Please read the following table in HTML format from a webpage and then answer the question in detail according to the table. Each table cell is defined by a <td> and a </td> tag. Each table row starts with a <tr> and ends with a </tr> tag. 'rowspan=m' and 'colspan=n' represents a cell spaning over 'm' rows and 'n' columns.

Webpage title:
1852 United States presidential election
Table title:
Results
Table:
<table id='hittask' contenteditable='False'>
<tr> <th colspan=1 rowspan=2 > Presidential candidate </th><th colspan=1 rowspan=2 > Party </th><th colspan=1 rowspan=2 > Home state </th><th colspan=2 rowspan=1 > Popular vote </th><th colspan=1 rowspan=2 > Electoral vote </th><th colspan=3 rowspan=1 > Running mate </th></tr>
<tr> <th colspan=1 rowspan=1 > Count </th><th colspan=1 rowspan=1 > Percentage </th><th colspan=1 rowspan=1 > Vice-presidential candidate </th></tr>
<tr> <td colspan=1 rowspan=1 > Franklin Pierce </td><td colspan=1 rowspan=1 > Democratic </td><td colspan=1 rowspan=1 > New Hampshire </td><td colspan=1 rowspan=1 > 1,607,510 </td><td colspan=1 rowspan=1 > 50.84% </td><td colspan=1 rowspan=1 > 254 </td><td colspan=1 rowspan=1 > William R. King </td><td colspan=1 rowspan=1 > Alabama </td><td colspan=1 rowspan=1 > 254 </td></tr>
<tr> <td class="highlighted"  colspan=1 rowspan=1 > Winfield Scott </td><td class="highlighted"  colspan=1 rowspan=1 > Whig </td><td class="highlighted"  colspan=1 rowspan=1 > New Jersey </td><td colspan=1 rowspan=1 > 1,386,942 </td><td colspan=1 rowspan=1 > 43.87% </td><td colspan=1 rowspan=1 > 42 </td><td colspan=1 rowspan=1 > William Alexander Graham </td><td colspan=1 rowspan=1 > North Carolina </td><td colspan=1 rowspan=1 > 42 </td></tr>
<tr> <td colspan=1 rowspan=1 > John P. Hale </td><td colspan=1 rowspan=1 > Free Soil </td><td colspan=1 rowspan=1 > New Hampshire </td><td colspan=1 rowspan=1 > 155,210 </td><td colspan=1 rowspan=1 > 4.91% </td><td colspan=1 rowspan=1 > 0 </td><td colspan=1 rowspan=1 > George Washington Julian </td><td colspan=1 rowspan=1 > Indiana </td><td colspan=1 rowspan=1 > 0 </td></tr>
<tr> <td class="highlighted"  colspan=1 rowspan=1 > Daniel Webster </td><td colspan=1 rowspan=1 > Union </td><td class="highlighted"  colspan=1 rowspan=1 > Massachusetts </td><td colspan=1 rowspan=1 > 6,994 </td><td colspan=1 rowspan=1 > 0.22% </td><td colspan=1 rowspan=1 > 0 </td><td colspan=1 rowspan=1 > Charles J. Jenkins </td><td colspan=1 rowspan=1 > Georgia </td><td colspan=1 rowspan=1 > 0 </td></tr>
<tr> <td colspan=1 rowspan=1 > Jacob Broom </td><td colspan=1 rowspan=1 > Native American </td><td colspan=1 rowspan=1 > Pennsylvania </td><td colspan=1 rowspan=1 > 2,566 </td><td colspan=1 rowspan=1 > 0.08% </td><td colspan=1 rowspan=1 > 0 </td><td colspan=1 rowspan=1 > Reynell Coates </td><td colspan=1 rowspan=1 > New Jersey </td><td colspan=1 rowspan=1 > 0 </td></tr>
<tr> <td colspan=1 rowspan=1 > George Troup </td><td colspan=1 rowspan=1 > Southern Rights </td><td colspan=1 rowspan=1 > Georgia </td><td colspan=1 rowspan=1 > 2,331 </td><td colspan=1 rowspan=1 > 0.07% </td><td colspan=1 rowspan=1 > 0 </td><td colspan=1 rowspan=1 > John A. Quitman </td><td colspan=1 rowspan=1 > Mississippi </td><td colspan=1 rowspan=1 > 0 </td></tr>
<tr> <td colspan=3 rowspan=1 > Other </td><td colspan=1 rowspan=1 > 277 </td><td colspan=1 rowspan=1 > 0.01% </td><td colspan=1 rowspan=1 > — </td><td colspan=2 rowspan=1 > Other </td><td colspan=1 rowspan=1 > — </td></tr>
<tr> <th colspan=3 rowspan=1 > Total </th><td colspan=1 rowspan=1 > 3,161,830 </td><td colspan=1 rowspan=1 > 100% </td><td colspan=1 rowspan=1 > 296 </td><td colspan=2 rowspan=1 >  </td><td colspan=1 rowspan=1 > 296 </td></tr>
<tr> <th colspan=5 rowspan=1 > Needed to win </th><td colspan=1 rowspan=1 > 149 </td><td colspan=2 rowspan=1 >  </td><td colspan=1 rowspan=1 > 149 </td></tr>
</table>
Question:
In the 1852 United States presidential election, Winfield Scott of which party was the President of New Jersey?
Answer:
In the 1852 United States presidential election, Winfield Scott of Whig party was the President of New Jersey.