v><v s="FSR_2018JUNE_C8BS2">26.22</v></o>
<o d="2018-03-01"><v s="FSR_2018JUNE_C3S1">3.80</v><v s="FSR_2018JUNE_C3S2">1.68</v><v s="FSR_2018JUNE_C6S1">17.41</v><v s="FSR_2018JUNE_C6S2">-1.42</v><v s="FSR_2018JUNE_C6S3">-0.72</v><v s="FSR_2018JUNE_C6S4">6.44</v><v s="FSR_2018JUNE_C6S5">3.87</v><v s="FSR_2018JUNE_C7S1">-1.11</v><v s="FSR_2018JUNE_C7S2">17.16</v><v s="FSR_2018JUNE_C8AS1">-6.90</v><v s="FSR_2018JUNE_C8AS2">11.05</v><v s="FSR_2018JUNE_C8BS1">-0.49</v><v s="FSR_2018JUNE_C8BS2">21.19</v></o>
<o d="2018-04-01"><v s="FSR_2018JUNE_C3S1">3.83</v><v s="FSR_2018JUNE_C3S2">0.97</v><v s="FSR_2018JUNE_C6S1">15.80</v><v s="FSR_2018JUNE_C6S2">-4.99</v><v s="FSR_2018JUNE_C6S3">-1.23</v><v s="FSR_2018JUNE_C6S4">6.65</v><v s="FSR_2018JUNE_C6S5">1.50</v><v s="FSR_2018JUNE_C7S1">-3.52</v><v s="FSR_2018JUNE_C7S2">14.67</v><v s="FSR_2018JUNE_C8AS1">-7.91</v><v s="FSR_2018JUNE_C8AS2">9.23</v><v s="FSR_2018JUNE_C8BS1">-8.73</v><v s="FSR_2018JUNE_C8BS2">15.07</v></o>
</observations>
</data>