<?xml version="1.0" encoding="ISO-8859-15" ?>
<METHOD>
<Classifier>
7_agmmas_mrs_se_lda_001
</Classifier>
<Actions>
<Technique>
<LDA>
<ID>
LDA_1
</ID>
<SF>
<SV>
<SE>
<Matrix>
<row> <column> 165 </column> <column> 176 </column> <column> 186 </column> <column> 200 </column> <column> 210 </column> <column> 214 </column> <column> 250 </column> <column> 307 </column> <column> 321 </column> <column> 328 </column> </row>
</Matrix>
</SE>
</SV>
</SF>
<W>
<!-- Transformation Matrix with as many rows as SF + 1 and as many columns as Boundaries to be painted. It provides the projection to the LDA coordinates-->
<Matrix>
<row> <column> 0.0930 </column> <column> 0.0700 </column> </row>
<row> <column> -0.2590 </column> <column> 0.0230 </column> </row>
<row> <column> 0.1620 </column> <column> -0.1370 </column> </row>
<row> <column> -0.1730 </column> <column> -0.1110 </column> </row>
<row> <column> 0.2000 </column> <column> 0.2140 </column> </row>
<row> <column> 0.2340 </column> <column> -0.1270 </column> </row>
<row> <column> -0.5410 </column> <column> 0.1410 </column> </row>
<row> <column> 0.0730 </column> <column> 0.1410 </column> </row>
<row> <column> -0.1020 </column> <column> 0.1220 </column> </row>
<row> <column> 0.0010 </column> <column> -0.1710 </column> </row>
<row> <column> 1.3360 </column> <column> -1.8050 </column> </row>
</Matrix>
</W>
<Boundaries>
<B>
<From>
3
</From>
<To>
1
</To>
<origin>
<Matrix>
<row> <column> -0.6801 </column> <column> -1.8642 </column> </row>
</Matrix>
</origin>
<destiny>
<Matrix>
<row> <column> 6.0781 </column> <column> -0.0409 </column> </row>
</Matrix>
</destiny>
</B>
<B>
<From>
1
</From>
<To>
2
</To>
<origin>
<Matrix>
<row> <column> -0.6801 </column> <column> -1.8642 </column> </row>
</Matrix>
</origin>
<destiny>
<Matrix>
<row> <column> -1.9471 </column> <column> 2.0774 </column> </row>
</Matrix>
</destiny>
</B>
<B>
<From>
3
</From>
<To>
2
</To>
<origin>
<Matrix>
<row> <column> -0.6801 </column> <column> -1.8642 </column> </row>
</Matrix>
</origin>
<destiny>
<Matrix>
<row> <column> -2.0417 </column> <column> -4.8852 </column> </row>
</Matrix>
</destiny>
</B>
</Boundaries>
<Prototypes>
<P>
<class>
3
</class>
<!-- Astrocitomas Grade 2, Oligoblastomas, Oligodendrogliomas -->
<Coordinates>
<Matrix>
<row> <column> 2.0752 </column> <column> -2.8731 </column> </row>
</Matrix>
</Coordinates>
</P>
<P>
<class>
1
</class>
<!-- Glioblastomas, Metastasis -->
<Coordinates>
<Matrix>
<row> <column> 1.0096 </column> <column> 1.0085 </column> </row>
</Matrix>
</Coordinates>
</P>
<P>
<class>
2
</class>
<!-- Meningiomas -->
<Coordinates>
<Matrix>
<row> <column> -3.4219 </column> <column> -0.4188 </column> </row>
</Matrix>
</Coordinates>
</P>
</Prototypes>
<FDF>
<!-- Matrix with the coefficients of each fisher discriminant function in columns -->
<Matrix>
<row> <column> 0.5620 </column> <column> 0.0500 </column> <column> 0.3870 </column> </row>
<row> <column> 0.5850 </column> <column> 1.6990 </column> <column> 0.2200 </column> </row>
<row> <column> 0.2930 </column> <column> -0.2310 </column> <column> 0.9980 </column> </row>
<row> <column> -0.1150 </column> <column> 0.8090 </column> <column> 0.1300 </column> </row>
<row> <column> 1.0620 </column> <column> -0.1270 </column> <column> 0.4440 </column> </row>
<row> <column> 0.4850 </column> <column> 0.3680 </column> <column> 1.2270 </column> </row>
<row> <column> 2.3430 </column> <column> 4.5370 </column> <column> 1.2210 </column> </row>
<row> <column> 1.7400 </column> <column> 1.2180 </column> <column> 1.2730 </column> </row>
<row> <column> 1.6270 </column> <column> 1.9050 </column> <column> 1.0450 </column> </row>
<row> <column> -0.6170 </column> <column> -0.3810 </column>  <column> 0.0450 </column> </row>
<row> <column> -32.6760 </column> <column> -41.6960 </column> <column> -30.7810 </column> </row>
</Matrix>
</FDF>
</LDA>
</Technique>
</Actions>
<Output>
<SF>
<Output_LDA_1>
<Answer>
<Label>
<Matrix>
<row>
<column>1</column>
</row>
</Matrix>
</Label>
<Sample_coordinates>
<Matrix>
<row>
<column>1</column>
<column>2</column>
</row>
</Matrix>
</Sample_coordinates>
</Answer>
