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        <idAbs>&lt;font size='4'&gt;&lt;span style='font-variant-ligatures:common-ligatures; text-decoration-style:initial; text-decoration-color:initial;'&gt;&amp;quot;Highest Education: Master's Degree&amp;quot;  the proportion of residents who have completed a Master's Degree. This measure comes from the U.S. Census Bureau’s American Community Survey (ACS) and the Decennial Census, which ask about people’s racial identities, housing status and other demographic, economic, and geographic metrics of U.S. residents. The Boston Area Research Initiative (BARI) curates this and other indicators from census data for the Commonwealth of Massachusetts. You can find and download the source shapefile from BARI’s ArcGIS Library by clicking &lt;/span&gt;&lt;span style='font-variant-ligatures:common-ligatures; text-decoration-style:initial; text-decoration-color:initial;'&gt;&lt;a href='https://nu.maps.arcgis.com/home/item.html?id=b432536c123f4f60829bfe63886c058e' target='_blank' rel='nofollow ugc noopener noreferrer'&gt;this link&lt;/a&gt;. Additional documentation and the data in .csv (i.e., spreadsheet) format are available through the BARI Data Library &lt;/span&gt;&lt;span style='font-variant-ligatures:common-ligatures; text-decoration-style:initial; text-decoration-color:initial;'&gt;&lt;a href='https://dataverse.harvard.edu/dataset.xhtml?persistentId=doi:10.7910/DVN/XZXAUP' target='_blank' rel='nofollow ugc noopener noreferrer'&gt;here&lt;/a&gt;.&lt;/span&gt;&lt;/font&gt;</idAbs>
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