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:
The Slave Hunters
Table title:
Ratings
Table:
<table id='hittask' contenteditable='False'>
<tr> <th colspan=1 rowspan=1 > Date </th><th colspan=1 rowspan=1 > Episode </th><th colspan=1 rowspan=1 > Nationwide </th><th colspan=1 rowspan=1 > Seoul </th></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-06 </td><td colspan=1 rowspan=1 > 1 </td><td colspan=1 rowspan=1 > 22.9% (4th) </td><td colspan=1 rowspan=1 > 23.8% (3rd) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-07 </td><td colspan=1 rowspan=1 > 2 </td><td colspan=1 rowspan=1 > 24.8% (2nd) </td><td colspan=1 rowspan=1 > 25.3% (3rd) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-13 </td><td colspan=1 rowspan=1 > 3 </td><td colspan=1 rowspan=1 > 27.2% (2nd) </td><td colspan=1 rowspan=1 > 27.6% (3rd) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-14 </td><td colspan=1 rowspan=1 > 4 </td><td colspan=1 rowspan=1 > 30.8% (2nd) </td><td colspan=1 rowspan=1 > 31.4% (2nd) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-20 </td><td colspan=1 rowspan=1 > 5 </td><td colspan=1 rowspan=1 > 30.3% (2nd) </td><td colspan=1 rowspan=1 > 31.0% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-21 </td><td colspan=1 rowspan=1 > 6 </td><td colspan=1 rowspan=1 > 33.7% (1st) </td><td colspan=1 rowspan=1 > 34.9% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-27 </td><td colspan=1 rowspan=1 > 7 </td><td colspan=1 rowspan=1 > 31.6% (1st) </td><td colspan=1 rowspan=1 > 31.7% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-01-28 </td><td colspan=1 rowspan=1 > 8 </td><td colspan=1 rowspan=1 > 33.5% (1st) </td><td colspan=1 rowspan=1 > 34.3% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-03 </td><td colspan=1 rowspan=1 > 9 </td><td colspan=1 rowspan=1 > 34.6% (1st) </td><td colspan=1 rowspan=1 > 35.2% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-04 </td><td colspan=1 rowspan=1 > 10 </td><td colspan=1 rowspan=1 > 35.0% (1st) </td><td colspan=1 rowspan=1 > 35.8% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-10 </td><td colspan=1 rowspan=1 > 11 </td><td colspan=1 rowspan=1 > 32.5% (1st) </td><td colspan=1 rowspan=1 > 32.6% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-11 </td><td colspan=1 rowspan=1 > 12 </td><td colspan=1 rowspan=1 > 33.9% (1st) </td><td colspan=1 rowspan=1 > 34.0% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-17 </td><td colspan=1 rowspan=1 > 13 </td><td colspan=1 rowspan=1 > 32.5% (1st) </td><td colspan=1 rowspan=1 > 32.4% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-18 </td><td colspan=1 rowspan=1 > 14 </td><td colspan=1 rowspan=1 > 31.9% (1st) </td><td colspan=1 rowspan=1 > 31.7% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-24 </td><td colspan=1 rowspan=1 > 15 </td><td colspan=1 rowspan=1 > 31.9% (1st) </td><td colspan=1 rowspan=1 > 32.2% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-02-25 </td><td colspan=1 rowspan=1 > 16 </td><td colspan=1 rowspan=1 > 33.4% (1st) </td><td colspan=1 rowspan=1 > 33.6% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-03 </td><td colspan=1 rowspan=1 > 17 </td><td colspan=1 rowspan=1 > 31.6% (1st) </td><td colspan=1 rowspan=1 > 31.8% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-04 </td><td colspan=1 rowspan=1 > 18 </td><td colspan=1 rowspan=1 > 33.8% (1st) </td><td colspan=1 rowspan=1 > 33.8% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-10 </td><td colspan=1 rowspan=1 > 19 </td><td colspan=1 rowspan=1 > 33.5% (1st) </td><td colspan=1 rowspan=1 > 34.0% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-11 </td><td colspan=1 rowspan=1 > 20 </td><td colspan=1 rowspan=1 > 32.0% (1st) </td><td colspan=1 rowspan=1 > 31.5% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-17 </td><td colspan=1 rowspan=1 > 21 </td><td colspan=1 rowspan=1 > 31.2% (1st) </td><td colspan=1 rowspan=1 > 30.9% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-18 </td><td colspan=1 rowspan=1 > 22 </td><td colspan=1 rowspan=1 > 30.4% (1st) </td><td colspan=1 rowspan=1 > 29.6% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-24 </td><td colspan=1 rowspan=1 > 23 </td><td colspan=1 rowspan=1 > 32.8% (1st) </td><td colspan=1 rowspan=1 > 33.2% (1st) </td></tr>
<tr> <td colspan=1 rowspan=1 > 2010-03-25 </td><td colspan=1 rowspan=1 > 24 </td><td class="highlighted"  colspan=1 rowspan=1 > 35.9% (1st) </td><td colspan=1 rowspan=1 > 36.3% (1st) </td></tr>
<tr> <th colspan=2 rowspan=1 > Average </th><th class="highlighted"  colspan=1 rowspan=1 > 31.7% </th><th colspan=1 rowspan=1 > 32.0% </th></tr>
</table>
Question:
What percentage did The Slave Hunters average, and what was it's peak percentage?
Answer:
The Slave Hunters averaged 31.7% and reached a peak of 35.9%.