</Output_LDA_1>
</SF>
<Extra>
<Mean_Signal>
<Label>1</Label>
<Data>
<Matrix>
<row><column>1.901882</column><column>2.047589</column><column>2.160448</column><column>2.222704</column><column>2.332113</column><column>2.469262</column><column>2.623676</column><column>2.984248</column><column>3.352210</column><column>3.625197</column><column>3.745181</column><column>3.731140</column><column>3.767337</column><column>3.846549</column><column>3.808938</column><column>3.787379</column><column>3.938791</column><column>4.080122</column><column>3.993300</column><column>3.829033</column><column>3.564513</column><column>3.448543</column><column>3.399412</column><column>3.400395</column><column>3.329383</column><column>3.318628</column><column>3.454734</column><column>3.704296</column><column>4.028865</column><column>4.034072</column><column>3.567751</column><column>3.037502</column><column>2.632969</column><column>2.415731</column><column>2.230199</column><column>2.234644</column><column>2.280277</column><column>2.305751</column><column>2.429933</column><column>2.507440</column><column>2.478660</column><column>2.463034</column><column>2.589795</column><column>3.035506</column><column>3.934002</column><column>5.328510</column><column>6.706703</column><column>6.971158</column><column>5.986983</column><column>4.727425</column><column>3.747048</column><column>3.168249</column><column>2.883939</column><column>2.859661</column><column>3.248023</column><column>3.867067</column><column>4.234976</column><column>3.893100</column><column>3.330942</column><column>2.873696</column><column>2.616554</column><column>2.518121</column><column>2.595664</column><column>2.651433</column><column>2.705515</column><column>2.689342</column><column>2.741361</column><column>2.782911</column><column>2.778419</column><column>2.740340</column><column>2.703396</column><column>2.628296</column><column>2.539772</column><column>2.497335</column><column>2.450973</column><column>2.487930</column><column>2.560335</column><column>2.611837</column><column>2.605409</column><column>2.498265</column><column>2.443602</column><column>2.421321</column><column>2.363782</column><column>2.428194</column><column>2.594248</column><column>2.769369</column><column>2.929086</column><column>3.080074</column><column>3.202308</column><column>3.438816</column><column>3.651617</column><column>3.944805</column><column>4.162830</column><column>4.277449</column><column>4.499393</column><column>4.663213</column><column>4.881675</column><column>5.053400</column><column>5.186147</column><column>5.333339</column><column>5.501695</column><column>5.630354</column><column>5.762897</column><column>5.891564</column><column>6.043825</column><column>6.254873</column><column>6.430810</column><column>6.596049</column><column>6.608330</column><column>6.362061</column><column>5.871424</column><column>5.255726</column><column>4.712561</column><column>4.308171</column><column>4.000849</column><column>3.777308</column><column>3.615165</column><column>3.429952</column><column>3.328990</column><column>3.263658</column><column>3.164182</column><column>3.176922</column><column>3.223533</column><column>3.269423</column><column>3.381245</column><column>3.521828</column><column>3.631524</column><column>3.790717</column><column>3.952123</column><column>4.129874</column><column>4.325818</column><column>4.541414</column><column>4.821728</column><column>5.149902</column><column>5.480811</column><column>5.823573</column><column>6.196057</column><column>6.843547</column><column>7.908633</column><column>9.303557</column><column>11.088687</column><column>13.155432</column><column>15.118119</column><column>16.712286</column><column>18.325602</column><column>20.273231</column><column>22.281328</column><column>23.667404</column><column>23.683735</column><column>21.827373</column><column>18.833142</column><column>15.704031</column><column>12.996041</column><column>10.819049</column><column>9.173305</column><column>7.923932</column><column>6.999319</column><column>6.385440</column><column>6.022606</column><column>5.816519</column