<?xml version="1.0" encoding="utf-8"?>
<indexedmzML xmlns="http://psi.hupo.org/ms/mzml" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://psi.hupo.org/ms/mzml http://psidev.info/files/ms/mzML/xsd/mzML1.1.2_idx.xsd">
  <mzML xmlns="http://psi.hupo.org/ms/mzml" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://psi.hupo.org/ms/mzml http://psidev.info/files/ms/mzML/xsd/mzML1.1.0.xsd" id="Daph_P_WCX_4_LCMS-FC_Phenyl_pos_inj5" version="1.1.0">
    <cvList count="2">
      <cv id="MS" fullName="Proteomics Standards Initiative Mass Spectrometry Ontology" version="3.65.0" URI="http://psidev.cvs.sourceforge.net/*checkout*/psidev/psi/psi-ms/mzML/controlledVocabulary/psi-ms.obo"/>
      <cv id="UO" fullName="Unit Ontology" version="12:10:2011" URI="http://obo.cvs.sourceforge.net/*checkout*/obo/obo/ontology/phenotype/unit.obo"/>
    </cvList>
    <fileDescription>
      <fileContent>
        <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
      </fileContent>
      <sourceFileList count="1">
        <sourceFile id="RAW1" name="Daph_P_WCX_4_LCMS-FC_Phenyl_pos_inj5.raw" location="file:///R:\daphnia_magna\LCMS\data\P_WCX_4_PHE\raw">
          <cvParam cvRef="MS" accession="MS:1000768" name="Thermo nativeID format" value=""/>
          <cvParam cvRef="MS" accession="MS:1000563" name="Thermo RAW format" value=""/>
          <cvParam cvRef="MS" accession="MS:1000569" name="SHA-1" value="1b0d16731d24dc2b9e732d09270ce351355f62b6"/>
        </sourceFile>
      </sourceFileList>
    </fileDescription>
    <referenceableParamGroupList count="1">
      <referenceableParamGroup id="CommonInstrumentParams">
        <cvParam cvRef="MS" accession="MS:1001911" name="Q Exactive" value=""/>
        <cvParam cvRef="MS" accession="MS:1000529" name="instrument serial number" value="Exactive Series slot #1"/>
      </referenceableParamGroup>
    </referenceableParamGroupList>
    <softwareList count="2">
      <software id="Xcalibur" version="2.5-204201/2.5.0.2042">
        <cvParam cvRef="MS" accession="MS:1000532" name="Xcalibur" value=""/>
      </software>
      <software id="pwiz" version="3.0.6909">
        <cvParam cvRef="MS" accession="MS:1000615" name="ProteoWizard software" value=""/>
      </software>
    </softwareList>
    <instrumentConfigurationList count="1">
      <instrumentConfiguration id="IC1">
        <referenceableParamGroupRef ref="CommonInstrumentParams"/>
        <componentList count="4">
          <source order="1">
            <cvParam cvRef="MS" accession="MS:1000073" name="electrospray ionization" value=""/>
            <cvParam cvRef="MS" accession="MS:1000057" name="electrospray inlet" value=""/>
          </source>
          <analyzer order="2">
            <cvParam cvRef="MS" accession="MS:1000081" name="quadrupole" value=""/>
          </analyzer>
          <analyzer order="3">
            <cvParam cvRef="MS" accession="MS:1000484" name="orbitrap" value=""/>
          </analyzer>
          <detector order="4">
            <cvParam cvRef="MS" accession="MS:1000624" name="inductive detector" value=""/>
          </detector>
        </componentList>
        <softwareRef ref="Xcalibur"/>
      </instrumentConfiguration>
    </instrumentConfigurationList>
    <dataProcessingList count="1">
      <dataProcessing id="pwiz_Reader_Thermo_conversion">
        <processingMethod order="0" softwareRef="pwiz">
          <cvParam cvRef="MS" accession="MS:1000544" name="Conversion to mzML" value=""/>
        </processingMethod>
        <processingMethod order="1" softwareRef="pwiz">
          <cvParam cvRef="MS" accession="MS:1000035" name="peak picking" value=""/>
          <userParam name="Thermo/Xcalibur peak picking"/>
        </processingMethod>
      </dataProcessing>
    </dataProcessingList>
    <run id="Daph_P_WCX_4_LCMS-FC_Phenyl_pos_inj5" defaultInstrumentConfigurationRef="IC1" startTimeStamp="2015-12-12T15:03:52Z" defaultSourceFileRef="RAW1">
      <spectrumList count="4705" defaultDataProcessingRef="pwiz_Reader_Thermo_conversion">
        <spectrum index="0" id="controllerType=0 controllerNumber=1 scan=1" defaultArrayLength="2955">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0070763" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.4289966e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3400416e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.047340393066" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="972.617553710938" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.0056205657" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="200.000002980232" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="12000">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="17076">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="1" id="controllerType=0 controllerNumber=1 scan=2" defaultArrayLength="2853">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.007208" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.3554871e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3146628e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039367675781" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="847.294189453125" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.013651533" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="170.960888266563" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11592">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16508">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="2" id="controllerType=0 controllerNumber=1 scan=3" defaultArrayLength="2811">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072517" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.4079065e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.4618988e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075759887695" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="995.576599121094" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.021589266" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="165.428012609482" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11396">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16296">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="3" id="controllerType=0 controllerNumber=1 scan=4" defaultArrayLength="2822">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072046" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.406026e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3574904e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039306640625" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="927.13623046875" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.029645418" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="172.562494874001" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11484">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16316">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="4" id="controllerType=0 controllerNumber=1 scan=5" defaultArrayLength="2875">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072168" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.4334405e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.5235296e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075759887695" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="844.331787109375" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.037676333" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="171.074360609055" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11696">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16640">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="5" id="controllerType=0 controllerNumber=1 scan=6" defaultArrayLength="2822">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072179" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.4503156e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.464886e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.024505615234" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="864.655395507813" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.045649599" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="166.733458638191" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11512">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16296">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="6" id="controllerType=0 controllerNumber=1 