chaeusler
/
studyforrest-ppa-analysis


			
			
				
					
						
							12345678910111213141516171819202122232425262728293031323334353637383940414243444546474849505152535455565758
							<HTML><TITLE>Cluster List</TITLE><BODY BACKGROUND="file:/usr/share/fsl/5.0/doc/images/fsl-bg.jpg">
<CENTER><hr>Co-ordinate information for cluster_zstat5 - <A HREF="cluster_zstat5_std.html">Standard-space version</A> (if present) - <A HREF="report.html">back</A> to main FEAT report<hr>
<H1>Cluster List</H1>
<table border=3 cellspacing=3>
<tr><th>Cluster Index<th>Voxels<th>P<th>-log10(P)<th>Z-MAX<th>Z-MAX X (vox)<th>Z-MAX Y (vox)<th>Z-MAX Z (vox)<th>Z-COG X (vox)<th>Z-COG Y (vox)<th>Z-COG Z (vox)<th>COPE-MAX<th>COPE-MAX X (vox)<th>COPE-MAX Y (vox)<th>COPE-MAX Z (vox)<th>COPE-MEAN</tr>
<tr><td>9<td>321<td>8.66e-14<td>13.1<td>4.81<td>37<td>57<td>20<td>32.4<td>56.1<td>22.7<td>7.22e+03<td>32<td>51<td>22<td>2.55e+03</tr>
<tr><td>8<td>181<td>2.82e-09<td>8.55<td>4.98<td>23<td>34<td>9<td>24.8<td>32.2<td>12.1<td>2.01e+04<td>28<td>32<td>13<td>6.34e+03</tr>
<tr><td>7<td>90<td>1.16e-05<td>4.94<td>4.56<td>12<td>46<td>13<td>14<td>43.7<td>10.5<td>8.63e+03<td>10<td>45<td>11<td>3.38e+03</tr>
<tr><td>6<td>85<td>1.96e-05<td>4.71<td>4.41<td>48<td>19<td>4<td>42.8<td>18.5<td>5.18<td>1.37e+04<td>42<td>18<td>5<td>6.75e+03</tr>
<tr><td>5<td>70<td>0.0001<td>4<td>4.47<td>23<td>19<td>13<td>24.9<td>17.8<td>13.2<td>1.19e+04<td>31<td>15<td>13<td>4.23e+03</tr>
<tr><td>4<td>66<td>0.000159<td>3.8<td>4.97<td>36<td>30<td>13<td>37.3<td>29<td>12.5<td>1.14e+04<td>35<td>30<td>14<td>6.56e+03</tr>
<tr><td>3<td>47<td>0.0016<td>2.8<td>4.28<td>47<td>29<td>4<td>47.8<td>30.3<td>3.52<td>9.2e+03<td>48<td>31<td>4<td>5.23e+03</tr>
<tr><td>2<td>34<td>0.00929<td>2.03<td>4.3<td>16<td>25<td>22<td>15.3<td>24.1<td>22.2<td>6.61e+03<td>13<td>24<td>23<td>4.16e+03</tr>
<tr><td>1<td>29<td>0.0193<td>1.71<td>4.25<td>19<td>27<td>19<td>17.4<td>27<td>18.7<td>4.85e+03<td>16<td>26<td>19<td>2.74e+03</tr>
</TABLE>
<br><br><H1>Local Maxima</H1>
<table border=3 cellspacing=3>
<tr><th>Cluster Index<th>Z<th>x<th>y<th>z<th></tr>
<tr><td>9<td>4.81<td>37<td>57<td>20</tr>
<tr><td>9<td>4.76<td>25<td>58<td>21</tr>
<tr><td>9<td>4.65<td>38<td>60<td>21</tr>
<tr><td>9<td>4.65<td>27<td>58<td>21</tr>
<tr><td>9<td>4.58<td>30<td>53<td>22</tr>
<tr><td>9<td>4.57<td>42<td>60<td>23</tr>
<tr><td>8<td>4.98<td>23<td>34<td>9</tr>
<tr><td>8<td>4.79<td>29<td>31<td>13</tr>
<tr><td>8<td>4.58<td>20<td>35<td>10</tr>
<tr><td>8<td>4.38<td>25<td>36<td>12</tr>
<tr><td>8<td>4.34<td>25<td>29<td>13</tr>
<tr><td>8<td>4.33<td>23<td>33<td>12</tr>
<tr><td>7<td>4.56<td>12<td>46<td>13</tr>
<tr><td>7<td>4.51<td>16<td>43<td>8</tr>
<tr><td>7<td>4.27<td>10<td>44<td>11</tr>
<tr><td>7<td>4.17<td>18<td>39<td>10</tr>
<tr><td>7<td>3.99<td>16<td>46<td>9</tr>
<tr><td>6<td>4.41<td>48<td>19<td>4</tr>
<tr><td>6<td>4.2<td>41<td>16<td>3</tr>
<tr><td>6<td>4.08<td>42<td>19<td>6</tr>
<tr><td>6<td>3.92<td>44<td>18<td>4</tr>
<tr><td>6<td>3.77<td>45<td>20<td>7</tr>
<tr><td>6<td>3.71<td>47<td>21<td>6</tr>
<tr><td>5<td>4.47<td>23<td>19<td>13</tr>
<tr><td>5<td>4.06<td>27<td>16<td>13</tr>
<tr><td>5<td>4.05<td>21<td>22<td>13</tr>
<tr><td>5<td>3.89<td>31<td>15<td>14</tr>
<tr><td>5<td>3.85<td>20<td>20<td>12</tr>
<tr><td>4<td>4.97<td>36<td>30<td>13</tr>
<tr><td>4<td>3.94<td>40<td>29<td>11</tr>
<tr><td>4<td>3.86<td>39<td>31<td>11</tr>
<tr><td>4<td>3.76<td>34<td>26<td>13</tr>
<tr><td>4<td>3.72<td>40<td>25<td>15</tr>
<tr><td>3<td>4.28<td>47<td>29<td>4</tr>
<tr><td>3<td>4.23<td>49<td>29<td>4</tr>
<tr><td>2<td>4.3<td>16<td>25<td>22</tr>
<tr><td>1<td>4.25<td>19<td>27<td>19</tr>
<tr><td>1<td>4.12<td>16<td>27<td>19</tr>
</TABLE>
</BODY></HTML>