><column>5.805597</column><column>5.970001</column><column>6.262251</column><column>6.669147</column><column>7.122239</column><column>7.518349</column><column>7.804935</column><column>7.953238</column><column>7.898226</column><column>7.578267</column><column>7.068416</column><column>6.457369</column><column>5.794561</column><column>5.127973</column><column>4.478668</column><column>3.886826</column><column>3.322722</column><column>2.845788</column><column>2.436272</column><column>2.098330</column><column>1.789385</column><column>1.566411</column><column>1.361482</column><column>1.210260</column><column>1.008106</column><column>0.849739</column><column>0.750145</column><column>0.668901</column><column>0.595649</column><column>0.554032</column></row>
</Matrix>
</Data>
</Mean_Signal>
<Mean_Signal>
<Label>2</Label>
<Data>
<Matrix>
<row><column>2.057805</column><column>2.423754</column><column>2.685632</column><column>3.156562</column><column>3.676399</column><column>3.792002</column><column>4.268478</column><column>5.117560</column><column>6.086630</column><column>6.647472</column><column>6.941324</column><column>7.449609</column><column>7.908709</column><column>8.185998</column><column>8.801167</column><column>9.657719</column><column>10.465613</column><column>10.977001</column><column>10.606653</column><column>9.626386</column><column>8.820149</column><column>8.404526</column><column>8.014778</column><column>7.750459</column><column>7.288409</column><column>6.822756</column><column>6.721687</column><column>6.894247</column><column>6.850738</column><column>6.451692</column><column>5.801537</column><column>5.241525</column><column>4.908915</column><column>4.879347</column><column>5.087641</column><column>5.509794</column><column>5.752882</column><column>5.782761</column><column>5.939968</column><column>6.092790</column><column>6.069513</column><column>6.062236</column><column>6.309968</column><column>7.009207</column><column>8.641551</column><column>10.997590</column><column>12.780460</column><column>12.454213</column><column>10.225743</column><column>7.704029</column><column>6.013258</column><column>5.125556</column><column>4.566242</column><column>4.586291</column><column>5.174505</column><column>6.088513</column><column>6.622609</column><column>6.113732</column><column>5.171229</column><column>4.438268</column><column>3.919821</column><column>3.856536</column><column>3.902062</column><column>3.827769</column><column>3.760086</column><column>3.682113</column><column>3.492937</column><column>3.311310</column><column>3.335189</column><column>3.327965</column><column>3.266452</column><column>3.268471</column><column>3.320544</column><column>3.458459</column><column>3.775628</column><column>4.258495</column><column>4.713022</column><column>4.949530</column><column>5.035719</column><column>5.164083</column><column>5.300127</column><column>5.356654</column><column>5.363451</column><column>5.470241</column><column>5.849464</column><column>6.336913</column><column>6.730173</column><column>6.951496</column><column>7.301622</column><column>7.754109</column><column>8.395721</column><column>9.000042</column><column>9.373015</column><column>9.424572</column><column>9.590215</column><column>9.778610</column><column>9.928409</column><column>10.068211</column><column>10.150934</column><column>10.151984</column><column>10.139756</column><column>10.131704</column><column>10.204069</column><column>10.102697</column><column>10.121528</column><column>10.244129</column><column>10.298263</column><column>10.226952</column><column>9.806904</column><column>8.965087</column><column>8.114420</column><column>7.352750</column><column>6.720022</column><column>6.264900</column><column>5.781932</column><column>5.300583</column><column>4.879614</column><column>4.637131</column><column>4.371548</column><column>4.224762</column><column>4.020539</column><column>3.910422</column><column>3.964914</column><column>3.949997</column><column>3.994476</column><column>4.063106</column><column>4.157265</column><column>4.162124</column><column>4.167739</column><column