scan=7" defaultArrayLength="2849">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072006" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.4227375e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3743196e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075706481934" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="908.259704589844" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.053786884" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="177.376165986061" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11576">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16444">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="7" id="controllerType=0 controllerNumber=1 scan=8" defaultArrayLength="2842">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072273" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.0600421e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.4872872e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075729370117" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="908.261352539063" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.062253867" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="196.943983435631" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11584">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16436">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="8" id="controllerType=0 controllerNumber=1 scan=9" defaultArrayLength="2771">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072206" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.3017451e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.2218856e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075782775879" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="961.62646484375" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.070274499" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="169.361963868141" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11280">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16056">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>eJwtnHVcFVsXhsdCUeEqthhjY7dXMRi7uwMZFQPRq1eviTEYWAj2FQNH7O6uEQxsEa+CoowJotiimN/nes5f8zvnzOzZe+0V73rX2kdRFLX3swuaoijG3ZIRv69mHn3F76v9sk6cfH6w4r383vlL8O+rtkCV+5SeDS257+Djg/I5a+Ijuf/fNgt+X9VGXU7K76/HhstzD1bt+n3Vf35eKPdXmnhCfi8dLO/T7+RaJs/fLbtWvu/WUca1X8xxbvz7/Usi78nvbfbLe7Ub/mvkPU0X7Zb5xTU3Zdz9vot+X60lC47LtfmvS/J9K68lMt7Zy8/l+dRSZ+X3TKUvyzjz60bJPFZeWCW/xz2JlM9ti4oc7B29j8j186VUua5cfF3m49xivTx/oaiMr9U9uVPeV3TjPvl+68x5cl/BY4/ld9euMn/j8H7kWnDkFxlv+7ID8r41PVfK85sCRI7m06JXZBy1z165r0yyjGetDguV+6tcOyOf53+bI/edLC/zN4e3mivXdY3Wye9dsvwrv/u8/yjj7ysk81DufX8o3+fvGCHXo/cXy/3X1sXKfD09D8n3/hOWy3hGuzy/90MPeSv32f0ynpPfU+vJfI2IPiJ/0+96tMyveOobuS6LuiHf5y8l4xhzR5yW72e6yb7bvruyyj6/XCX7oMbnk++1xHz/yf0bmu2R+/J4cXV7HCLXHudEX7T0NiI3e2gGkadV4qvsn3GrEuPkXBUj73/Saal8/pq3iLxvYqR8ti4elvka++uLvK1Mo2Q/tIs+so9WWP9b8rt3LblP+dpE9Et72WU183ETvTa3dRR9N3cfEP3W4l3Py/PZbohe2Pn9frCfG8NkvGzdsYtaBZDb6FLol+nGvjdfIvKyzueT59WwXbJuyy9F1qMHNhW91JJ2i72YbvmwZ/1skPweNvmifB67/LZclSLyHtu72RN5zmXsfXnuRruHPFeZ773Kib2rw2+jD5n7XpXncmWKl/syp4m9a3nPbZP3HBuYJOOM+kvkoQ6+InKwE07J/is1Lss8rf0+YifmjLA78lzL1aKvRucQ9GlLE1mvmlA1ivEG7Jer3wPsO+0o+lFrlIynjHdmnr03ip6ag2rKPNQNTcQutRyu6XLd/1LsQLv/UOzI+NRN5Gs/q8NzLjPR7+j3sm9mSqdIuX/JJpmXOjWeeZ/xkPkqO1o/lt837Zd5WTXby3uUzb8Yb3eizEtvX0TsXEscwzgvX8g+mvO2ohcXasg+KiPPiD1aQ5PZz9RkW55f0Vf8lFZtkuiXMbeW02+9VY5vFHtTFsUmyHV06F0Zt9MjmbfpM0Hs15i3NJPcn+/5YVnv3gaib1ZCzWQZ/9RKWbceuFe+V99GM/9KAxcxr9Hot4su9mv/fIefvlZP9NeK6iD7qCzbwXvHtDom942YiJ2MD5H9szOmih2bnj9l3vqBUFm/MbUz/v+hd7bf81QbarJObds7sT/lWJT4F6XqBOwr+232cWseiQdWyCuRj9mkL+P3LCL7ZD2eLPPQv++W+VpxJ4gTtYvuQJ5VxH7tGvPwjyc2i51of5XCH8SWEv3Rd+7Af3wsI3HDnLxQ5GJUXCbzNXPNkfcZ+66JHamDzvHcnZOip8quxKfyufp1+V4ZHC/7ZYTmkf3SSo/aLu8r0wV/8nqX6IlWJ0beq7tURV+v5MLPRf7Ej+ftrv5+vzY2SuKT+l8E41c/9U7WNTv5IPvcSuzZyncJP1Km2C+5HpmA3nzwl3nap2dLnNRbOJWQfSjXRPyeec9b5GU6zX4p99+fKvqhHDkj9q+uLyD+2AgcL/plxE2Q/bKnZ2H/BnvKPusXR4ge6BXeifzUQjPEP+gnU+Q+I6Wg6JOSOlDWYRxp8gy5H5KrHb9V7Myc20L2wV59VeanXPhBfNp9V8ZXXMPxQ43Hyz4qG9/I+zRliaxXdXcWOSgRd8SOrWtZ0JsMjWQcTf1DcIXyvLXYjz3hOHE5ZcBm+f5QTdkvfeld4ufZZNErtUMaenU1l9i3vqMrfiLsvOyj+s7lsayr8d+iZ+an8BWs+xj7UrK47L8xJETerzf1FFyi/JyGP2jRgvfpG7GPp4veymePIcjhUmHZN31BDtFHdcYq8E2LneKXjFdPsN8WB2S+2vXuxMGZg+RqVFom+mJUWCrrVbc3RQ93lZbx7WoNX8h4u1/KvE3rjeih4ntP4rh69iRx3KWMvEe/8xa5TG0l+6JF7cv4e36W3wrRZ+vDE/Bb+0nK7+9tm7hsjrj4Sn7f4iR6Y6eOj5DnS2vyXu3UMIljlte888xji8hTH5gi8Um7dB9c2fEHfsheJPjIzveXrEcP7MY+5+8u+Mn465fM3wqZiZ1vzZLM/nRHL78VFL1W99522Ptq0UPd47qsS912UuxLuZ4meFB3OSL6aydFMv98I5Hj/eIOvOMhdm+1aipxVE/cLPFeK1hZ5KwP+4h/fdRW5GO4dCMePYsR+zQK+4i9auWj2OeChQSX2EfGgjcL9Qe3RXuKHei7eold6X8skXnb51/JfIxwcK6d2Br5Te2OHh0NETkrZVfJPmne39m/eGfswumJ+Eu1YyfZXzvKE/xbYsxR+f3DMfxTan+Rs+VdiXi+S8FfXPAQ/6Td8iYOBv/AD4/vKeNb1RXRMzWuAvO5OU30Qm3ZSuKkVucm+ObftjI/PShR5q9U3iz+RJlanX10q4+8bx0lj8hKnqGdc5bvjVLr5bP6Pjd+pcOBtXxuKjjSTH/OOEXfu4veDt1SRuLomEPyu7UxOzh+R78XyPMs6zz1E/3eWUv8vnWhreifnq8GODZf6wj5fNgVf/6LOKN5RYr+6ilBr2W+6SXwl6fOiL1bjwqBQx8VQC+d94AnxoTKuOrSQHBStv1f5fe4CviLcgVkP+zci8GX15eLH7SPvGTd7Q/LVStxXq6qywOJ96Y+C/kNbc9+FcoteESp95O4P3SivEcJeJ9Z7Pd1iuinuvlNmnzfaBDrj+4rOMAuNFfWay1Ll/1Tc9SU/VJXJUr80HIcx8+cG0He9mWT7LeR3l38oHV2hCP/KIDfOnNK9Mco14W453RFxrUXLxf71U67gVunlwVnzBgo79FXZBE9tAPrgedHDJf1GjUGyrh67m/kuXZeiZNqpuef5f6nQYly35xg7LdJaeLBFwNcWPizXPXmc9mn5b4yH61/NuKwuUns1ip3gfmfqyj7aA94TL43LRvxfs4f4I/XFnnswhjiYp0Ne5FriOiH2qcxcWZ1kMxT/ydMxlFnnZb16dVvEqeatRE/aHYdg37uPyL7qvTtib9/mQ07y1NH4ow6yC1Cvq/fGfztGkI+1D0PfmSCAY5MikJf0nzEj5kD+4J7GhUDb7lN2yT3dXUCt0ZGiX80jrfFL23UiNftxhNfD/XKIPEr0Bk7LH2bfC5zR4lz9pH4T/J8siXz1zI0Fvla86pKPmT+t1HGM8rXYF4V0tDXB23gCy5+ED+hrnoneabZcrrss3JbFTyttjdFntrI3LuRZ1cZV81yTtZtfwmTfTe2jAL/XdvM/t6uRF6SIwt+uEcMert+rMjNLFxQ5KwN8pDf1VELyXO69BL7MNM9Tsn3A97LZ2VcHvz6WBeZn3ktHL1v4wqPoXbCb407T769tpasyz5YXe632x+KlO/vOxEPDucV+1TfXESe2inxF/aCYTIPZc4Sed6aqBGf3QfL+vQ6tYhjAzeznpaVyWtdvQR32zs/4Cc/nZN1Kc4fsN+pcaJvVuAk9Lsy+mx3P0wczd0AnPg6A3zAhDjRO1P9hn86txp7eNld1qH5fZL4Z4yYTtz1LMK4dhLj3PsHfds6VXCO3scUHGZPHil5l95xrNi3vsQ1Re7bXJe8tIkvcSFjGHlFkXrkvcULiT6YN1uBM2Z5i/w1qwP24dQFnFIpVOZhbXuL3Qd5ynzVNc/lfVq/6TIvY7mNHw69InqtZ/2DeFc9hfwgtBJ5x+fnxM2Ba4m7Pn2Ra/xw7CRtPrhw+D+id0rF5oLvjK9DIuT7m5qsR32VzvtePQYnRm0l32/Wi/uDlou92j3OENeX70XeK4LFb1pXW0keqA2oKvJVpj0RfbF2jQFPr5wOPtzlCS4/fVjsRGvdHf8Uv1l4P23wYey6UgHy0m5vyLO2lkHvJr928CeeIheleSH836U9sk/2w8Pi9/WDQ2Te6rL+G+T75SmSb1p//5T3KuvrgbNH7yFvOHxc/LWy5hN836MGj+WadEb02K6XQH4YlwAfE9k4nH3qBa/SrIeMp8ehf2bcAPi/3NXIOxscJx/7PA57bO/l4AWmEq9jj6DH5wegt21LILfGF8kDXn/g9w/1BTfoLQbLuPqK2/CO+3yFH1L2jIEXetPkpjy3sT78ohf5hrE5RPTF8v1A/nOwMfvf9ofYsbHsb8Edas1N+If+AeTZjyMkDlrrspL/VKsh6zFHhqPP53KCD+sbguesurvgb1PGEk8nPAB3ZcxO3C3QQvZLKbNP1qfUzAfuWxIo67A8O+QQv/JoAXrVa4/ojXp0yVn27yhx95IT4zVvJ+uzMmTF3pwrXpPnDjujX2UGYLdJWUUu9uCboid21bbgw1z9JQ+31wXBP552wX4OPyLedVyKnsy/I/5H9V8HP9QvGFziMQn/6u8r/sCIvkZ+8KkDeeOl2+C+LiXZr9u+8Dznf7B+9/liX0qt71vl2veT4HH9Hyfi9UkX9PnqEPzinTfwZRl+iL8xnZ8y7t5W4LTn47bI92pm0Xvj8n3iQ9lr8EX2KHiW6Fzke6FbRS+MUgeEl7OL9mR997zFzrVzX8BTidvwAydfwwu+W4gf/eEBTl8wWOKuZeJvlTwK/jDbXPZx/2z07YwucV1dNh5es29mmY9Vzxe/8rkhfu3hCfzi3tf4z7MTxE8YQ9bJfpiFJpBPrOjNfgWTjyoP3xJ/iswjzm7LSt48xBl/kngP+b1LqClxbmUF0QvrZuw3uWYkz7UbtMJu9foiV3Nkc/i/nz4Sz5Qob8bPt5I88V1fwQ9GnbbgKN3B1w6Ixj8faSh8iPEwA/xH3iDsc2wj4n3OBInr9qTJ5LlbwPP2FFf0oNqKSJlfVH14zIhZEXJfoaHkOyo8vP42L/uUyZR9MGMT4ZvujSBP89Kvss5N2JOvn+yvtuCs8PTavA/yvPrnONk/5d1I8rjsyfJ+5WkL9Px1cXj5RX7kLy2Oyv1a7bHMq3449rn5ArjApTx++3Sc4BY7+0j824Azor/q9VjwlXsWed7w8pV4plWrKX5fOQjuV4bNh3dcO1nwg9Hustxn7igPjrseCG5q9RQc2XA869dfEkfm1ssu/iV6NvlPwDzhse2SWQUn63PyyHvMDr3AxW4bRD+MC9HkBX8GiH2qsxcQr79/kX1TdtSTvFzVD4LXNl0DP00rQV3seW34q9p3kFvBBHjgxcXE71tZrsB7JVYGz6s1wEu9NZ6b+4O4cKmDyMdaOQT8/F8G8v1oTfTCaLIcfdNfiJzsAtuxo2n70MfQJoxTehrzD9wyXz4f+ya/m/3SuD9/XvG7etYRyDWmsXyvzMmPP638D3lTCTdwQFvyYs33vdiB2WABeUu7RJGf3qKUzFtZVQF/nzCB93u/knWrwS9kvXqj56KXerPasu9qwhfxi8a7UfCzt66AN+sdk3GMrjlFDta5Y7JexZM8VfUdiF4PicSPX1orV725Du/0b1VwedII8SvW01jw0vFP5LGDPOWzWSMnuLsUcVR7nk7cXzXkg7yn5lZZl/pts8xP+1Vf/JvyKx08HXVN5GH9akJe65Yg+Eg7Pg7ce2EE/uhHNvLrcyH48849cgmurH+cPOpKHLxq+FT2r7APfjP8J3Hk68dIGb9lCHznnbLUW0ZWkfeohY8hh9OX0I+CofD4/x6QcUzPtrIuY+x8GUcrPAQ7CMqKPzzSXNahlq9IvXLbfOzdLw2/fnwWeXj7VOT7ph3zjNpIXE24Qj4ZliJ+VJmfWeSmZF1C3apjmPDA2uY+wrNpc3YJHjH33YLPvFQcPJzJG17y2UjwVZkkiRd6+ULwe4UqixyNdsQ9Y1ER3uPugV1WjJbvlc6n8eOtqSMZY5pwXfBd/KP6YD7+vfhK/LRbf8nnreGj4CFqHyCPDGsleMPYDN7VQmfjT7oVyyv5acOTgov1A/WZZ45E8r6KLSSvtfc5S7xSf8VJ/qufjxa52kNL4sfGDBN9so6ettjHMviDZudEnva/tanXeQTCv2d7BE6fGEwc3f9R5K/6j2efYkuBo+eeRH6DJpGP5AkEh4+YKjjOvuCHXXafi54U7yDyN++NEv+pZzkr4+gzo3jvxHFSJ1YzzBR/qGWuQ53wtSn6qHSojn4/XCDx0Xg88bHct325zNf6cyd5w5iH4OKuh/APX6ZSZ50SLPm+pvuBA96D79SG48Fn5UOIDzHLZf6qnw7fPDer+BVj9Xby+h4PC4ld+TeSfdJfHIDPqJQEL93uInVYzzRXed/A0Q/kvuuLhXc2J1MHtQLvCy7QYlbCu3oly/vM7NfJF+aniF7Yvl7wiJl3Ek9d74g9q4MCwKv3yhNfFg4FnweCF5Ti9AuoR5rQZ1BiJP7vWTH4jinZImRcswf+dGh7+Ol98JrGtrcyb/NGK1mf9vcskYvh4cJ6W9zD39e9R1zcNIbvi9+Bh570QeRhPywk8lDGp9Jn0Y55GKfhcdQ9t1jPyKCcgqdCO8h8Db+c+OGG69HHi4nyHjOtCbyJqzO4x/s7+WaBV/jh4VvAj1YseMr/ArzIXyr2ta8l62tbhrymZBDx/9s+8oYyRfh+9GXy2q15qMu390Ff7hWOlPtvNZJ90/a8Zh0nZ+QWXjJ+seir/pF5Gq6D4XEidpGHpI7EjpadAm+92iD+whxwh/g476i813w2Gf+7JB2eqbEL9vxqFbhoQBB5QYvO+J2SyejdxSrgGnstck36D/15Uxa+ZMYy2Wc1IAY7Ta2KnfSrJXmVuaqg+E3thw/yLJ6LvocFBnlGaAj53/572L2dQfyuWbkVdaW0jKzj41eJn8aqQOr4SSPgsWPmkAed/ETd93OY+C9rqBt4p5oLfNGKTNSTd4Wh11/TBf/qrd3gZepSB9BPdqR/KF8J8vmS1OGMjSPEf1g7rzhw/gP8+bLM8GzHe2L3RUuLnI1PbvAcr1zBTV6+4DenLuQ/x17gZ+bV5P2ZcyLn9Ebw9jE14Jtju1EvqFOOeDX5sfhJw68EvFfeFeTfUe3gNXr8K/ardSAOW0lP8XNX1sJTTZ1IPnf7OuMVqSZ6ZEzUqcM+/wJuK+8Ob99LJz+tOJ84XbQL+PjZUdEfax11T31lTsbxCkM/iiUJv2D6HqD+nh4ALjs6hvpY0Cn49iLt2I/kDOjN6iGMO/OjrN/IBQ5Uvy0i/680Bz5sUTTxPXjGRrmWz0Qc7HtK5GWe+4V9/XMe/LLgKfbn/Ib9fZbGPvhdE/2x/CzqbA3p59Cm/Unde1Ih3uM6Czw2pbf4UXOJjV+cf58+g9eJ2OPnP6mH9KdfRPl4G3yt1KHvx9WL/HZSJZ6feIP9X1abvLbcN/hb92bUo1y6gzt795f5GQuLiB2pykTiy9Xd5FEhl9i3N5vwS3eb4beKf6Q+6T8Qfl09QV0xdLvYi908GPzai34Ve3OA+B2lTjB15Yct4KdWZiZfzd4SuU0vTb6W+J2+rsCj4F//YoKPrTsFqfcNKS54Q1t9UOKUXWm+rMsc3Bh7i/pI3bnAbOpn32bjp1dWYT7jVlLnSy+EvuwNF15Aq/8Xep3rFnWn7aPIXyq3EXlYCeGCp1Sn0thHhXRwi8d+eKC8vcDn2zR4gk2XyL9e/4ndl3sHTpm5HH9dawZ42r0o+/rdl32rBo+g25nIm97OeCzP7ZvoqEPFsP8DMso+mt/egQP+6Cr3GTcjiRc3n4Dr73fiuS8TyY+WbiGOf90oeMOOoX9EbxIGD5Y9kX3stoD72xUnz7j0Rub5f/9GvFzeHz2NUakHvKqNfqRfFLnaQ/eiVy1PkO/H9oBnvpAR3DarPfvaaBj150PvwL0K9Vq7fio49n31SJlv2XmCv4ykahHyeUgO5PeGfiBrXhb0sUBP6oEBKnx49nHgxz5p4IyN92V+Vn/qF9rVi+R1T/rLe/Rnk6gjnt2F/Kv3Rg8bFCkqepzDC/0b6U/fV8bNEk/VfG1l3uaOLtQnMnbFvy3+R/y09aMGdry4G30jHrekXmhO6Q+/93aF4BJl0kPw3ZZU4uHnXdSp2/og77vliYsB/dCrpWOJl1OHCC7Vq+wCr2aaL3hFH95O5KX8sQW+p28tR13uNLz7keasp5QKbzNjILx4/aoyntXJz0Nwz+tB8Eifvohc9FPdxG/pcYccfO5o6v8J+bHv3jPgdZL7C++kb60ifW9a3Uvoo+tn+Mk2TvTF5t+BHjSYKTyDcfe2rMuaP5l+uS0niUf3HXzC0gli/+aBbeiBT47v8ly1HfT9dfRGL1qGk3+0WUOes88dvFyhP/rdujW4ZPZB1hW6B36gaTS4Lktt5uW5WuRhFsiJvfnfwE9064W9/RgGntyG3poV/yWuvQjGf26nb8ooupn4Vs4FfxJ77bHM8zh8sl64iPD1xn+p8IBnJ0fKuHmb0x+39yf5QtUr6FVSQ+R4oRb+/MYH8Pm4KeQvayLw93+vIm/c+UPGU1bkA+f+kYv+N5cW8GxX4U2U3Z/ovyhDHmYeoO5idfwHHFE6lHrs0Fz0K+YMxJ8+G0Ofy7Rv+L+Q2xI/9UVzwePdblEn+dFC7EcLTsHf3+sKn1qgOfLZ9QI/EnMI+/jqHSH3f+oJXvqRVfRK/TWQOFWkMHGu5R/wrCM+ghNO3UffJr521JH7gHfzOPiJLEn4mUknybvcG8K/vwmDl3uWJvPR6m4TuzW71xW9U7+mkb+nwm/aJxrQZ9z3BnXtlkXpC8u0gX6DXcPBAx3d4RO17uivPUD2w7xxhn0LWUU8Dz9L3PpKH5v2/D58okU9xmp/g30/lC5+1co9EL6ksMJ6D50C3y69yzqukHfYK3uAe77cFH3SLn/GjiP2wPOX2kEeHFmdus/2JthBrSBw/IYw8ef23DXUo2I2oyfdHflo69zkYyfGy7r0wh7wXQ8rUCef1hscVsaL+zzWwNtnHQBv4vSIOtm0t46+1zrwNyf+Ar8/yYBdTS8Jnpg7LUKeu/ONOJbzOHFq/RhwhR1O/Kl7XvyXOXAF629ZAL47Zx7wdVAsccBnNPMJ/I99r5Mk/fZmpoXwJfp3+lSulmV/7TzwFZc3Uk+415X+1MP70NOOt/DfqQtEHlpoX+YzqhW8UY2FrLNLReKy63Tyxxr/EQdz3YI33fO+pPhhz35Sx1XzlkPPL91A78N6vOb9JYkDz09J34neJEniqtbwFXgmOl7qJ/aHg+hZ9VjRF8v/Ovr5A30yOvqh13uf0Mf76Ap48/ZF8s+T28Er+XZhp0l98OM7tpP3r62Pfsdkh1c7XpB4lT+aurf/cOr82SfgR30c+vHvDObvmYl6R8Wm4NpuLuCeROzKvPCO/u+bi+nnOJBH8g0rwo1zEVoq86+SSD3nTD5wwIRN6MEwd+R/2I86d91p4L9rfjIPcwZ5op1Fxb8nriP/C1qNnc7sFyHPJ38FN5Wvhn4W6E/e1W8U+1+lEnizL/yrMmQwfn14vOiZ7lEbvSr3AtyyPIm+ggxLwbWJlcErY6Ik/9VWEffNX13gD4q/wV9HLkZOmT6Rd9+eAj/79hl+rtNa+N67k3n/rNoyf3PlWD7/Oix4zN5WkrjgrlJH+xIkcVF1zk2+l9ETeW7bT592aRO7mzr/sXxOeCbjqkoc+70kL3aU8oo+xPstyK/dU0UP9XEG8aWWJ3byyqAO7U+er554CF50m0b812LhFw8Sb/XwKfilTHWpvzwPwl/2bEqf9AJn6ZNROo0l3u9YuonP24hLo4bDW6xfSJ64txR1qujixLsXeahPtg3Gz/m0l/zCGoTcbD0cf5zjO7zfm3Xst9kUu0r+h/gfOBO/kjofv5r6HbntHAb/U/cB4xz6RTz6+wN6vS439dZrEfStF1gFXxxInqvke0n8fDEK/rtZHuQQWpV+8FZVwHVVV8ADlA6R/bGHgRP1pq7gkOdB+MUjVYi/s4KoJ3fhPIrp7SX7puy8JDyxGZTo6H8sKjyGVvk7/VEvN6OPnn+Q3x2ogT0oGagrnWws89YeBWLv7ivAW98b0SeWOQweO9c36iqXq4t/MJ7CKxnR+zmXYdSBr0j+G3662gV4+Vu7qQd8ayb7pPa/A34YtQnctHGFyEMtHwRubOuE3dSNA894hDCfzyPBNfPhVZXah/H363PjB1tOvc3+rUP+/pXpt4tezP5vCxfcapcKIe/u0AC+aEOm7cgngL7BW9up5/odJv91Hwu+qjGY+ntFD5Gvfq848bl4E94/qil513xX8FSuwvDKR8KRq+tR8P697/BlPzeTX+R8D56t9AR5dp4DH9X2kOihtiQVP7ujM3lB5+8ybyuePl/7mh/70/gIOP+AIftsXh3OPI9PRn/q1YRvvX2A/OnXDs7HjfBGP7170me4gvNz2oLHEj/MrXvIG6YZ8CbZ3+AXB+vsx9FSMp5+9ST4ZXZ+/OcKJ/bVdxk8cuce6FkU9QtVd/C7gxvhF1aPhOeYEu/oExqHXMPqk6cWeQrfNdeNPlrnfPSfTB3KPC77sx8VWmJ3xn2Rl5V+l/7haXvoS/ahH0fbvZs6ZtSfws9bT+nvsgbEoQcLDsA3ddzO/m04hL7lqE59yv2S4xzHHsGv6tcA+kS3OLGOHYfhc703w7e3Hsh7vceBT27Moq8lJ+NpS+FH/w/08b9f3PCPN+riJ/Rx1IkqGZxn25BCf2jHdPzauzyMV/08uNkvlDjYuxM4dUMA/tMtE/pwdwi4sukRxv8UwDmEuMbEifhD9DE8bwZPY26Ed7Fjiccna+KvP/cnr0tOoZ/IrSc8yM7t8JhnynCuqnZ35Fd7EHnkmfv0W97PIPcpHpxHtBKfyPk4ZXUz5jF+I3m7ixu8Xp9r1DXaZqMPJKIo+HfAOvRrdw748Nbe4ke1AjHUeYekYhdRU8Ar3+FzlAid+DrNHf++mv5Q/QK8m2447GnKY/iU7qGcs5wVDJ+64SL+5qPj+wvziCeXPoDTR66jzqWspy8pxJC8Rbs2j/WuaCt2rmf9Cx7gTi3qUpl2s45D8OT6nlrwnsGOfGHxbeQ9ozj9T96FI+T9ySXIq1tQr9IW4sfscV/oJ6j5nH7V24Xhyea54Y9Ht6R/SN+AXt/OjT/QsqKvn2Pov4oF3xrdPol+W+7wXfp2T3iHi4Pgw3M4zkGdXyn+Vn89m7rR+Q3wPG3RSy14N/IrOZU+skJ3xH+az1qAZwdeY73lqB+qJ7aBA5fgN/Uijv7wpo7zR3NeYB/xzeCNvEeR39T6k/l5Z0GOwypSJxm7lv2f8F70Scn9WfqmjdLFqLP1TsevjyhL3T+22x/C090YBh7rHMt6X7miNzZ2ZV2oD7/ss5M40t0ZOdVPJt/wTwEvakXJ264OAr90CxK+22jtDc8f/xY9qZcGjrwKn2pkLkf+nOk9uPLSBuFN1RyTmOeev+HVfetTp9h+B/+U/Qz4s5cjnuV9Aw+Q4QZ+6r831Hl7P32LXMGzmtIUe68An6PMnk7ft/8x/LvWmL71xKYRMo5+lP07lki+FOcCX/L5NvJ0CgeHjlvOup6XAjc0/8z7cydjt6VCwPFRi8nbIw8SD93xT/rH7II/tMh4+nQ6bsfOnp/Ar2SryH0+2ak7Jrzg/R27E197boqU8Ub/ZN82exFffp6CF3aJACcXOU8d9MgIec7IOog4twn+UTk3TvCYUXcTcTejP/mLx0v6un0aku8VqAru+n4S+7InwfMc/AAPEY/ftB7MAL9emUvcmhsLXp2TD7//a43oj9ZxG376lw3u1uCV9Pgp6Hvnt/jtItnA8bl9ZX+sKc3Y9yzjeH8ud/zbtHn4jwtTWP+zOczj5iPiyJMkzrOE76eun/aEfpL24eQFWlPOhall4Ut2NMFvtz3HOaMBBvX6O1nBu3vW874cjTiHMk8hfhQaj75NP0a9sGtG+hHaR8OnXuA8lFLjHfEzLBNxc00x8U/m2ediJ7pvFfq63gzHPsN82OdJ/sx353fsJb+jP3blR3BElE7ecjEd/vL7Fd4znzxDPZxF8gDzRh78z/rC1AnS4THNWTPRv9E9HDirB305ndwj5X61Au+/V5vzAvHj4Sme96Feu/cGvGXaXupnzV8jt4bJrDt6HfnfrMnwTcXIU63S9MXrF3qSz79LIF+cnYn46BrC+b5fZeGvXTjnoGdZSZ3o7CLqh6si8WvrfuDHw6tw/rJ/D+znr2n4oUk/4I36taf+c3Ihvx/5Du4+moE+ogvEV6Uk+MKo6EF/U9p68oqHy7AX9wDqcXtSyI+H7wNHLH9DXhwyjfg9+o3ohRV5GrxVIhj8s3MZ9j8fHtPsMga/GjQCPuafZfA0z8rw3KyV9AU0qgc+z7sUO7+8Qc4V6cV94B9PvMUvTO4Ovty1lnPexfrRX5XSm/wlIRd+5mBn/FunOfCPzeuhV6WfyrqVLcQ1y3saeK1kGvbbYCE4vtYAeJkVJ+gTT/Jy4NxH5HkxnfAnfTl3ZH3Bb2sXvBz84AzBSWr9OujFWS9Hv4Mt8rRjfoGrP7zjXGK5nsijUQN4qL/7wAMlPqP+sc0k3rTOjl9Ww8kDA+BnNK87/F47lnyh7kz4t7NTsLfCgfDfTgcc57ML4scvnyHv3r8d/BGfgj01z4Xcy3Vj/x+uZ1984+DNZ5cj73l2nfi6gb4/tctgzn8O6Iu+XVpEHjpiGM+X6klfSKn58OIp9AfYdk/80VX2xxxZkfzl4HTqAP4bI+Sz30LqKovHk5/4RjPe2hbE9clJ8N+P/+X3nwnY67Z6xIvXPeBB34dTv+7vgRwqn6ffIfEB8bYp9XDNl/+xsD5+A2+9aYhc8/Snv//FGvxslWfs/6Fz1E8etKfOkPQN/fgrGF75cHlwqrPj/y2OOTG/1oWIFytS0ZPYzOQ/wePw713HEA/mVEe/f+WnTv8uHT7sXTd4i1YJ8GRZu4i8rLqdydtCB4MTWvsw3zvJ7OuQG7yn3RP8s0cteU4b0w19PJiGndwJg7e4Tp+1taMUetT2W6Q8F9bURfjYBiPkszU8gfxwKecBtd1v6G8u3IF+5Y9dwbEuusQdJSodP5fnrAP/b8XOp1yRviz1vxjyl34LyKvmViNuTaIfWR9bj77btKXY1Ubqteq/4djF7nmM65+H/EB5wf8ulM0NHt00CXuL2ET+67uGfbvwE7+zejfrcr0I3xTwiHXtO0Xcia0NzjvQlXUMKITfyZ4N/jJHYeJ8U/4vwn4KL6I+POboy+5OnN1ZhXpc0bzse+k/wcF3PqPXr6ZLH6oy6zb9EnWaEq9mrCX+Pg2W/bMSj+KHym8jfh0NcPwPDefg1PH30fvZvZlXm03oRfIt9Dt1FTz8gtXEs4r0LyvaD+pj3UbJ1ejRDJ7+egn4pGaf6H9wLYyeL/1B/UEJIc4vfM25yf30W+mnuxMHnX4Qz90nka+cUMmPF3TA3878SL51pBf7XnC44CLbhXNsekBR9ulGK+qha0vQH9pyPLgnbovgevvjGc4FvluGPn99Dt4bNJz44PWDvqMCc+C3m62h7nuzJrj4WrdIGfezRV7+aAN9rN5B5Kmhw8CRFcBDyvT59AcPof5t1LuFXtU/A0651Zf88hY8ilL5CPWGxZfJr+bE4oeKnAevergjt73wwMbDLvSx1/KnrlGuC3nV08PE/TX0D+vN4vB7/T8SN5em0O95vyd6fJjzR+ZkzmNY8QWJG/0c9cJFG/k+KRn//nUqPOpy+F29xkL6I2sHU/cbqcIL/LcVPX5MXVYN+wHvZ4zAbrLdZbx/6iG/p23hYW4Xo6+wVwn0bscrifP/DzjY9/d98CCpvcE/F3eK3miVHONtom9S/8Y5E+PFY9k3a+Ii6n95neCD6l4iP0pNAC8FtwKvFKpKvtj0T3j36HTOhYfyvyDW6dbgqCXDwKmX3qAvDYayv8Ee6H1yDPWfu33dpG52aRf9wWs6gaM3hEsfh/3nc/LIrYHk6XlucM4l8oecA7PL1UXOXqs5D7i+NPHLfTF2vykC/U+m/mbUaE++kDiYvHzfc/KGa62Jk35lyZuq1XDURS6Cd/JOxh6OroLfbkTd2FqWif4R5xrEw1/8j5QelB//0w45m93KwN+24ZyUdeuzyN3ekJM+RBf+p0MNWA3PGmShB/f+RD9f+pGvzOlL/0FFD+JAUml44u3IXV1zGr8TdQA7s8rBm9R5yHOxN+BfXH0c5ztewEN4bWBeX+LAZVOC0bdkG/0uvJZ5JcDLKO3fS1+t0Z54aTd1/F9CnCO+umckzwgdQh7Rphb56qZo9CJ6DnndrFUSx4wCMdLPYWZR4BU0hfwkeSfxtkUY9d45jv8R+nEZPFY2Jzz+lXHkC0Hkz3qGtcj/9Abs138H+vu9Av2uozgfYXvOJn8/+hk9bTyduPvXcPZtrR/ndtNOEt/vluU9u0aD32YcxF9Nok9Vd02Al5o3GfuZno//2dkUBS45W53fczekHntjdKT87pQPfXz9CD04lY5fPAGO1kMasv6AF+CWy3vxH45+FbuGB7yHUwn0ftzfrKfYYviV8tvkHJwZOcDRh5EG7pyaGf8eUAlc9u8a5rMlhD6pNrPpOwyYSH4W9AG8t3E5eZLLPuJIhxn0y/bm/2/00BvY0+xl+OmZM8F/T++iR56cp9feKRHyeR88mHbZg/m0ni51EfXpEOozbzPCTxRIdtQ1idu6uxvn/xpxjl/xLwB+qnoV/sEVf2UXdcb/hffjc+c08H1X8m47X1fiaXO+V1d1IM9PncW40+MERxmnhyHPA73BUT6tWE9D8LF18A/0JHwNch4xCT1ewf8UWVv/Ir7E3MF/fzmAPi+eQV54YpcjrpZn36/Bo5ili1B3j0QPtSrVeP6WJ/36da+SV9dLIR7nS2c+vl/hYWOz4qfaliR/999JfqCWpL4z4hh+u6Enftl05hxryyn4+zavwf99xuAHS5TETwxIiZT7PztwwV4n8Hq1So7/5bpFvrJ3JTx/zVrEqXGZH8vVh/8XsaMD2deT8ZwXqODo04n5TF0jZh9y/sx5KWtICfBWZDb4crs+73NeTB42ZC7+PgN9tcrBvKx/Bvyt7XWVumhMPPd1dZzTzj9ZcLhV1YSPdC6APPY4+r3+jiWfqXIXfLBmOTxM4zL83n2zg786x3gBm9D/0G/Ei/tN4SnPH5T4Zi4Kpu7n84H/yQiYDz4J7Eg/wcl/Hedjh+APbo8nXnTgHJz22TlCxn3K/+FpST0lHph7z8ODRaXR31onED1/0A2/tuQf+ptetCNuzFvM/i5fDX772Yh5pBVhHO0Z8eFENfBPu0X0h7ymHmH7NWa9Z9fLPMwvZeBPN7QnHlceCF7yGuA4T5YdPrBbVZ5f3BI5bd9LveFVdepd0+i3V9/mZf2jbuP31gwmTzjfln7NTHW4f1JT6iW+bbCDSs1Z14kH4ICau5Cn+cXR73sVP9Xfcb4q4yPiXhR4TynG+RBLT4CvrbuGdexeQRw81x68WZDzadqLzej5hlHSd67U7cj/15zIyvmAD+9Y5zf6TrWZN9j/Yk/wexHk2+r5SOzGOkE+cq0n+z1xJv1MAWOpa1fzYv8qdYSnmrCOfLAd52qVhvTdqnl9yF/mlOc9tbuS95UozjqPbkHutRz/Z+J6k/2Opk9OUxx8Rdup4Ic+5dHnnP2YX0v4IX2VC371n4aO+kgCcVh/xTnMlPPo4+718LEDn/D+2pnhUUv3IZ9r74Z8Wg0G3w7CH9uvBvE/LFPnkk+uzYH+9D+KXd7Kif8fQv1AH9AJvZ9Dnda4Ux/5BBaAX4vPyL6McqIea52nHvWc/+mzs1XmvhbXyF+cu4PjzT8jZL71hsIfZB2Ov9zTD/nNpP9NW0c/hbIlEnkfK4w8Z3dl3v57qTMVdZwz7zoV/U4vif5O5Gp0Wc18Ql4RZ3d/IO/pNJB9efZ/HPI/N0uEjQ==</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="9" id="controllerType=0 