<?xml version="1.0" encoding="UTF-8"?>
<data>
<terms url="https://www.banqueducanada.ca/conditions-utilisation-avis/"></terms>
<groupDetail>
    <label>The Formation of House Price Expectations in Canada: Evidence from a Randomized Information Experiment</label>
    <description><![CDATA[]]></description>
    <link>https://www.banqueducanada.ca/?p=206198</link>
</groupDetail>
<seriesDetail>
<series id="SAN_GOSS20190731_C1A_S00_X">
<label>Past 5 years (annualized)</label>
<description>Observed house price growth (deciles)</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C1A_S00_Y">
<label>Past 5 years (annualized)</label>
<description>Average perceived house price growth</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C1A_S01_X">
<label>Past 1 year</label>
<description>Observed house price growth (deciles)</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C1A_S01_Y">
<label>Past 1 year</label>
<description>Average perceived house price growth</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C1B_S00">
<label>Past 1 year</label>
<description>Distribution of perception gaps</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C1B_S01">
<label>Past 5 years</label>
<description>Distribution of perception gaps</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C2A_S00_Y">
<label>y-axis</label>
<description>1 Year Revision</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C2A_S00_X">
<label>x-axis</label>
<description>1 Year Perception Gap (Deciles)</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C2B_S00_Y">
<label>y-axis</label>
<description>1 Year Revision</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C2B_S00_X">
<label>x-axis</label>
<description>1 Year Perception Gap (Deciles)</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C3A_S00_Y">
<label>y-axis</label>
<description>5 Year Revisions</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C3A_S00_X">
<label>x-axis</label>
<description>5 Year Perception Gap (Deciles)</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C3B_S00_Y">
<label>y-axis</label>
<description>5 Year Revisions</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C3B_S00_X">
<label>x-axis</label>
<description>5 Year Perception Gap (Deciles)</description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C4_S00">
<label>1-year horizon</label>
<description></description>
<dimension key="k" name="Category"/>
</series>
<series id="SAN_GOSS20190731_C4_S01">
<label>5-year horizon</label>
<description></description>
<dimension key="k" name="Category"/>
</series>
</seriesDetail>
<observations>
<o k="1"><v s="SAN_GOSS20190731_C2A_S00_Y">-6.855</v><v s="SAN_GOSS20190731_C2A_S00_X">-26.833</v><v s="SAN_GOSS20190731_C2B_S00_Y">-2.339</v><v s="SAN_GOSS20190731_C2B_S00_X">-25.240</v><v s="SAN_GOSS20190731_C3A_S00_Y">-1.724</v><v s="SAN_GOSS20190731_C3A_S00_X">-4.680</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.111</v><v s="SAN_GOSS20190731_C3B_S00_X">-4.393</v><v s="SAN_GOSS20190731_C1A_S00_X">-0.537</v><v s="SAN_GOSS20190731_C1A_S00_Y">0.942</v><v s="SAN_GOSS20190731_C1A_S01_X">-5.935</v><v s="SAN_GOSS20190731_C1A_S01_Y">5.125</v></o>
<o k="Degree of extrapolation"><v s="SAN_GOSS20190731_C4_S00">0.24</v><v s="SAN_GOSS20190731_C4_S01">0.14</v></o>