>4.116496</column><column>4.209386</column><column>4.414108</column><column>4.821388</column><column>5.382475</column><column>5.644779</column><column>5.507751</column><column>5.110435</column><column>4.977222</column><column>5.373044</column><column>6.252344</column><column>7.359783</column><column>8.100281</column><column>8.461652</column><column>8.401864</column><column>8.250146</column><column>8.416094</column><column>8.788892</column><column>9.166617</column><column>9.236251</column><column>8.629870</column><column>7.660236</column><column>6.750235</column><column>6.001606</column><column>5.405965</column><column>4.908636</column><column>4.584947</column><column>4.367777</column><column>4.155307</column><column>4.052607</column><column>4.167905</column><column>4.328820</column><column>4.571360</column><column>4.944486</column><column>5.395936</column><column>5.663256</column><column>5.837178</column><column>5.968270</column><column>6.030578</column><column>5.997785</column><column>5.857199</column><column>5.617004</column><column>5.215955</column><column>4.691886</column><column>4.094847</column><column>3.516947</column><column>3.106370</column><column>2.726711</column><column>2.385955</column><column>2.049186</column><column>1.721792</column><column>1.438046</column><column>1.197053</column><column>0.995330</column><column>0.844225</column><column>0.673974</column><column>0.540130</column><column>0.541539</column><column>0.525445</column><column>0.475367</column><column>0.388247</column></row>
</Matrix>
</Data>
</Mean_Signal>
<Mean_Signal>
<Label>3</Label>
<Data>
<Matrix>
<row><column>2.941078</column><column>3.724072</column><column>4.202758</column><column>4.369879</column><column>4.370574</column><column>4.195595</column><column>4.824879</column><column>6.664185</column><column>7.938770</column><column>8.936425</column><column>8.884969</column><column>8.491945</column><column>8.248656</column><column>8.091282</column><column>8.015502</column><column>8.211179</column><column>8.702613</column><column>9.239347</column><column>9.213214</column><column>8.883383</column><column>8.702920</column><column>9.163024</column><column>9.648384</column><column>9.898037</column><column>10.007441</column><column>10.362167</column><column>10.829539</column><column>12.308486</column><column>14.071208</column><column>14.019725</column><column>12.153869</column><column>9.364341</column><column>7.342814</column><column>6.458700</column><column>6.495231</column><column>6.459294</column><column>6.324963</column><column>6.475523</column><column>6.633207</column><column>6.647780</column><column>6.444201</column><column>5.751428</column><column>5.483637</column><column>6.242463</column><column>8.995150</column><column>13.646210</column><column>17.779192</column><column>17.006893</column><column>12.959200</column><column>9.293145</column><column>7.282909</column><column>6.093441</column><column>5.378137</column><column>5.807513</column><column>8.071897</column><column>11.072271</column><column>12.839176</column><column>11.327783</column><column>8.455573</column><column>6.169961</column><column>4.530508</column><column>3.796415</column><column>3.456950</column><column>3.166450</column><column>3.008669</column><column>3.093369</column><column>3.038666</column><column>3.061653</column><column>3.042552</column><column>2.969529</column><column>2.943350</column><column>2.972084</column><column>2.998098</column><column>3.109019</column><column>3.184228</column><column>3.735375</column><column>4.112880</column><column>4.447436</column><column>4.675188</column><column>4.467553</column><column>4.291040</column><column>4.020787</column><column>3.828272</column><column>3.754626</column><column>4.098974</column><column>4.300254</column><column>4.576421</column><column>4.537775</column><column>4.539584</column><column>4.712928</column><column>5.189037</column><column>5.576439</column><column>5.712315</column><column>5.677466</column><column>5.660691</column><column>5.758711</column><column>5.878369</column><column>6.173456</column><column>6.522892</column