controllerNumber=1 scan=10" defaultArrayLength="2712">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071949" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2190665e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.312142e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039398193359" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="932.685363769531" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.078245551" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="166.750565171242" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11048">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15704">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="10" id="controllerType=0 controllerNumber=1 scan=11" defaultArrayLength="2588">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072518" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.0877605e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.0860112e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.07576751709" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="992.590026855469" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.086059883" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="157.35599398613" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="10556">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>eJwt1ndYVnX/wPEjS8tViuCEw5LqMQdmZaUcuG8wK2damQJHhpUKplhqpR6ZlisVcQKHpS1z23BwgBswS7G0pzSBIyD1c4C5Gj7pr+v7/v71uj77ex+6rlQURT/rMUVTFEV7tL10pND8QBPapx0YGi1Uh70mNHIN+rLSmbs/g76zmULr0eVC5a8j9Pc4Sl63yBsVQv29SuIzLvasqMLNd9mX6fGqmDvrJTTSw4Vm/0ihvchJ/dBSoRqbRvxIhlDJzhTqx48ItdBK6oaLPZ+i9U4V+xr+Yc/PblNFfYCnUN2DxukIoRXqFOoNaL8bTf1sOv2xGcTr0B6QxdxetF8sF2qnK7iTVIkr0A6tkntrmHvdbZroz0SjvbvQGoHaWQ+hHueJA9vTtw+1ScOFyvcjyP8TzvzSCPJPRgrN0w7iFc5pvCNaqNpoZaWzr2MG9XOZ5AcuZz7wK+73OcSd949QX15OPKWC/QaqT1Tiu6h/iuYZF30rq7j3CaoPVlMPrUFViRF9D7QTmlke2NFTaIWjec5LaNcOFxq9w6knRJBf6hDqTzqF6ntoHEbrTBR9K6O5N2EpfSPSyIelk/8CtYEZ1BPRyMok/0s28bmjvCu+jLhTubyPpl3J3nermCtDK6pdrKjPRPWcm9BY6048yIP6o55Cey8qU+8T6v8dIbS2jyT/QAT9p9FeFcmeKgd9nk4MRXNZlFB7NxrvS2Pv2XTqegbveTRL3peersAVldQfcBGHVrG/Ac13a7j/xP+Is9zixJ0u7kJrJKqVaPziIbT/RkP3pG8tqsO8yD/aXmjuky4YSb5fOLERgWccQmW1Ex+OJp+VLtQ7Zsi7mdyJyaI+cDl1o4L845W4ELXPXbzzDJqrqtjjrCb/UA15G61e7XSxbyoqd9F0uAnV+WhlolGAerI7/btR2+RB38/9yGf4seezAOYstPoGUh+B1lTUL6EdHUR+OerewezpEIFb0DiPqm8k+cWoutDycnDHD7VW6WAn+Z5R7J81lrlfYrCLzn6f6cQ5aO9E/RqaA+PZF4FWHipHpYEJ5GeiUY3K/YnsCUuiXrmE/Q8b1N9fRn++tHca/dPQeEvGG2X8MyrOdOLmPPwtn3f2LSTORcW7iHtz0FyBarl0ZDHvikV9SBnxaxZxUDk+gcpVtAdV4GapTyXfZ4rUJW1uYL7DBfaOQPuNC/I7oe7bSH49Wq2oRDTJ7yztfI93t1OmC/ei5Wgn1LJQv4P2FDf6ktFMQ2W3jKe5078RtXNo3u7JnK8f9Rmofix1+ZNvrwqNzah+hvpJtK7L+qUA9A0kH4Xq+6h7B/HeuaiPDKZ/jUb/X6i4IrBO6hXJe/1Qvyod7GB+i0P+Dif9f8dy5+M44mU6/Z+iWY/GgOn0aahPRWMbWjPj+V7VaOYksK8skfo/aEQtJr67hHc8aLDXcxlzvdAalEbsQCsLjeR05naj5ruKPi+T+ueF7LNQ7VtEfYT0ktS7hPoTR4gvHuWOfznzm1Gtk/GSCu65pF6V3OsnbUVtsIt999ez7xU0W2W8xaY/opF4G2pHpbOa+L41qGxoZv6Xu7zjTLt4YW83nIbKRjT+h6rTnXoWKikeQuvzfpjhj2kB9G9EwztQqA1EfZ60HM1+QcQjpZfRGhVM/X1UWiOoe0YST0ZzC6q3pL4O5qeg6pKxl5P3PxfFfFIM8wVozJxO3zY0XKj6xPP+HDQGJDAfgVq+9KjMO5axN1tajMaXaF+T+eQ07u1C9Rs0e6XjRlTC8ulLMtljSd8sZO59NC+hvbGI2LuY+ly0ytEcWYJ9y9hvWPSdRyOsXKhXotqhQt5DtRXNwZXc24KGr4u5qdKONnknKtlofoNak8z/hXrEBfpT0Z7ZSP4YKj2byOdIhzaTL0Nt+T3et1xJEPlF7YTWKdSdbuSz0L6G1lB3oZaM6m5U+nhQ34i6lz/1t6WlqLWg9bQqNLejHRtA/Bna5TLuEMi8P9qX0PIOJo4Pp28hqpkR5DejWYeaK1K+y4GtaA92Ej+LyvgY9gTFUk+MY0+2LjR8p9MfhspD8eyPQGObjI+gPTOBfRsS5XdEfdxS+l5dxu/JR7tXGvlpqC5AO0fGUemYjcqcDOI9aPTOJ55QwLt/RuMeWpsKuX8Lze5F7NlZJL87Gn7F9IWjeRmtqBL6fUq5o5WRnyx9zeL9DahvrSCuQ+tOhfyOleSr0PJycacV//13CnGmzb2ZF4jvou3byP4cNHei5myinodKGZqBzTgb7fsuUg9Ec+ld5p+5x/sUJVHU324ntK6h8pgbcTKavd2Fehzah1A9i6bTQ6gd9yQ+25f+g37o8Bca+9H2UMknoHID1cUB9F1CbXQg9c1oegdRr8B//71CHBZOX6TG3J9odY1gbzwqW9GslHnPSPJzUdsn41a0Bzm4swVNHyf1V1FtH0PfYen8ON7zCSrNOnH36cxrqH6G1hXpzHjyvgnEOWhGJLKnDO27S8hvWYr3DN49bRlz36HhTCOfjcp1Gc9JZ24XGn0yyMeisQmtt/KIK1EbX8D77jOJXYXUb6DiV8R3ehqNy6g+W0z/ZjR7lLBfK8UOFm4tp/5Hufy7VxBXoeFVSX4uqtfQHOziblYD9dsN8r9Pm70+F+ivQdtGK7KRvYWoz2oi3tCMTffwJyVJ7K1qJ1T6uBHHoOGScZQ7cTbqv6M9ywN3S6P92BPvj/0CmN+Muneg0CyX/iTtF8T+Z9C6jNroYOwRQt/JcPbs0ujbGskdGw1fB3kXKu2dQjUQ7auoDInC/Bj2fR/HHUMndqHpFo990HoLjQ2oOhPoz0elLEF+l0T6alDfkMT+/y4l/6tBf6c04nGopKDaL527sWhvlLEzA7PQbkQjJZN4SD7vfAf1yQXsnVLI/SuoBhfRvxSNraj0KGZ+KGoVaASWsC8ctWmoXkFzRSn7xh+k/3AZe26VE8+toO8L1MIq5d8P1XrUerror0K1fRVzz9STD2/ACmlHW34HNCIu8Dvmo9aK+uxGbMJ//11FnIvaKTSczViGVj2q79/jHXvROqrMEPML2wnVJqnTTaj8jlaKu9DYi+ZltPt4ML8JzTq0ojzJb7+PPaF+5J9DfaA/Pq1iXAD7LNRfDhRql9HaFIQ9gnlfeAh7E8J510sa+eAI5t9BazOqJ9A+j8YLkeiSejrYl4pGK5qDnbyjZxTzr6J2cRr7D8dyr7dOPA2N0dPJd4rHSOl8VI6i2ibzsxKIa9D0TSTegMbQJPrKUMkweM8Ly3iPXxr1jWjtkFajen86ex2oxKGVgdrvsp6SwZ5dGfLvm8m8uY24Wz7vGV9AfwNaiomPF1KfjeZG1G9KvYu49zyalWg/Wcydy2hmlWCPUuaGoXHpCPnxZeTnoDbGIp5Yzp65qOxHY3AF9a1ouyqZ83Sx7yoqQ6rI96rm99R/I797A3svoB1nszfvAn29GjEXjcgm9m5DfXYzcTXaGy4SP3OPuwOU18T+RFSOovFWO6F1HfXJbvi5tLc7fTGo56IS5cFcNpopnkJtN+rz++K8ftzt4U+8X/orai+oQntKAH2X0d4UyJ1bqHsHcacSFf9g+sJRv4KqT3/eNTSceG4kd7Y66K9DvcpJvn0Ue9tQGxRDPCyW+T/R/iWO+sx46n0TyOegegDNzoncj0DTlPFRtG3UZicRd5rB9/1jKb/rehrxY+nsTUFtD+p9Mohj0YzKZO54PncOF5B3N/Ep1NLRKELrs0L2v1JEfAm1ZcXkt0hvoNajhPeGoRJRynt06YCj9N9fxr77LPIjy4m3olZVQTy3kv48NFvRGuJibisqr1Yxt7yeeGsDfTfRPGTTH9HI+1pRnd1EfiXa99Dc0Mx3OIhm5EXqZail3iP/X+V1EY91E9o1qEW7C80stD5F/Toa/TzoT0Z1L5r9PIlj0dqMRj3qj/Qjn+vPnQRVqDSgfTyAfEUgfeFBzKdIr6A+LJj+zaj4hNCv9aeeNIJ6Qzjv8Ykg/x1qDZG8d7SDfBVqXk5MReUaGkOiyMfEyLuoX0JjWhyu0/HgdN7TimqveOZqUXEmcL9NOiuRfblJzCUtxg+WsO+rpdR3GvSfQOPGMvJfppG/jFaPdIxB4xjqnTLIO9HOQnNOJvW9qMXnkd+O6uJ88o8X4CFUUkw8YMrvLb1UyJ0tRey9IfUuZt/jqFeg2beEvVdQ8d1OvrSMvgEWv6OqnHhPBfsvo6pWEm9FvU7GvVzsq0G9fRV32tBeVUc8r557OxrIP2pz72XpcbTDLxAnN8q/axN3clB1NBPnoT77InE1arkt5D++h0eVN8T7fncTqn08hPpU1EZ7YjYqzTKe4yU0C/oQv+DH3MP+9GWjfl7FigB8KZD6VdQ2B3H3Fhpdg2W/VAvhjo7qdrQvo7KyP3M/jaRvXTh7v42g/mwkznOwbx8qW53016FRHSW0YmJwKepecdybjfoInXeMnk7fLlRPT5f3EnAWGj0TuaOhMR/VXOlXMu9I4t0WKo1opMwgDlpK/wfSY2ny75JO/Tr+++8+8nvQ6pMp/w5oPJ1HX/d8+sJRb18gvxsqwwvpS0ejoojv8HIxfcelV6SbS5jzKcXHUNW28w79CH35ZdRPoX0d1fMV3HuukvpbqKW6iA+g2YrqkCrme1YTT0Otfz35jxp493obD12g/nwj7ylH29Ek/77N7Ol9kb5cNMta0PEP74hTZorvNcFNqPZ1F1o1qEZ7UD+Hym003/Scyd8Fjd5eQtvPj3o9Guf9ibsFsKdF+ngg+zeg5hvEfDTqVTJODia+gppPf/LHw9k/KIK4cyT7+jno24LWKCe6UG8fRV8qWlfRGBJN3YghPhhHvRXtJB0fm853mBXPnV4J5CMT+Z1b8d9/p5HfMIN7+5YRp6WxvxX1/HT29c2gfgyNUZnsW47qm1ns3Y32F3nUb6L+kMncWdSnFvH+y9IPi5k7hGqPEvZVSv1K8Qqavjsw+AjzD1vMd6ugz0Z7TiV373fRt01aj3ZVFfUO1cRtaG08T/xlHWbV4/fS/6H2SQNxmS2/VyPeRXtWE+9s10x/LpqOi9w9glpKC3Nj7+E4t1mi7yjaN92F6m4PodbPU6jE4r//7hIa0V74SD/yNX5CPdef+WcCqG9EdWggzgnizqZg5rxDuFMpDe/Pe+LRCg2nvwGtHhHEoxy8ayXq85zEg6O4uw2VBrSnRHO/RvrJNO4NiaVvO/777yzqmdOxDG1nAvdzULuGxuxE7q9HLTeJfdYM5voa/J6dqJhpeCwdl2fg72jtyST+CdVNWew5h2ZUNnff2EY8Io+73gW4zKT/AJqphew1UU0oYv9B1DYXU69Ac04J+6+g9m0p8e9o+2xnfuQO4oct+orKmferxG3SOmm0i34Xqh2q5N8N7VbUwqqJx52X37ueey/ZvGPtBfLlaHZsZM8WNHo2sWe99BhajmY8Iw25yPwsVNaj3rGF9+WiEnmXvuHtZou5j1DxdBOqo1AZ6o7b0OztgSdQWe4p1K6hsddLqA/tO5u/l8q++AC8Ib0SyN1NQcQ9grECrSsh7Bvdn9gnlDjQwf1rqPo5uV+PRlgU9SrU26KJw0bx3hvT6MuLY+8Bnfxz09nniqd/RAL111HvmYi5aEQlcdeSzp4h668x70xn/pq0dyZ34tDOQS06C1eg9WY2e1bnk19aQH8nk7peTH5zCft6lmKFNHw7/VdRWbmD9z5bSX6eC7dVcacOzepq8vfV4DVUfW3u7m0kP7iJ+/tRrUcruZl8r4vs3YBKdAt9ZWjG3mPPcfdkkb+Dxg0PoZbsSdzPi/ro9uQv+AmVEH+h/Sqa0wKEVmYg9bnB2IZaTgh9Pv0xPBQLI9nzrJO+N6O4dxmtsGj2mKjFjqJeg1ZcDPPZaByJxdY45rymY0A8c3PQGJGIM1BpRWt2EnHuDKE+cxlzwWk4Ae38dOJjGfyO7Ezm92TxTo9t1A+iNSKf+LsC5n8zibsWUc8t5q5PCfuiUHWhnlJKbKJ1Reqzg3y7cvr8XcxvRaMetWer2F+Dtme1/N2oh9XQf7eO+tB69ro1cOdcI/mOTfgGWn2acRNq1TJ+8qL876hF/r5f2T/7H963TEkR993c8S208j2ERl9Poen0EtrZ0uT2Qs29H/0vop7jz5yi4m7UhgUyV4bapmD6K0LwSn/u+zxEnOoUqtui2O8bzbwLjfajyF+VBkxj7lgsesUz/xmaDQnEbyRi7yTya9E6JI2cwTvKUU1+jfcGp+GNDPr6ZvGO6GziucvZ93Ae+Z/Q9shnz9oC9lahmV7EvrBi6hWoDyhhn45mGxpbStnXfTt5FxqRO4ifdcnvVoX51eytqeHO0vPkZzQwF2iT92gi36OZPTMvcj+3hdjxK/UyVF/6H+9o/w+/J1iZI/YUuguVbzww2xOvoz3HS/jv/w/p79eefHQHYk8/od5ZFarlwcTzQthzFQ2fUGJ/p9AcHUXcIRrfn0Y+LpY9j8ehu86d8Wgtns7+Hom4Ae0aqSOJvmuoJs9gf+5r7Fm0jPzv6dzblsFcn0zil9A+hsb9WcTZaMzLZn6/9HIB9zaWsP/pUt5VIR2xnfxVVHw+Yl/9YebWHJHfs5L6TTT2u9jvX8WePNR+lnF1Ne/tUEPfTdTCjrGn5Bf2PlzHnefq6VvUwH7PRvoOS3tcpG+91NHCvqMt8jv+SrzpN+6uuktfHeoz270p7tW6CY3O7sQ7pJWoP+khVBd0EWqnUPfqKrRS0Nz8IA7qRn+K9BvUbDTv685+HdUC1G+j5fTmPcNV8l8HMj82iPkmqVswfQtQ/3wg+T8G0X92CPk5YXgA7U5DhcoLaJsyvhPOew5qxImR7P8brdUO9gY5yd8bw7wxFmePwyuoLhnPXdcE5ntOJNZR+QPtoBd59wq0mlD/I444NB5LUH0ygXqtNDGR+bgU+X3QODAHd8/FwnnMP57K7/g2Vb5rCe/4bCl9lWiPSyNuRj0wnXd/iXqXDPreX4XVa9j7wjrqjdK31pPvmCP/PnncfaGA+sxC6nfQXlNE/gQabagGF5OPR+NP1HqVkN+0i3jFXvaXS9V93D0ofX4//a1HuPdUBXO10q6V+Ii0GO1bJ3jH8yf5Dp/Usu9v1L77gfyfqE4/zf3baK48w7vr67CDjS0X6P+qEcc1kU9GvQlNj2ZciJpfG/vnoTH3OvkaNDvekL9XWoiGjdoTN+V/325zxZ5X3IXqGtQ/RyPIg7wDtS+lW7pQf/wBob2zG323UfmgO/Vh3njen7mnVfqPBNLnFsS9J9HchMZJmU8IJr9mIPHWQcwdHUx+9hDeP2wo91eifhyV4Me4+3E4vuOg3sVJvRjNwPG8y3uC/P1od5pI31i0Lsg49UXm7ptE//g48g/r5B+Op/9DNNqkwQnUE1D7CtWxifS/n0LfEdTrUXtuDvvflfZ6k/4C1Iy5xCvnsd8/FQ+myr9XGnu/Ra0knXol6kmrqUetIb8T1doP2bt9HX0nUNHX038blZU56MojP6mAO+8Vkf8F9QeKiVeh3YSaZwkuRHvILvq3oRq2m3ctRiVxr3wfWvfvY74A1Sf2M/8d2nllvGteBX2H0Pob9dWV9DldxF+iZZ9g7pmTxA/Vcn+69ENUL6IReor9k39g34rT9DWiueAMfdVoP9GEJ1Fpk3FCM+9IR+VP1JKv8o6yq/K/1zb2Dkb1pnTYDfpXoXIcVbXdPDHf7CZUAt2F2iLpVrQ7e2AxGgFdietQc3Yjv6A7+75Do7O30NTR2If6Lj/yof74VRD7xgSzr+cg+uMH866AoeQ7P0Y+OZw9CQ7u/Ym2r5N4tdRrLH1RaP9nHPE01Kpl/N1E4sAXMUZ6C5W6eHwwgb1j0GxG7b0U9tejdmAO7piLnVKZj0OjEK1h89nzHarXl/CeiUvJf53G3MR0+ldJgzKo31lF/cBq8udQn7AGX1zL3qb1vG9BDnbcwNyUArxTRF9bMXFiCe/+G5Waz3n3HVQjdrH/7m7iUXuob9rL/sf3kQ/czzu/QOO3o9TPl7H/jkXfxQryT1fyOxag0cXF/SGolkgbT8jve5LYvZb5/rXyvag7fiC+iMbC0+R3nyGe0Mj7gprY9zWq45rJN6FttVLf2Ea+003e2V9JFfW/3IXaGg/i/V2EVueumIVGRjehfp83fWPRWoGG0494oD99fVX2Dg8mX4vK7oH0nx1E7DWYuONQ9g57jP5xDvKLnPifsdSvoxn9IneKUes4mbnhCfgh6lmJxH+htiiFu5PnsGdUKvkv5nNnRDr5LhnEJag/lcncr6vZF74GT6+lb9Q69tSsx/gc6rfQeCCfvWNLhOpcVJrReqeUuXN7uReyj997EM1O++nrYJFf7aIvqIp9I2q587q0BpWfv8d+p9k/5gx7ZrQyP6ANx15jz80bzE+6iy3u84UBHkL7HbT2dBGavbrhGBXXBNEXHCxUsgYK1SWDhPpZtDoMpj56JHN2uFB7xkHfKVQSJjH/B2qhseQfTORd46RNaHZIYf9NaeCbzGtz2ftMKnuK5jM32CCfk0Ycms7+0EzmfT6k3mc9c1NRL8yjb00++4NN5mtL8P7d9E3Zx7tW7Wefr0V9kYu5PLTu1vLdvmjmzu9tuPoG9YU32Zfo8ZboezcIF4YItf4DhUrgIKG6WPrkMKHxHaorwpnzG4svTGKuBa0Fk+lLTGJvlxTyq9GImSPU1xjM7VxG/0fpxJ0yhWbZKua6ryafjHrFGvpP5RA/lC/jAu6lmzh8F/mfUGnby3t3HuEdU8vY/7ZFn1qOb7jov4NmUS19P6Pidgpv/MD9H+vZu72ZfLer+Eor+RNt7PG8xt0TN7jzsPvbYu/XaDd7CPX+nsRLuwrNcrRuegu1hT2ot/XDO0HM/f3o29wfhOoQDBkmNHqFE/tFCFVvB3u3o/aOk3tPRRPbY+jrMo75BydQD5uEJ9Aan0TfA28x9+kq4lfWEH8mTSqg/4lS4qydvD/1c97/C2oTd5H/Gq1mF+8OOsE7ImrJz0L7YzT2fE9f5g/cX1hP32tN7L2D9tpmDLxIPr+N++NusucE6sM9Fog9T3kJ7e86C7XQrgv4ezxIfbS30PwW9eIexKN86P8jAA8HC40Bg5i/jJo5hP4uw6h/MZJ6QQT1tQ7qIdHsXziGvv7j5P0JuFaa/iLzVWh8OJ35r5OZz5pLPqhUqLR8zlzsLuaa9hObR+h/xkV8Cq2fT+Lztbyv84/se7Ce+L1m6tdusH/MLfLn/qHviMdC8Z5XPTHQS6iP6SK0i7oS//OAUEvtJjSOeVNf14P8qRBibSD1Q2j3HSRUVqJ5bbDQSgyjvnIE803SzpHYzcncO1HEEWOFaueJvMdzEvvOxpD3jKfv0QT2rppPfWsG9azVvOultcQlOdS9S3E16o99jsUH6K+X9j7K3hAXTqiiT/+R+PVm3vtTK79v4nXiLjfpG36L/GppNerT7vLu99wXiTveHkIrz1OobvIWagt6CJWmQOLaR6mXDRSaTWHk10Qyfxa1v8Yw1zJOqG95kXzMZPomxgptK4P741aRX7mBvpkl1P9BdfxOPHGAvcEHub/3CPmPXMS/VLHHeYa+rv9l39hm7vRuoW98i8zfZn6Rxzui/j9PoTXQW2hnoPbyQKHaZZjQXDhCqPSNYi57HH2PTGZ+U5xQL0qhv/dS8sUZ9I3MxHc2kP8W9V9L2Jdeyv2Tu5i/sZ/81wfor6mi33mS/PO1vG/m93j+NH1//sg7D9Wxr309c7MuUPdqYf8TrfQ9fZv6353e5fd0EdrdHyAOGCjU1XFC49dE6uuS8eu3hKr5NnFoJnE5muU5xDUbmP++hPiNUvae3E7f/APcu36SWK8VKle/p//KBepJLbi/jb7zvwutXTeJV97iTsBt9je2e0+8q9hLqH3UVajM6CE0l48QGqFRQvXxycQLX6b/x0ShFbWYufWlxFV76ZtRS1/hGfJTGtl74ArmXhXqk9qoT7tOv/Mm+TFui8X7JnkIFUdX4ue6CVXvKKFVgubEJKE+8TX8DY0/VxIPqiQefJo95xqZC2kiHnBDqEV2XiLMiRIaD0UL1bWjyJdMJh76ktDef4K411X6P/JYKuJTIUKzezTxujlCJe0w+RfqiI+6GWLP+m5C3fARqt16EgcMFxqLnhNqx6Ziu3R0X0H9zHqhUreR+EYe8aRy9j9fQTy/mvrkb4RW0HH2jPueexPO0qfewIfu8J4dvsvEXNkQoWoNF9rrIsgfRSXXSf3waNw/SaiPTKDvcrLQik3F7Gry3qeFZod64iHN7L/+WJpw8otCpfPbQvPqYmLfj4TW/EriJd8KjS+VdDG36EGh+l4vob4wQKjtd5Cvnku+eZnQaHlfqDSuFZoXN1N/o5i5r/+PfMaRDJG//KPQKgvIFPNF04VmwRtCJW+uUO34A3Y+R/7+Rvo7XhLas0OyxNyRQqGWGpIt+hJH4y+rhNqxPfjNV9n8Pcrx4yocUC00HwtcLuLhIUJryCPEQ8KE+iNPCe27k8hfbfeBiP/vQaEyoFBovjlhhaifWS40A7/Ce4eFStOZlUK/f4RaTfNqsf9LjzXa/wNVQ+bY</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15016">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="11" id="controllerType=0 controllerNumber=1 scan=12" defaultArrayLength="2720">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072137" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.3384881e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3004156e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039237976074" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="959.080688476563" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.094180968" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="176.44128203392" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11100">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15704">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="12" id="controllerType=0 controllerNumber=1 scan=13" defaultArrayLength="2840">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.007241" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2788111e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.249344e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039268493652" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="897.6201171875" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.10298716" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="173.565953969955" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11528">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>eJwt13dcVnXfwPEjU80tiAs4AmrLgSPzTuUAF2qp4eq+00QOQ71z4qrM1MPUNJyICgpHgcb95M7uNIEDXGBlao7KCYdlPSqQu2H6+Pw+v7/er+/8fa8LfL1QURQ92WWKpiiKcdENX/QUmn1HCPU5GvkP0TwfTn6dQ6g8N1KoZhrUU5Opt0whvpQqtPqswVXrmdtZwNzvheyPsehfWUpfFyd7zqOaXk7crgJT3ab+v/YlD6Hy2XChmhwiNHqFCfX3HfS1G0V91Xjio6voi0oSmn1SqK9JFWoni9nbq4z+f6JmOOn/HI33y6lPeUS//Tf5iy5vifyL7kLrAOrnQ4l7O/AaGstHYv0KvJQsVKJTmNuIdp804kNoni8lXlfGXO9yue8E+QWXhGqqyzRxf3NXoX7JbRqf311obUK1j6dQOYTaG0Op/xWCRqjQfimMPefD2bPWQdx7JHNVaKQlC82WKTgMjcupvNN3DQYepd7la1xTSH5tCe+9Wcr+VagMLSNeJt2Hio+T+AJq6eW8175C3neC2F+JEv3tmgnNeNco7nUT2i3dhdoI1AtRCfKg7zLqPz0jVOuH0d81hL6wUGIdFSOcvUMc5JdJj6N+BY0LEdyTPpL+jqPIV41mz/hVvDc8iXpwMvk+KfTFSQ+imZpKf6s0+i6uJh5QRN8l1GKLqbctwZfR/qWUPb3K6K9E3XAyt7wcI5pNF31vo37RRWi3diXehFawm1Dp607+IGqrPcj/PJy5ghH09wthb9tQ/AC186j2drAnMYJ4+UhsmYSXktn3N6qDU7FPmnwf7VePkz9fyv51ZdzT1kncu5x7qvHpvy/yLz0iTnOJFvcNcxUqTrQuuaHujptRG+wh1A97CtXEUBwaRr4Q7QvhQiPdwfyzI3mnCpUVozE+mblUtFqksC8E9cupxNFpzE8p5Q4D7SFl9F1wMp9eTj20Qr57gju6NtNF/1uo/Y1muAumop2DxjxX8vtR2eZG/aIvJvsJ9c97oIV29wChOhztSNRuyDgiEFej5hWEOSOwRSjzWWhcQ6tTGHNTpGWoe4Rzp7+0Ae3+DvZ0jiAujmL/FVTa6JgRg/tQb0Q1NJZ9u6SF0mtozI4jdq7kvr6rmH/OoD43EXNR6ZpE/zRUM6UXUXEk42c5eAP17ruJM6Vee/gcH6FRgtbwPPqnoxJcjLMs3gkswZdRa0CrfynuQNOnjD1TyuT3jIZ/FfN10ubV1N+WdqqR36c0tJZ8IaqtnrCnmRIj6ofQDmsm1NJQ/0s6xYX6XDT2oznNVWhlonEZTR8/9s5Ee58/e5yoNld553NUT6N+R3qjB3mfAOKBqI6SrpV5r0DiRWgclo4IYv/vI+jboOGfaJeFEl9B1SOMOV/UG1DtH87n8HHI78Ehv4co8i2m83n/QP0/0Wjo9P1HWonmizGoSaegsktahdofqPeKpW82aifQyIjDoni+/z9RHbmC/scridsZvN85kX39kjAczVTpvGTeP5Asf54p9HXOZd7DpO/z3Wih3W0P7wyXRqNxA5WIPPbsRsMrn3hIIXvqi5jzL6GehfZVVFaWohMNjzK+h+6oN6Ld38m+FpX0vyltRLW+ijjLlr9X1cyH1rB3p7QI1Tm18nuu4/u48ph3u7rEirko6Ta0w12FZhpq892E1j5fofq7H3GKP32rVfLJPXCb1CsA+6JZgrpvIPkRqN2UjgoSKh+i1RDKXL8wnIRKlowfoOYTTjwVNScaHg76X4ugHh/F+7lR8q5o+mbH8N5ONJ2odIqlP0N6G7XQOOIiVL5YST48kXwaanmo/Bet32R9fhLv70e9WzJmSi+jPSCHvhdy2ReB1gyTPgvVhN30r0HzBqqj9xBvQ90rj3tK0RiRT71bMY5CNRUNw6L/qvQ+6sEl6ETTvZT3L6LWKO1XRj4LNR8n/VPRcKnCZ2z2OdBKlfG3qNSioVVz32K0ZtdgBSqda9mfgUZRHf1rnlBfo8SJekwzof4uGuvR/gGtcBdMRT1H+hsaA13pn4fqATS6uQm1rWgv9WcuD5XrqA5TiQvQjuqB21AtQaN5AHf4ohIi4xtoewURx4ZgSihzO1C9hnpZGHmPcGxEq5+DuEUU38t41IKms99G7S9UV0TjOdSn6MRpaHWKwQFoa7HEO9EoRHt2HPkTaGbEE/+GauQq+qcmks9Bu0sS30MUmkvQzkQjIpn51agvSKF+ENUJueQvoZq4m/3b0L6LysA9fO69aJfIuHse74xA8yba3gXseaOY/CyLfCVq60p47ze0s0rlzwftP2XsU8YeJyqeTvY1ovJzJX11VfQl2tRnV