<o k="<-30"><v s="SAN_GOSS20190731_C1B_S00">29</v><v s="SAN_GOSS20190731_C1B_S01">0</v></o>
<o k="2"><v s="SAN_GOSS20190731_C2A_S00_Y">-4.677</v><v s="SAN_GOSS20190731_C2A_S00_X">-13.399</v><v s="SAN_GOSS20190731_C2B_S00_Y">-1.863</v><v s="SAN_GOSS20190731_C2B_S00_X">-11.263</v><v s="SAN_GOSS20190731_C3A_S00_Y">-0.682</v><v s="SAN_GOSS20190731_C3A_S00_X">-1.794</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.121</v><v s="SAN_GOSS20190731_C3B_S00_X">-1.634</v><v s="SAN_GOSS20190731_C1A_S00_X">0.371</v><v s="SAN_GOSS20190731_C1A_S00_Y">1.373</v><v s="SAN_GOSS20190731_C1A_S01_X">-1.423</v><v s="SAN_GOSS20190731_C1A_S01_Y">3.090</v></o>
<o k="Historical persistence"><v s="SAN_GOSS20190731_C4_S00">0.46</v><v s="SAN_GOSS20190731_C4_S01">-0.20</v></o>
<o k="-30"><v s="SAN_GOSS20190731_C1B_S00">12</v><v s="SAN_GOSS20190731_C1B_S01">0</v></o>
<o k="3"><v s="SAN_GOSS20190731_C2A_S00_Y">-2.807</v><v s="SAN_GOSS20190731_C2A_S00_X">-8.536</v><v s="SAN_GOSS20190731_C2B_S00_Y">-0.066</v><v s="SAN_GOSS20190731_C2B_S00_X">-7.049</v><v s="SAN_GOSS20190731_C3A_S00_Y">-0.388</v><v s="SAN_GOSS20190731_C3A_S00_X">-0.717</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.314</v><v s="SAN_GOSS20190731_C3B_S00_X">-0.422</v><v s="SAN_GOSS20190731_C1A_S00_X">0.931</v><v s="SAN_GOSS20190731_C1A_S00_Y">1.696</v><v s="SAN_GOSS20190731_C1A_S01_X">0.017</v><v s="SAN_GOSS20190731_C1A_S01_Y">5.096</v></o>
<o k="-25"><v s="SAN_GOSS20190731_C1B_S00">37</v><v s="SAN_GOSS20190731_C1B_S01">0</v></o>
<o k="4"><v s="SAN_GOSS20190731_C2A_S00_Y">-0.628</v><v s="SAN_GOSS20190731_C2A_S00_X">-5.079</v><v s="SAN_GOSS20190731_C2B_S00_Y">-0.049</v><v s="SAN_GOSS20190731_C2B_S00_X">-4.351</v><v s="SAN_GOSS20190731_C3A_S00_Y">-0.062</v><v s="SAN_GOSS20190731_C3A_S00_X">-0.037</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.037</v><v s="SAN_GOSS20190731_C3B_S00_X">0.415</v><v s="SAN_GOSS20190731_C1A_S00_X">1.327</v><v s="SAN_GOSS20190731_C1A_S00_Y">1.373</v><v s="SAN_GOSS20190731_C1A_S01_X">0.914</v><v s="SAN_GOSS20190731_C1A_S01_Y">5.526</v></o>
<o k="-20"><v s="SAN_GOSS20190731_C1B_S00">52</v><v s="SAN_GOSS20190731_C1B_S01">1</v></o>
<o k="5"><v s="SAN_GOSS20190731_C2A_S00_Y">-0.428</v><v s="SAN_GOSS20190731_C2A_S00_X">-3.191</v><v s="SAN_GOSS20190731_C2B_S00_Y">0.203</v><v s="SAN_GOSS20190731_C2B_S00_X">-2.737</v><v s="SAN_GOSS20190731_C3A_S00_Y">-0.090</v><v s="SAN_GOSS20190731_C3A_S00_X">0.602</v><v s="SAN_GOSS20190731_C3B_S00_Y">0.047</v><v s="SAN_GOSS20190731_C3B_S00_X">1.002</v><v s="SAN_GOSS20190731_C1A_S00_X">1.654</v><v s="SAN_GOSS20190731_C1A_S00_Y">1.609</v><v s="SAN_GOSS20190731_C1A_S01_X">1.823</v><v s="SAN_GOSS20190731_C1A_S01_Y">6.267</v><v s="SAN_GOSS20190731_C1B_S00">407</v><v s="SAN_GOSS20190731_C1B_S01">700</v></o>
<o k="-15"><v s="SAN_GOSS20190731_C1B_S00">81</v><v s="SAN_GOSS20190731_C1B_S01">1</v></o>
<o k="6"><v s="SAN_GOSS20190731_C2A_S00_Y">-1.086</v><v s="SAN_GOSS20190731_C2A_S00_X">-1.648</v><v s="SAN_GOSS20190731_C2B_S00_Y">-0.262</v><v s="SAN_GOSS20190731_C2B_S00_X">-0.956</v><v s="SAN_GOSS20190731_C3A_S00_Y">0.262</v><v s="SAN_GOSS20190731_C3A_S00_X">1.287</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.042</v><v s="SAN_GOSS20190731_C3B_S00_X">1.837</v><v s="SAN_GOSS20190731_C1A_S00_X">2.162</v><v s="SAN_GOSS20190731_C1A_S00_Y">1.477</v><v s="SAN_GOSS20190731_C1A_S01_X">2.559</v><v s="SAN_GOSS20190731_C1A_S01_Y">5.855</v></o>