><column>7.155468</column><column>7.408324</column><column>7.373891</column><column>7.359925</column><column>7.191738</column><column>7.147442</column><column>7.351528</column><column>7.740846</column><column>8.293029</column><column>9.015105</column><column>9.241831</column><column>8.438535</column><column>6.883770</column><column>5.714287</column><column>4.978458</column><column>4.473511</column><column>4.037636</column><column>3.616844</column><column>3.244191</column><column>3.092388</column><column>3.054332</column><column>2.931202</column><column>2.662981</column><column>2.606474</column><column>2.635329</column><column>2.555278</column><column>2.840327</column><column>2.775657</column><column>2.816160</column><column>2.904211</column><column>2.967923</column><column>3.118428</column><column>3.185737</column><column>3.343643</column><column>3.227539</column><column>3.312007</column><column>3.299035</column><column>3.115952</column><column>3.131643</column><column>3.225718</column><column>3.517013</column><column>4.127108</column><column>5.135107</column><column>5.946203</column><column>5.840809</column><column>5.410083</column><column>5.155108</column><column>5.471545</column><column>6.018364</column><column>6.732026</column><column>6.710687</column><column>5.887957</column><column>5.203876</column><column>4.605384</column><column>4.085497</column><column>3.906382</column><column>3.506512</column><column>3.255005</column><column>3.183976</column><column>3.160503</column><column>3.081296</column><column>3.170180</column><column>3.391553</column><column>3.610854</column><column>3.941795</column><column>4.308174</column><column>4.650404</column><column>5.161792</column><column>5.383866</column><column>5.373670</column><column>5.270621</column><column>4.995415</column><column>4.426424</column><column>4.024704</column><column>3.620643</column><column>3.046505</column><column>2.703176</column><column>2.308248</column><column>2.002424</column><column>1.666312</column><column>1.572291</column><column>1.356259</column><column>1.259928</column><column>1.184904</column><column>0.932918</column><column>0.670324</column><column>0.591553</column><column>0.449162</column><column>0.462006</column><column>0.476736</column><column>0.289439</column></row>
</Matrix>
</Data>
</Mean_Signal>
<Mean_Signal>
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<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>3</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>1</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
<row><column>2</column></row>
</Matrix></Labels>
<Identifiers>
<Matrix><row><column>I0037</column></row>
<row><column>I0104</column></row>
<row><column>I0150</column></row>
<row><column>I0155</column></row>
<row><column>I0177</column></row>
<row><column>I0216</column></row>
<row><column>I0262</column></row>
<row><column>I0335</column></row>
<row><column>I0372</column></row>
<row><column>I0451</column></row>
<row><column>I1041</column></row>
<row><column>I1042</column></row>
<row><column>I1047</column></row>
<row><column>I1052</column></row>
<row><column>I1055</column></row>
<row><column>I1059</column></row>
<row><column>I1061</column></row>
<row><column>I1087</column></row>
<row><column>I1108</column></row>
<row><column>I1109</column></row>
<row><column>I1278</column></row>
<row><column>I1385</column></row>
<row><column>I0070</column></row>
<row><column>I0115</column></row>
<row><column>I0169</column></row>
<row><column>I0179</column></row>
<row><column>I0241</column></row>
<row><column>I1065</column></row>
<row><column>I1083</column></row>
<row><column>I0383</column></row>
<row><column>I0450</column></row>
<row><column>I1260</column></row>
<row><column>I1275</column></row>
<row><column>I0060</column></row>
<row><column>I0069</column></row>
<row><column>I0016</column></row>
<row><column>I0021</column></row>
<row><column>I0045</column></row>
<row><column>I0051</column></row>
<row><column>I0061</column></row>
<row><column>I0062</column></row>
<row><column>I0063</column></row>
<row><column>I0067</column></row>