/O5fGp47120tqC9F5XbaDhqmduFWhFac+ro+wbVlvXMv/KEvqf/oxB9S5sJtSbUB7qQn4tqV1eMQvuijCPcmAtwFyrfoX6pO/Vwf2I3lb4ZaN9B64MeQvMGPv37SWhsl3oFUrfw6d9N9A0Iwd819rcNxZ6oxuLTv6PIe4QRJ6DRgEr/cOpZaH43jbuaR1E/HiW/n2j6/oOWE81anc+lxZBvxKd/D9F/Au1OcdQz0AyNZ64I7RGr5B2ouBjc+RjtaYnkD6H5PRrhSexJQyMH1dsynp+MB1DvlsK+KHz6dxReRuWdXewrRXtCLnFyrvxeTPZv3E1/KWp30fDdg8PRSpDxTdRa5DE/Gu0sNLzzqS/Jlz/nAva3sMjvKKH/YYn8PSmVPwepZxmfbyEqjdIBTvb1qaIvDY17Mg6z+T6/Rq1Ttfy5oVKNWlgNcY60qEbukc6pZW5rHfW6J9z7BJXLygzxXleXGXz/+PTvM6HmcBUaadLbaM91o34Q9Wxf8iP92BftL1Suqsz59hCqO6QlAfT7BtJ/M1DOB9Hv3ZO8OYx3zoTwzo0Q+a6Gt0KZ2xHG3ito+ISTd6Ll4WBeRbsRlX4R9OdEse9sNPm3Y+h3jSXeiqojDnehUoz2nHj6T6CSMYO9X64Smj+i+quBtxPpb5XEfXOT5PeRTP9bqC1Llj8PtB0p1NPQqpHx/FQckEP/clT/lcs9uWhP2U39pnTVHuay0fhd6p1HvhSNHvnsCUFrOho3pGsL2FdcxNzxYu53luADNBNK6f9Kml3G3io0OzvpH4hKOernrvJ5hlXSt6BSxlVYKn3GZm8imnUyDq3m7sVoNqEyt4b9ZajVouVTy1wm6j+gNbgOi1GtkvHaJ/QdRvs8mkXKTNH3bjOhlYFandThIjTvoDbPFQ+ichPVbm5CYztql1CNcGdvPz/yE1B/RRXa0T2Ys9D8RwBz/0LtJirbA4nvoeodxN5BaJaiEtKTelwIe0vR/qdGHBRKbKP2ahj3OPHp34XsTUCzEbXtDvZ2jiA/FbUB0+g/Pp33u+vsi0Lj1RjmWsXSp6G2BM2dqBbKfKN0Thz1CrR84tm3Fe3gGbxnoXZuFXtSDOpjEpn/N1qBScxPQysTtROoOpLJT0cjTXob7ckpvLcAzX1odEvl85o7mW9AZdYu9Mqhb3wuXkJLMeXvD5odd1N/Cc25Mt6GmtceHINKGZpD8uQeVNfl0+ddwF2DUR1fjAloZKM+1sIatA+X0JdVyv6qUvl7UsY75Wh5OokXox5cTn9xFbGNZrTN/BvV9Oei/VjatYb+baiF1RIXoza3jnsz69k39AnxDGWWuKMQ9XeaEd+RTnYhfxiVbq4YhfZWGUe4Ea9GK8GduYNoLe4uNBb5CjUff/qPoPUr6mNV+qb2IL6B5o4A5u6h7h1IXxmqfkHcESKNQvUWWt69yC8dxrv9QzAhjL0N0uxw3ruKto+D98rR9IhgbxNqXUZh/yj2vzSdu/ah8gitK9HEF2Ponx3L3u5x1N+RZqB+CLXW8RiG6q54+fOScbWM58xgruVM3nm4ijt+S6I+L5n7u6aQj0YtIpV8Gtrf5bCnOJf9T//nJeJkNOJ30/c5am/uwe+lN9FokccdH6CZjfZdmffOZ/8gVErRDClgTzRaHhb7RpRwR0Up8cIy6tukDagEO6lnoz61nPyaSvafRz27ivi+9Gtbvl/D/E5UGtGcWyu/jzpciuZWtI5Iw+rl94da5ye4SHoM7cto/KT8W9jVBceh+i1q4a5CPQ2V+2j4upGfJz2AxnR35rJQfc6XeKgfTvEnnymNV4XWdz2EdmmA0EwIpP8WGi8F8c4OVDv1pE/rRX7mcOarQtjnFUr+e7Szwtjzajj5cqmHAxehegStJhkHRzA/NYp7fkHzrWj2bdbxyxj6GtDyiaXvDOphccw3oTEnXn4PM4hnrqC+ZiUeW0W9i8H8XjS+SmL/DWnbZOpRqH0j4xYp6JCmonVHxgtS6T+ARuwufr6f4tO/a3n/czRfyqX/iElcherN3XzuMXvYk43mbdS88ohL0eiczx0h+fLni0anj4kLitn3vIXXUZ1fSr0R7W5l3JmF1mXUfJy89y2qnuX0NaE1oIL8vqvs+Qv1Tdfk70El859U4QCbvW+iElaNc2rId6tlXwYa4XXsLUZtbj1xBepbr+NPj7jnkyfUC5W3RX+TC3ZzEyrT0NiG6qvuuBq1eukCD6G9H5WcbsRj/Jjv7S+0klE/iUonlfgy2lYP+t8MYO8NNHYECs27aHkHUX9JWopmSE+8icbaXuz9cQR3bwkhPhnKXEQY/QvD8aC0AfWBDuJs1K5JyyO4330k9bemEa+KYm7wdN73iObeuagW6/T3iOGO0dL9qIfGMpeN5m18+ncs9c7xmIlW2Az2lqBRg/bcmRiwCtdKjyWy90QS96YlM38H9QEp7ElA+4C0WypzV1F3pBF3zOGOEah55DJ/Es0uJu8M3U0+GfXSPfhmHnPfoXIrT/6886l3KuC+kI+pxxXKejHeRqVnKX1X0X61jPpitMpR83TiIrS+QPu2dEA5+SxUulbQPw3tclR6VfLeZ1XUL6LlZeNG1NrWcMdraDpRiahl30V8+vcpeZ96+jPRLr5OPuxv3otWZgsnugi1bGl3V6HyFtrfoOlwE1ofonIV9T9QS3AnPohaVw/6/Pzwsr/Q6NCDPS8HEG9Ds2MgfeFolqN+K4g7vHuRnx9C/ltU+oYStw5jn184+SxURznkPjQ8I6gvQvU22v1GYvZ08l9F03cH7UEx5OfGsu8iGj5xxBmohMXTNxONLNRK0Jo7AzNncndyEv330MxJJt8thflvUB+ZSn0NGgvSiL/cxb67qD+bS723ybs/obI1j76vUfPO590ytBpQe4C2bwH7wwrkzwFtn08wsJD5U9K0Iva0LyW2UVlQRtzSyZ5s1K5J/1FOvQKN5hXsaUR961X6jl7j3bRK6j+g/lkVc4U2ffXVvBtaw95c1C/L+HGN/D2qZY9nHXMZqPwm4/B6+i005l6nPu4Jd3RW5oj6OBehZqF921Woq27Ez0oT0PRzx+mojvIQGif8cJs/DutBfTvqAwKE1vxA3BZEvlNP3i9DM6QX8UzUe4XIvah6h1IfGc5d61Bb5CDuG8GebLSqUIkaSVyO5udvkf+fabwTPJ36HjQ/iCa/WefdD2OoH0WzJJb5sDjMRLMJ1Xnx9G9ELXMG9xXNxJCV5H0N+veidTKZz+tIwTWo3Ub9YCrv/ITa9jT5faym/3g2fW/vJB+yC+dIg3Koe+USJ5vcM38375vSuD3Uj+DTvxvJz8vn3luonCzg3dtodfqYueGf0BePZvpx3ulXjM9ZzO8pYd6vjLksaSWao530OVHzLGfvIjSaUBlUQRx5lfrWSt55x2bPpmrmn6mhPgf1zrXMbUW7As2wOj7PZdTvoz2nnvnM6/SFP6bvsfTlZnNFvbmL0BzgSpyLejc3oRGF5ndorXYX2r+h+YUHDu6Ob/ux50sVY3uwrwmtmwH0ZQeSLw0SKg09yb/ai75OvYXa/REYHcq+wHDeT0DtCxn7OrDSIT9PBPc7UfcYSf43tAeOYt+daexZFEU9N5p7/quTL4+lr3M8+7aiEjGD/rkzqW+ZxTuOZOp30OqaSj0a7W1ojUpj32o0E1bz3vM7yafn4PJc5tqaxDvRjsqj/wY+/fuLdzsVULfQDPmYu26hsvYTPF3EHaPL6F/kJN6PWnY581XS8go+x+0T1EdX0e9ts29ALX1fSivRnlvHfV3r5feHWth17ipGbWuzeaL/e1ehet9tHt+Lu9D4WerrQT3CU6j87ivUq/yE2jR/5u6g/VYPoZUaQH9pIPmEILyBundP9mei3qkXhvbmvYQQ5ruHs3+0g7pHBPFCtJtQ7TOSd7OlU0cx/w2qU6O490NUmqLJu8WQV2PZuwgt7zj2Z0hHxJP/N2qNaMydwb7MmWjNon9sEvfmJLP32xTmV6cyfzCN2Hc1d2Rm0z8iB7/LZe5Xk75We9j7KyrH8uSd+RiOShma8wvI56N5C5VOn/D+d8W8O9+i7lZCXXXyThaqp9CoROW1cu4rR7t5Be8MOEH+0TXi4ErmXKqIm1fj5Rr2tKplvksdc9tQLUdDq6d/7nX6t/5Cfc7f5Fs8YT5RmS8+j+IqVBehdReNHDehUoOWt7vQnoLaCTQcHtTXoZLgSV9MN/Z6+BJPQKOVH33VaP/lL9T3qUKzJIC5h2jNCaQvM4i8syfzDb3Iez8r33XQnx2BPiN57xtUm48i34SK93RZR2V5NJ/rQCxei+OezjOYW4/KV6iFz2T+a1Tnz8KxBnf1SGLuTgp53zQctZq9y6UpaCxaQ//zu4h/Rtslh74NubzbajdxcB7fW598+mPQvCnjbQXUvT9mbwXq2ifsvVtI/2gn8aJy6jsryFec4PO+cA1nVpEPsPkcLWrJe9Vx1+x67Hqd97ei6viFfDGqEx9Rd/8bn1MWiHquq1D/zo34trtQXeQhtA+h1dmTfDSaI5tTd/HDW6iO9idup7L3f1FxBrE/oafsl3r1ps9HQ38H+0dH8O5RNDxHUh84infWTSN2mU5dR3VINPMuOu8OR/11NJbHUPeO5/0MtCrQDJ9B/2+ozp1JPXMWnljFXjOROCuF/u6p5N+SfittnYarUV+wmnj6LuZv5PK9qCbx9nzueqUAS9G69TF6f8qdGwr5PCOLmHcpJr5fRp9fOe5EpVJaXkG/5wn2B39DPKaS/iVV7D+LtmcN38NxtHzq6Q+/TlyI9txfiLf9ilceM/fZE+5a5pIg8mfQbOMq1J9HLR9VJ9pD3ITKO23wBzRvSL3bMr8A7az2QqNvB/Kz0fwejRYdycegakofohnhxR0r/Omb2AMDAqgfRT0ykHvmoVGLthLE/LIg2d+H+GE/+k/0J04NZs8lVBMGEH+BdquBfE+vSXejdheNRyHMfanxzoww6n+gsiGcvkAH88rr5BPRnBhJ/RaqK8ZjyQT6ukzkDn2i/H6kYycxtw7NalR+j+b9gljioXHUt6N+Co24eO6Jns/+GjSOLGD/4gTm4xfRZ6I+ZDGeRHPhEuLOK4nLVhGPT2K+Hq3/JvNOmxTi1em8N2k98Tk09mzg/QrUxm4mrpG+u4X+lhnUH+zi3ddzeW/2bvr+Qm3DHvqbUOmZxx2d85nbsZ/4nPT1Q8x/JC09JL9fNHocZu+X0rFf4GfFfO5XSuXvHRpnZNy6TP67kpaiMsTJ3INTct9p7u19hvk/UR11lvpz57jzJKqtz5OPReMBWmsvsP9WFXkPW/47qMG2tewZh+oC1GpRcauj7z3UxjeSX9TE/oQ75J+5i2PQ3I1qNeov3WNu2GPm/nBZKPrSXYXaflTuoh7oJrTCUP0K9Y1thfbgdsz7dCDei/p96ZiO1NehNsiL/ccD2OcWSN9QVE+jERdE/8a+vP8Ylex+xC/2p68QzeYD6J8uzUX95YHclS49iWbAIPqWSD8LYV99GHcsCyef5+DdUZHMr46U8+OJO07AfWiOnUhcLV0yiX2ek9lXPJ14YjTxc7H0bUDtHKpNaB2NIx8Zz/578+h/cT75NWgXon4NlTEL+Dyr0PZJwFxUjYXEeWh9tIh96mL2fInmq0vY889V+D+J9L+SRD0L1e9Qb5VMPn49Rmyg/jkqP2wk/+lm/B4VfQvvP0QrPYP3ynZxp28OLt8jvxfULqHSPk9+DjRrUHHLp28ZqgP2407UVxxgb9wh4kOonUaz5WHyJipDvmD+FFoLS+k7htofMh5fxtwGtAOdfB4Hal+hVXuKvuGn2XsO9WfPyN8L1K6jFfQD+Unn6HsgHXOe+z5CowbNdy8w70Qzu4q+V2rZcxatBtTj67gjBe2HaMU2oCX1apL/DlGfhOoa6R3UvrnNe3vuyO/vLqaj3eMe/QtRH/aE+D6aga6LhO9Js1Fr4yZUCtBW25KvQiusA/ntqFejtbQjc9+j2dKL/D409/oJjXp/5sYFkX+2L3bph2vQiOvPvlvB9PsNxH1otxrE/jGo/jqC+Xka9/4QRl98OP6JVrqDvZ6vkx+F1guRzE9Fq0LGpybSHzSJd3RU7qH54WTuXR5L/Qqa7eKII9Gaj3r3+cSVaH68kPlWi4mjpCbqQ5bweb6Xvr4K8xLxWBKf4z4qkcnMb0IrKIW+R+nkL62nf8IGnLiJuV1oF2zm7jFbuKsalXczqLfcyt5He4hfzmP/6Tz5fefjQzQa99L/zT7yf0lD9vPO4wPMbz/EfffRHnKY/EfSgC/I/xeVGRbzj1CpL2X+lTLy7ZwYLM2X/qMca05xn/sZ4t6of4NW0w/sCzsnf99RO3RB/h5fo55eQ//RWuqRdeyplWqNzH+CepmMM5vor7zD+1/eZU+be/Lf3xP6eymLxTvDXYTan65CY72bUHG2FupH2hC3bUs9DbXUDsxndRSqx9Bq4cXcGOmL/vTnBeIrQew70Jf636i49cf+g9g7Ppx6kIP8+6jtHCe0X3ydvtvSxZHUUybQ/9ok5vNQXTyZ+lpUdkTL92P5XEPjyG9CLSaeuT9QC5iP76DyxgLm9yYw/9wiPv+6xdynLiH/JapjlxKrK6nXoP5xEnsvJBO3SUEnmi+nMq9tIB69mbhiC30xGbz7ByrHd2GHHN55PZ/9C1Gtli4r4J7afexpfoC+K4fIHzlMXwuL/eud5IPK2XvsNPmKM9z181nqvufJx6Ex9gJ7NqGZV0t8roE7X2xi3+TH1Otcl3Cfm1A53EZoBrQV2l07UH+9I3Ebb/rGqkJrYyD9R4NwRT+8iIZ7f+bHjRBq1SHseTmcvvdQP4PK6Uji+Mn0P0Rl3Rv4ayz7lsdRbx8v96OePYO95jx8Zj53PpAGJPB+6EL6hy5mT8sl7M+TBhv0RyayPyOJuGcye9ensCcwlX6fjeSnbuFzR2bIfbuY35hDPdCkHl/Au8n72XNov7zjAO9MOYzpXzDvY+EuJ/n/PcX9E07j4zPoeZ59R+uIN97F9+7hV2jGuy0V+z5EZVQbob2ho1Bb5i+03g8kv6wnPttXaCagHdSPPSvQGjIYT0o/DKHvWDjvHI0QGifGsaf768Qdoqmfi2XfjBnMfTRf3mXQ/3EycdtU9ndNZ85rPfEsVG+jXroB929m7kwG9R9yiRNN5o7lk6/ch//Yz9xe6Y+oNB3i+3EvQr2Y+wNK2Penk76CM+y9KHX7gXrjOVmv452WjeyZguY9tM400e/5G/Gpu8x1VN4R/V+5CpVf3Ii93YW6r9RoK7QttN7xJm70pf/fgcw/QrVDP+Zmo+ofjGsHke8xWGj6hLDPP1RotAun7xUH8XK0jowjbh1Jve0E8v0nc0fbGPb9NZ/6M0u5a9BK7nJZj//aQH4fqvG57B1aQD5lL3su7SOeuJ/9R9FaXcT9DWi2LmH+jdPsCzmD86SfonXwLH2p59i3pJL5yCr69lbJ+2vp31JH33P13H23Ae1G8noT+3ai1fwe8+NRi7nP3rEP5Pfp9q64e6iHUDnVmti/LfEQ1B62x9e8MM5bqO5GM6ITBvtTH9GX+MV+7LuFmhkstFoPFtozhwuNr0fQ1z6UvlzplnB8NpK+1yYwvwmN1EnUnai4xrBnE5qT5hOvXsi9vxvM/ZpEflkq8dr1zNej+cku9NyHS1D5VRq1nzuqv6A+u1h+j07e+QHNmeX0vXOaO39C+7Uz7LlXSVxfy/yKOrmnibmx96kfd3tP7HvLXaj29CCOa/0e318bobKnrdD6qx0u7SDU1nnTtzRAqJ8PZP5sT+LhfdlbjEa3fsxtRqWpP/sGDxbaW4YzFzmC/JAQ+lqFsbejg74WkeTfR7PNRPa7Tqb+3xjqrrHUO8Szd8I88r+glb6EfHYKd76Yjr3X05csnbSJvQUZ9K/I53Psl6YXsK//PvruoLr7CPkqtLsVEfdysndiOft+Oc39VT9y78w66kca8GQjfRPv0NfmHn3/uM++9aidQLOL2zLRn+O+jO+xLW73EirveQvNz9CqDqD/fB+h8XVfmR9A34Yw/BmNR+Nw0+v0rYlk/hfUdk7iHbco4n+jPnm6UF2+QGiPT2WPywbi25t5Z2Y+fVkF7H/hAPHgI/g9KoFf0v9qIe986qT/cjnvOS5gu5+oT6zDwHrmul3nXfcG+o7dpz7mgbzT7X1x35/u7/Pz9SJei6Z7J5zUV6i2GUy9ewT59HFCfU0k+cFvkN8RLbQLUnB4KvWzqL23lfwptOrz2ROwj/j0fupHjuDLhbw/oIi+K8XEJ8qFyqYKDD/FO2GneWfRWe65dJ49D35k/6FrxG7Xia0G+l9uJD/gHvHwB8yP9lgu9r/QRqh6tSNeFkGsRgptnwVCreAdob45RWg+lyq0ilDNTadvwQbmZhYIjaLPqcfuZ//SI5h5ivnrp9l36yyx64/s+QX1xmr2xF0nPtzE/mu3mTtwj/pH98lfb/aBiPM8hGp+W6E9y1tovttTqCf2IR/cj77eEUJl8BvYLQrPxQutoHn0XV1CPj6D+fUFvPdWIX1ny4Xa/dPU55yhvuMC70+poe+fTXLuDveMvsfct49wnMsK7CC0c3yFSvEwof5JhNDMjcQJM+hbOA+j99D/yl6h1a9MqAafp36xhnyvWvq6tl4p3tsSIVTf/VyoR/qs4ueB6k89scNIoZGxgLjjCqGddhwvnhGaGx9St1wM8d48D6Fe1lJot++Mi/yEyrLXqF8fT/z+u0JNSRaaj9E4v4W5q9vY+8LHzGUVCdXJJcRvfMv8+LPkJ1wi36yW/LBG9vnfJT72kH1Bf/Hefs9EkS8KTuT7H4qbQsl/jfbXr2KXSdQPTaY+crrQuBeL0YvJd1wi1OsK6T/vFKrpp4Wm13nyA+uYG93I/it/E98dlCT635gkVCpXEPutFOpeBULD61PyS8vwwo/kf60nfr99svCDLrish1A7FC40MhKFVh3qv3xIXL2JeFYe8aUC/Pu+0F7aPkXUn+kq1CrTheb5rfh7p1TR7/DD2+OEZk6MUMl5W6i7zxYaOQuFdstz9LW6TL1FjVB1v8HcFe808d4HS/G9FUJ7aqLQzNghVF7yXS3mXugptMsPEp88KtRKSoRmfDn5sm/pO1xPfkTrNSI/MECoDXxeaAYPEOrPxwjtCTuItZgPxeccnCrUnt8l1BuarRX5hhZCtaa9ULvScp2480Grj7T/A96N7a0=</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16408">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="13" id="controllerType=0 