<o k="-10"><v s="SAN_GOSS20190731_C1B_S00">132</v><v s="SAN_GOSS20190731_C1B_S01">5</v></o>
<o k="7"><v s="SAN_GOSS20190731_C2A_S00_Y">-0.781</v><v s="SAN_GOSS20190731_C2A_S00_X">0.115</v><v s="SAN_GOSS20190731_C2B_S00_Y">-0.183</v><v s="SAN_GOSS20190731_C2B_S00_X">0.934</v><v s="SAN_GOSS20190731_C3A_S00_Y">0.043</v><v s="SAN_GOSS20190731_C3A_S00_X">2.822</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.050</v><v s="SAN_GOSS20190731_C3B_S00_X">3.855</v><v s="SAN_GOSS20190731_C1A_S00_X">6.351</v><v s="SAN_GOSS20190731_C1A_S00_Y">2.671</v><v s="SAN_GOSS20190731_C1A_S01_X">3.854</v><v s="SAN_GOSS20190731_C1A_S01_Y">6.399</v></o>
<o k="-5"><v s="SAN_GOSS20190731_C1B_S00">270</v><v s="SAN_GOSS20190731_C1B_S01">44</v></o>
<o k="8"><v s="SAN_GOSS20190731_C2A_S00_Y">0.656</v><v s="SAN_GOSS20190731_C2A_S00_X">2.240</v><v s="SAN_GOSS20190731_C2B_S00_Y">0.259</v><v s="SAN_GOSS20190731_C2B_S00_X">3.050</v><v s="SAN_GOSS20190731_C3A_S00_Y">0.474</v><v s="SAN_GOSS20190731_C3A_S00_X">5.802</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.003</v><v s="SAN_GOSS20190731_C3B_S00_X">6.584</v><v s="SAN_GOSS20190731_C1A_S00_X">9.632</v><v s="SAN_GOSS20190731_C1A_S00_Y">3.799</v><v s="SAN_GOSS20190731_C1A_S01_X">6.323</v><v s="SAN_GOSS20190731_C1A_S01_Y">8.621</v></o>
<o k="0"><v s="SAN_GOSS20190731_C1B_S00">559</v><v s="SAN_GOSS20190731_C1B_S01">585</v></o>
<o k="9"><v s="SAN_GOSS20190731_C2A_S00_Y">1.761</v><v s="SAN_GOSS20190731_C2A_S00_X">4.984</v><v s="SAN_GOSS20190731_C2B_S00_Y">0.541</v><v s="SAN_GOSS20190731_C2B_S00_X">6.252</v><v s="SAN_GOSS20190731_C3A_S00_Y">1.132</v><v s="SAN_GOSS20190731_C3A_S00_X">8.059</v><v s="SAN_GOSS20190731_C3B_S00_Y">-0.204</v><v s="SAN_GOSS20190731_C3B_S00_X">8.710</v><v s="SAN_GOSS20190731_C1A_S00_X">10.868</v><v s="SAN_GOSS20190731_C1A_S00_Y">3.621</v><v s="SAN_GOSS20190731_C1A_S01_X">10.921</v><v s="SAN_GOSS20190731_C1A_S01_Y">10.722</v></o>
<o k="10"><v s="SAN_GOSS20190731_C2A_S00_Y">0.683</v><v s="SAN_GOSS20190731_C2A_S00_X">12.702</v><v s="SAN_GOSS20190731_C2B_S00_Y">0.689</v><v s="SAN_GOSS20190731_C2B_S00_X">14.014</v><v s="SAN_GOSS20190731_C3A_S00_Y">0.706</v><v s="SAN_GOSS20190731_C3A_S00_X">10.620</v><v s="SAN_GOSS20190731_C3B_S00_Y">0.070</v><v s="SAN_GOSS20190731_C3B_S00_X">10.966</v><v s="SAN_GOSS20190731_C1A_S00_X">12.341</v><v s="SAN_GOSS20190731_C1A_S00_Y">3.782</v><v s="SAN_GOSS20190731_C1A_S01_X">18.670</v><v s="SAN_GOSS20190731_C1A_S01_Y">12.051</v><v s="SAN_GOSS20190731_C1B_S00">178</v><v s="SAN_GOSS20190731_C1B_S01">427</v></o>
<o k="15"><v s="SAN_GOSS20190731_C1B_S00">83</v><v s="SAN_GOSS20190731_C1B_S01">123</v></o>
<o k="20"><v s="SAN_GOSS20190731_C1B_S00">30</v><v s="SAN_GOSS20190731_C1B_S01">1</v></o>
<o k="25"><v s="SAN_GOSS20190731_C1B_S00">7</v><v s="SAN_GOSS20190731_C1B_S01">0</v></o>
<o k="30"><v s="SAN_GOSS20190731_C1B_S00">6</v><v s="SAN_GOSS20190731_C1B_S01">0</v></o>
<o k=">30"><v s="SAN_GOSS20190731_C1B_S00">4</v><v s="SAN_GOSS20190731_C1B_S01">0</v></o>
</observations>
</data>