<row><column>I0073</column></row>
<row><column>I0074</column></row>
<row><column>I0083</column></row>
<row><column>I0086</column></row>
<row><column>I0087</column></row>
<row><column>I0088</column></row>
<row><column>I0096</column></row>
<row><column>I0098</column></row>
<row><column>I0100</column></row>
<row><column>I0101</column></row>
<row><column>I0105</column></row>
<row><column>I0107</column></row>
<row><column>I0111</column></row>
<row><column>I0135</column></row>
<row><column>I0145</column></row>
<row><column>I0153</column></row>
<row><column>I0154</column></row>
<row><column>I0166</column></row>
<row><column>I0167</column></row>
<row><column>I0172</column></row>
<row><column>I0175</column></row>
<row><column>I0183</column></row>
<row><column>I0184</column></row>
<row><column>I0199</column></row>
<row><column>I0200</column></row>
<row><column>I0209</column></row>
<row><column>I0213</column></row>
<row><column>I0214</column></row>
<row><column>I0217</column></row>
<row><column>I0220</column></row>
<row><column>I0221</column></row>
<row><column>I0231</column></row>
<row><column>I0240</column></row>
<row><column>I0247</column></row>
<row><column>I0285</column></row>
<row><column>I0299</column></row>
<row><column>I0309</column></row>
<row><column>I0313</column></row>
<row><column>I0328</column></row>
<row><column>I0354</column></row>
<row><column>I0358</column></row>
<row><column>I0359</column></row>
<row><column>I0391</column></row>
<row><column>I0407</column></row>
<row><column>I0413</column></row>
<row><column>I0417</column></row>
<row><column>I0419</column></row>
<row><column>I0421</column></row>
<row><column>I0423</column></row>
<row><column>I0427</column></row>
<row><column>I0428</column></row>
<row><column>I0452</column></row>
<row><column>I0453</column></row>
<row><column>I1024</column></row>
<row><column>I1029</column></row>
<row><column>I1032</column></row>
<row><column>I1039</column></row>
<row><column>I1043</column></row>
<row><column>I1044</column></row>
<row><column>I1045</column></row>
<row><column>I1048</column></row>
<row><column>I1049</column></row>
<row><column>I1050</column></row>
<row><column>I1056</column></row>
<row><column>I1057</column></row>
<row><column>I1062</column></row>
<row><column>I1067</column></row>
<row><column>I1071</column></row>
<row><column>I1095</column></row>
<row><column>I1098</column></row>
<row><column>I1285</column></row>
<row><column>I1343</column></row>
<row><column>I1376</column></row>
<row><column>I1379</column></row>
<row><column>I1388</column></row>
<row><column>I1390</column></row>
<row><column>I1411</column></row>
<row><column>I0378</column></row>
<row><column>I0027</column></row>
<row><column>I0084</column></row>
<row><column>I0121</column></row>
<row><column>I0139</column></row>
<row><column>I0143</column></row>
<row><column>I0148</column></row>
<row><column>I0151</column></row>
<row><column>I0157</column></row>
<row><column>I0168</column></row>
<row><column>I0186</column></row>
<row><column>I0202</column></row>
<row><column>I0211</column></row>
<row><column>I0219</column></row>
<row><column>I0234</column></row>
<row><column>I0352</column></row>
<row><column>I0365</column></row>
<row><column>I0368</column></row>
<row><column>I0386</column></row>
<row><column>I0397</column></row>
<row><column>I0408</column></row>
<row><column>I0418</column></row>
<row><column>I1036</column></row>
<row><column>I1051</column></row>
<row><column>I1060</column></row>
<row><column>I1064</column></row>
<row><column>I1069</column></row>
<row><column>I1070</column></row>
<row><column>I1076</column></row>
<row><column>I1082</column></row>
<row><column>I1088</column></row>
<row><column>I1107</column></row>
<row><column>I1115</column></row>
<row><column>I1135</column></row>
<row><column>I1140</column></row>
<row><column>I1161</column></row>
<row><column>I1303</column></row>
<row><column>I1377</column></row>
<row><column>I0055</column></row>
<row><column>I0001</column></row>
<row><column>I0002</column></row>
<row><column>I0009</column></row>
<row><column>I0011</column></row>
<row><column>I0057</column></row>