controllerNumber=1 scan=14" defaultArrayLength="2894">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.007241" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.249649e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.4915596e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039283752441" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="839.709228515625" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.11098722" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="169.115513563156" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11748">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16728">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="14" id="controllerType=0 controllerNumber=1 scan=15" defaultArrayLength="2834">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072576" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2231362e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.4329576e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039497375488" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="946.32373046875" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.11897038" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="168.201088905334" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11524">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16408">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="15" id="controllerType=0 controllerNumber=1 scan=16" defaultArrayLength="2816">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072381" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.1633721e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3243152e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075721740723" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="917.640014648438" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.12699768" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="170.080125331879" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11496">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16256">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="16" id="controllerType=0 controllerNumber=1 scan=17" defaultArrayLength="2820">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072245" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.21743e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.4225696e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.03931427002" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="993.143005371094" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.13501013" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="169.186249375343" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11476">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16324">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="17" id="controllerType=0 controllerNumber=1 scan=18" defaultArrayLength="2927">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072281" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2809755e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.512632e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039260864258" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="977.308898925781" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.14311643" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="174.748450517654" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11876">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16888">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="18" id="controllerType=0 controllerNumber=1 scan=19" defaultArrayLength="2836">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072307" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2053434e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.373828e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039352416992" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="978.65234375" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.15118683" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="173.349216580391" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11552">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16376">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="19" id="controllerType=0 controllerNumber=1 scan=20" defaultArrayLength="2798">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072277" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2355138e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3175144e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075744628906" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="952.218933105469" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.15933937" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="178.227677941322" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11396">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16180">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="20" id="controllerType=0 controllerNumber=1 scan=21" defaultArrayLength="2867">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.007248" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2426754e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.368268e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.024345397949" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="989.570861816406" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.16734551" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="168.944180011749" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11628">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16536">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="21" id="controllerType=0 controllerNumber=1 scan=22" defaultArrayLength="2835">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072755" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2625065e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.2094924e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039268493652" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="976.564575195313" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.17553103" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="180.091053247452" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11528">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16400">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="22" id="controllerType=0 controllerNumber=1 scan=23" defaultArrayLength="2769">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072448" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2888739e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.1850548e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.03929901123" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="944.613525390625" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.18361637" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="173.640713095665" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11288">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15996">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="23" id="controllerType=0 controllerNumber=1 