<row><column>I0058</column></row>
<row><column>I0080</column></row>
<row><column>I0114</column></row>
<row><column>I0134</column></row>
<row><column>I0149</column></row>
<row><column>I0160</column></row>
<row><column>I0162</column></row>
<row><column>I0163</column></row>
<row><column>I0170</column></row>
<row><column>I0171</column></row>
<row><column>I0174</column></row>
<row><column>I0190</column></row>
<row><column>I0194</column></row>
<row><column>I0197</column></row>
<row><column>I0204</column></row>
<row><column>I0205</column></row>
<row><column>I0206</column></row>
<row><column>I0207</column></row>
<row><column>I0212</column></row>
<row><column>I0225</column></row>
<row><column>I0235</column></row>
<row><column>I0244</column></row>
<row><column>I0312</column></row>
<row><column>I0332</column></row>
<row><column>I0351</column></row>
<row><column>I0357</column></row>
<row><column>I0360</column></row>
<row><column>I0367</column></row>
<row><column>I0375</column></row>
<row><column>I0376</column></row>
<row><column>I0381</column></row>
<row><column>I0390</column></row>
<row><column>I0393</column></row>
<row><column>I0396</column></row>
<row><column>I0399</column></row>
<row><column>I0403</column></row>
<row><column>I0420</column></row>
<row><column>I1030</column></row>
<row><column>I1031</column></row>
<row><column>I1054</column></row>
<row><column>I1066</column></row>
<row><column>I1072</column></row>
<row><column>I1073</column></row>
<row><column>I1074</column></row>
<row><column>I1080</column></row>
<row><column>I1090</column></row>
<row><column>I1102</column></row>
<row><column>I1127</column></row>
<row><column>I1149</column></row>
<row><column>I1378</column></row>
<row><column>I1381</column></row>
<row><column>I0068</column></row>
<row><column>I1283</column></row>
</Matrix>
</Identifiers>
</TDF>
<Boundaries>
<B>
<From>
3
</From>
<To>
1
</To>
<origin>
<Matrix>
<row> <column> -0.6801 </column> <column> -1.8642 </column> </row>
</Matrix>
</origin>
<destiny>
<Matrix>
<row> <column> 6.0781 </column> <column> -0.0409 </column> </row>
</Matrix>
</destiny>
</B>
<B>
<From>
1
</From>
<To>
2
</To>
<origin>
<Matrix>
<row> <column> -0.6801 </column> <column> -1.8642 </column> </row>
</Matrix>
</origin>
<destiny>
<Matrix>
<row> <column> -1.9471 </column> <column> 2.0774 </column> </row>
</Matrix>
</destiny>
</B>
<B>
<From>
3
</From>
<To>
2
</To>
<origin>
<Matrix>
<row> <column> -0.6801 </column> <column> -1.8642 </column> </row>
</Matrix>
</origin>
<destiny>
<Matrix>
<row> <column> -2.0417 </column> <column> -4.8852 </column> </row>
</Matrix>
</destiny>
</B>
</Boundaries>
<Prototypes>
<P>
<class>
3
</class>
<!-- Astrocitomas Grade 2, Oligoblastomas, Oligodendrogliomas -->
<Coordinates>
<Matrix>
<row> <column> 2.0752 </column> <column> -2.8731 </column> </row>
</Matrix>
</Coordinates>
</P>
<P>
<class>
1
</class>
<!-- Glioblastomas, Metastasis -->
<Coordinates>
<Matrix>
<row> <column> 1.0096 </column> <column> 1.0085 </column> </row>
</Matrix>
</Coordinates>
</P>
<P>
<class>
2
</class>
<!-- Meningiomas -->
<Coordinates>
<Matrix>
<row> <column> -3.4219 </column> <column> -0.4188 </column> </row>
</Matrix>
</Coordinates>
</P>
</Prototypes>
</Extra>
<VisualizationSF>
<SF>
<SV>
<SE>
<Matrix>
<row> <column> 165 </column> <column> 176 </column> <column> 186 </column> <column> 200 </column> <column> 210 </column> <column> 214 </column> <column> 250 </column> <column> 307 </column> <column> 321 </column> <column> 328 </column> </row>
</Matrix>
</SE>
</SV>
</SF>
</VisualizationSF>
<Legend>
<Label>
<Code>
3
</Code>
<Name>
Astrocytoma
</Name>
<SPName>
Grupo3: Astrocitoma, Oligoastrocitoma, Oligodendroglioma
</SPName>
<VALName>
Grup3: Astrocitoma, Oligoastrocitoma, Oligodendroglioma
</VALName>
</Label>
<Label>
<Code>
1
</Code>
<Name>
Aggressive
</Name>
<SPName>
Grupo1: Glioblastoma, Metastasis
</SPName>
<VALName>
Grup1: Glioblastoma, Metastasis
</VALName>
</Label>
<Label>
<Code>
2
</Code>
<Name>
Meningioma
</Name>
<SPName>
Grupo2: Meningioma
</SPName>
<VALName>
Grup2: Meningioma
</VALName>
</Label>
</Legend>
</Output>
</METHOD>