scan=24" defaultArrayLength="2864">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072615" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.2872155e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.3811912e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039360046387" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="933.629943847656" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.19169975" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="173.416271805763" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11628">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16576">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>eJwtnHd8DfvzxlcnevkiuLERXBKdEASr93IRJdoSvdfosnoQ0RK9rOhdSHSygugtIWquFYQQEZ1ov9+d9/lrX2fP2d1PmXnmmWdmj6Iomv/Q5ZqiKGrqj7NyHFo24r+jMaFV4H9HPalkkJx/syH+v6O5JeiTHLNkXSrnR14Pkc/Pymz872i/PX9IrsvU4+h/R+1wD1uOe3xWyPcTtDNynfuLA/K7+5NN+dyyyTI5Zui84L+jtfrtGvn+xeU9ct3MMjJOK+acjMcakytcnnsg0wm5//I52Rr+d3z7OEHG77v6tFw3cICM0/LIdFDun35kiZz33sz9Yz7tl/sUfSO/1/w/rJLrrz2+9N9RcXMKld/dDUqS63P6yu+U1++vyvl1C2S8Zv1L5+X7Iw/kOdZT3yi5T+20p3LfmK/75LmbgtPk+it7Lsh1zZzlvOZ7Z6Fcn7ZN5mP2OCvrr+XLIs81KoREy3Up5gf5PDXbVznumXRM7pswNITPPWQ9lUyz5f722rLH5bhjq5zX/+cjRyskjPOtV62X88MXyvpbTjdkX7R5O3bKsUCpz4xjj9iFmq+G7KcSV1b22/q4cL589p92T+7zJZvsrx5carV8f7Vxwf/2RfH0Xcm6TJgn93nTU743Y0LPyfnBD2X9rFzz38r1eo04+f5mS7EnM3bYYRnHx3LY28ftst9K+k5L7lcnabFc1zU8VtbBTljGOn9ZK9eNbCDXae9ayX3ULuvl99rdxbLuSlQd+azm6vhNzvvluCL3G5Ei9qN9ynNbnjuib4n/nmuvUdbJeOvm57xd96as5/EpMn878TbreLHlHbl/qQWyf+bWJWLH2oxj+FvtK2KHtv9Jeb6R/5XYn7K+0kn5HOQt1yk1jmCv466JXajpVTbIdd3DZRzK7uTfct8XP8TPtC4e+5nHsNdyHP1V7Fn/0EXW3chbMVLGE75O1sm8lkfWW+vam/MdxshRaxMqdqTd8bgoz9l17SbPmbNIjluOYN8/Lsm47UbFH8hzplfD7xOC8Q8nD3mOntkUu9H6RifK+fb/XpfriofIPlmfEzm2cQtk3TrelfF+OSfn9Vz1/pXrArvjzxPXsK/t9ryQ33fwkf01ZzURP1HCI2R99PG55D5q2m7wrksPwQHldC+xSzveWezQKHWcfa1cX+xKz1lP/NHKvIzzlw8LHtilVPEj7eFm8U/l2k9Zd107uUnOz1iWLr8bsF32TVm9QNZL98mInT/4hT3HJ8p9jO+52O/Qv6PlGFJRrrOelZP1tbbcOiL3q9ZJcM/K6ZTOvobJZ9vjFP6bqmPXWXMLTuunO8n6WM2jLsu6/AiMYx/S5HlKo/XiX1qnIHmO8bShjE+bcgj/ze3l1FDmv539/FpC1t/OsEnWxT6RLPav1c2bSfD3cAexO+vqX2Fy3nAXfzYPDZH9ModfYj3jC4AH375if6nvxK7M9KKs19Ird5l3d7E/1SfhlDyvXDeZh+3cVsZtH9gnccn63wn5nbJkIXGimWcOGc+xQPFvY2lJwS89+Lzsq1GmuuynWtR8Ip9b/mK/r5yV+dhd8sp+Wq0myDrZ727JZzXPIRm39njFZjl/b7zst/24KPg4bgQ4Xm0UONv9eIzc//k3eZ42XJfx2SlTBB/Mm37Y38Pj4j/W/BYv5TjvN/Mos0DszUgKErxTPz0SvNYOtSeunWrySJ6Xf5TggT44XOKBObIR+738IjhdJ1j8Qzu6TeKNdaSn7KOxqyzxbllt1vFKMPhYS5H10Lo9lP0w92iyn0qZxgc41hB8sH90YhwnOzPeuH8FH41P92RcmnPL93L911SxQ71vq1fyuVL/jILf09tj33oYdnccPmI4u8h+WjF9XcX+bh4SO1eTXklc1VIL8Fzflyly3q2R4Kn+eHeifM6BH9vuxwWPtednxL+1Whlk34zJ+8CvDwWw3xNuYl9qYprEJz35i4xXbXJH4qQ5bLKsk74O3NEGDQRvBvWWozG0yht5Xo278BWnCsITDH0cflTWV3iL8XGr4IWdbYWMz7z0Er96F01cm3RN4qjhGYC9Hr4m+2pUvCjn7S+5wY2bM2U99D0TWa9vs8SP7N5tZX30+MZynbn/vNiLkUS8U1s+lvPa4ngZt7nr5Q35fn2k2JmS2kLsWZ9yj7g6+R7X3RkKH1h7Vn6vTK3GulbrK89T5vdifyMNsWd1emfBHy2Xq4xTyXxV9tH+cRnecSxV4qz1+JjER+PcVBmnuv6y+Jky4qXj+V0FL9RNR7l/5+3g3aKjst6aUymH/e2U8RiHCuIHHVOIU1c2yH4rISmC91b9R2J3mn8cdlz6b3iC593M/53X276R+xkz7otdmdOm4b9T28Frw54Rb24FM86y86/J+IJ2wufKvpWj0eblLTke9sWfMnUAbzffBH/8EuR+yosnYvfm+zTuNzdV4rVy8pbYkdLFU+avuHnn/G985qoXMn/jaozYjXk2VvbHLrmB+a7fJfO11uaXfVKvDwIPGreV75V1x8Uvlb31kuV8+wNiZ9oAeJtS3VeuM2PeRcv52ouYn/9K/GNqfvlsu2aGxzY7Cy/ZeFrWUfMrLuunb24KP95ZbbvcL2EofrO7PeuQ7bbsh9HpLvHJI1Duoz7swH52fSZ2onR8TdyY/BW/H5Uin3XXXGHyu2OpPM91nNiz2vnRO7luVzN5rpKcAA9uNPMN+5Ufv+uxCPz/0wn+Nvg18WP6COx8UjnBEytkneyL8caR17xzZv+SMsK760+Wcdml3vO7Tl8E980LncQO1ZkLmVc3bxmn8nd8UdnHkKp/C06eqCDrryy8J3hhRi4T/Ddem+D09K8S960ycYnynCOvyV+q/ACfnxURvmVm7iT5ln7+hvifEdMIXIgrIHFA779P9sscPVvwSA2aSfz+kSDPMa7tkXUwYnPK+iqj6/yQ342+CG/UicumazB41CWN+HFhBfMMrwPfPducdeo/mjj39Qbj37dJ4oCefB6887q1V+73wF+eY1+6IX5pPo+EjyxrRzx4Nfy7XDes8nP5XcsuzPN7cRmXdb4X85n2mjzqf9VkXeyf42V/lOFzxQ/18juYR93H8nu9aWHieaYhYu+afVTur+7NLjhoTl4FH3xZA5w99wqesOMx+UVKhPinlX2lxAXTY5vwb+P3PBmv2e0A8aNgV+LD6itc5zdvm5wvFkEcv1dO9t9uWs8Rn/rLPJSF5wV3zAl75bPuUYB98U1jXc8vw89zHCev65VT9sc4OF/4l+5skweYTsKDtd6t5fdavZVyNHOEKLLet6rK/dUrn+F/QeXJ40t+l/20NxyX/bXKJZAXrPUiv/MoxLjbJsg6q3VdseNuS/CP2B/kT3+vJN6sjwbH1pzHrpeuAS+y1Cbv7z8BvjClFd8Hn5d90IrGyDraY+vKeNSNf+CLylyxc6V+C9lfJXyG8Arr4jnm6XeR+Nkos+C6mWONrI/Wb5ngg1mkGfHJxYl5bXkj9qZ//EX+nubCOBZVeCbPPeVEnIuLl3mpyVeEFxs3E8UftXHPwa0uVnaJc+onuY9R9oOMRx33RPDGaN4MXthuEnn0g3bwv2fnZf/NDavgGXNdhf/q4WWII5XHcWwzXXDJrvKL+TzWJH6q7kPIUy8/xe7aBbKfm6YLjlrng8S+jb+XsP9/lZXnmstbiJ2Yv59Hy/HSE/xi/2t0H62NjEsZN5x9TTmIvUeeYX7LRoFrU0sRn7tEZpU4+uqX+Lfqek54i1q1qfAtY0U3eY7Vs4/sizFoInbk7YO+dPKRzEebfAEe8a6+4JL69Lzsk7IyXq7XezwGZ7J2Jn4UiGUc+7pKnDKvPhWcUP5NJt8Znh0+dr4i+Lw+i/AcpQl8U+uXBfxtfFLwUl0egS400yZuzdgszze+7hO7scwR6GAtFfK3Lo3Bn2Xd4A1JKezjnfyy/nqv2bL++ur+wuPNKy1kXEpMEVlnvX66jN+udxK7zp9G/j61Y5h8/7gqetrZebIP5oLPcn/1gS9+sagBeOl6UeKrOfQIeFF5m6yTtTdI7EetSz6hVZiFXSxqxfNcp8q6mtlvs99es+FLOx+TpwyoSBxuX0b8WB8yGXsLX4t+0zxY9k+Pq4v9ba4n+bod9B773vdTeK+Vvxb+0vSAPE/JVQC+WyoAnFlzTPiScaccefbzCtwvbYKsq3Iuk9zX7NiEeeT4g/6R/D/iRsAXiTdal0Pw5cZD+H1qoOCtWV/l+QfH4m9RR2X/7DBNxqedei38xqi0grwv5IDwAfvnDviish57mvm32I0+0FeO5lyLOBYVLnhhf/YRu7VWrWX/lczkBW5t4KM3/LG3+0WJ37uP4pcTc8Lv/QJFF1E6vkCvqd8DP9mZh3UakEic6xMAnrieFPwzcsUxz8zNyRsXzJd4ZMdY6BLZndHVqg9Ej13aVdZLufacdd9voC8U7STxWO2/TOzKLnlY1kX7kbxVPretih6xpC38Od9LGZ/5Gb3OKptX/EXdtRnd88QN4ZtGoSH4VbkBf+T8ueK5JL/rXJpx7ystuKWHEf8tlw6sy/e/2adX28UO7cRDMh/DN5pxHTsgcUivY5OXtlohOGJP30N+0+w6/Cx9P3n99PzocnOdHsr5me/F77X8n+S+6pXp6I6lb4XJ5+wdBI+1e3VFd9EDXcSujIqpEg/s86eEhyvP7iTK8WsYfPWdCT/J2AUedGU2uLlyEet/74aMQ5/TAz7Uqgn6Q8hS8E3pRx48/0iw3Mc8LjzC7tiTPGB8B/Swyh92yPO0UYKz9ueLsezrGXjBBX/8qHY6uJi7lOh5aqsZ4F3LEeCJy1CZl9KxuNizNe0y+WtCcZmn0uc9/Khrr/vynJ6r8PuqOfHzpCcyHn3MIvL+t3dYl/idMn5zRDR8LPc07DjvLHhs5gDyihKl5Lmauo384UY39r1nT/E/62YV/Lb+XPjP4vKyTmqb67vk9+dbk+d8suFFNfzA1Qf4g+JDvcLYQdwwFzcj36u8tbrY+6mF6AGuyb/k9wWPkEdkv0gel3yKeLFjl8RvKy0b9n/xYrR8bjQUPeZcKOvZuTB6XBdP+NibWfDfVxvRM7KXQ+88eVf8Q09dAY+Ouo8etLQKOJ2rIHFfb4/deI2W8+rekfCLqenofyEq+f9SV/jvprz4j0dd8S9li7Pgomn+FJ5nxBYXXDKGRgrf1Do1kPFafX/Dz7Ivk/1R1r8We9FDUwoJv6lWV/zGblYE3d+9O3Gh70jBV3WnwfMq7hHebac8kvW3VuwSfNRubpLn686LwIl1PsSBleMFH9R/ros96a4psq+mP/mTPiBcxmXMOkb+e+EScTHlHvGiMnqiXvAE8bPkcfK7+uQDus8p7D8pv8xbW1xE7Mf42E3sWGt8m3i+rSJ++WAn9abir9DpX7kKXtljfATXzEVvZR2UU9XZ3+yh6FGzm+3k+hHwuFdp4M2St8TpxZXFP7VDHvDbZVHU3YJTwPMvTqKbKouLgeMDO8h81Vw3+P0NN9YjnwYfrv5b7Ej9EREtn/NcAD8/U7/SWk7HH0KisYdOS4lD/RvAv/M2hefsXMV9WgzCv56Z1LGaosvrzxT48aeaxKPeXck3x9wFNz568Lzv0exvujv3L31K8lrb7yu87ngV9qHMHlkv+8g8+b1qb5A83ewehX9Wnpgov9Mt2R97y2x0Rg9V9tfItwn+/uUy9ZA3j8jbXmejPuDVVvig1ihW8hZL+Yy+dek49b61g8nztxQkX2jmHyb3+7WOuPVkCnE2e3bsdAb8xFqSi/XKQN3QLL0WnN/SDL8JuAZO9jpBPU/NDO88dxce9Yg4ZG8rgm4xPhz7uh8t9q7MHil1N6XNbPBvIfUirXVHwUVTKSz3V12H41dr78n6KcN34L890VUVzYFLfuckf1VrTkR/WzCX/Xmkgn/WVHi/z/F8wsv7tJT1VOLBG6PwcXT39xZ6yo9sjCtbB+ofYZPl/krEJ3S7Fb7CE4yZb2S9dM9eggf20pzkEQvg6+qnwtTBfrJuenx/iWN6jfVSx7UKj0bnn/QG3e36DexpTRbhMfaNF+LXxtuV8Jag0+gdxRLEv/RqSeTLy2+CA1WyogOcryH7prvlQvef+GiL3D99ilxn5UkQ3LfKtsQutveRuKWN2oGeXsANP8x9QeZlTb0IH3ZDR1HGHmGc8yaxTzMfYc/zqlInbhUk9mTVDec+6TPFv40ey9An3PaDu4kX8KcDTfh+YyT7crRqAdHPs7qLfVsT36CLDR0OP82fgL7g5I0/9chDnngjv8zTjJmCP+1aLfzI9uRofNsAD0oJwx6CDOLhi7LMY0FF5uu+BX7/vSJ2keO78Bv12Dz8wcUJnCme4Nj35jJP5eJC4lqaN/t984/83mpeBTvpXQb99Pd6yaOVNnvFPszdadjLXYfOc98U/1CfJMk66mpDwWFL8YBnNi7BvrVdDn4eKCh+pq+cj56Tl7qsEVoQ3VWfKzivec9G722cnkH4QOQu/O6qO3Hi1zZ09TYHqHMFER/1q4XoEwhII994Vpxx99okep/msh697FJH6oTfm6G3Po6R+aubm+eR+fZ8Rv30aITwQcvZ+6dcN7EJ/rxurPiF9r4p/DtTedlvo0Yp8o2nuciXp5Yjjk1oSNx+OwBcbJqbfGRMEjr6ltesT+lweMTYY+jnO9qAK3MePJbfPd1EnF1dU+6jV6JPxP57J7wsaCT5tEth9PqBnYTPmUNO47+1QsDfCg/wYw9/1rVaqMzXKDaJfoDYuqJzG3NfyLjtagvhy/kCsJ+BV6gzf2kpfm81dyVfOpOdffCtgk6wpxX+0ugv8VuzcQl44PzD5IUHJkp90FgXCY63nQy+R82g7nrYR9bXjHZFH3Wahl8M/sx6ffcSe9O9D+KHSjD9IRNKiF0oDQ5RN6mUj/xtbX/hAfaGeWKH9s07Mh6zegl4pRt1B23rNcF3VSOvs/esQZf+WAsdMeYRen1iEHzF5Tb17BXP4MVzVNlf7fNCeFS9cOJdw+HwzKV30HUOb4cPzXsPTkXuJX9scQp7+dCT/hnXzGK3ln8T8uqBEdh1mhN5QcmW6GQ1z8rz7bTc8Pii4fQxzFlFvBqfj3qHexTrMLeW4LzVd718Vnwqyb4o/cdiRxWD0evTgvHXZmX5vlN5sUO1J3092sRX8N69XtSTfwbDcw72Qu+66hktv+vulSjHjF/haU9XyLopxVZjp2frCt5rjfvulvukO3T7L1/Yx0gLHJuuEDcGvoPvfN4heKFOfQLezEkSf1TbzEAPbLkZvPAfSH24Fvm3kjOO/fg5Gr5X6wm6/4eF5JmNo6i3pO4mjysJf7dfw481t5nUn92a4vf5vsp+2OdbyLytT9Pg3VcPSj1Jz1SHulJoRuobE/sQp1olg+OJsySumXtLkTc73adefb4rcWXNGOzxUVnyp17oYnbf7ujBbRNkX+ws8fJco2Mb7LBsa+5zzxVcb3WJvPnsHOZ/twO/P/yc+v6AvuxL8GX4/Nl2kk+YB2+Eye9/jRIctAMb4FdOE6PlOGUoOua3/pL/Wd+LwQv7ThG71noPow52eB44Vy6KPOJzTuL5ewc+fR1M30umd+jg3iXZ7yl90IGezwBHfVqgwx1pCz6thXcbWepShz33mjqFb0bBbz3oN+s34zm4qdbEXotkxi+CdPEXzZs8yzozHD0l9xPBF6tddXDyflbwOQ7+bm8JFX8xq3rQl+a/Dzy+nyD5unXaxC6HxZF3HSsm+2I8ZtzW0D/yvTWrF31jW64KP1EWZ2P8dUaj4+58K/aiT3VCN36M/WqHL+FvjZpSVzs8m36gI/fEr/Qsn8lnp2akH2dRrNxPcwrGfxbcpE5w5Br57NBV2NWR6sTbTrHg7e+q2LdXX1ln5Vc/8u8uTuQlPwew/39qUZfbewQevaAg9rb3Ojgfk4fxuRxAT8/3HP3u6RvxPzVPPLxs+yf0xBVO8PnARPDs2ETyF6OG6GN65u3EjbkNZD/0N4nUw+ovpm56tQJ1jz6tqYM/3QrvGVuMPOLFTPyvZSL9Lx/pA1JvHYN/5XpOHF8yCT5wcxv9kxF9BVftd1HoepETJE5blSuAx/OrfZHzzkHg5xGTfat5Hb04zxLxNz3oAvpJdzfG2c2TuprLC+q2GR+jY8w00H+ufMP+78YITlhxbuigHjb+PPKOjFNpX1LsyBiWjzy+RTA6STcneG2Wc4wzdbAqcbjrVuJ2yDvRT+ziY9FD/l5FX9rdNPhBg+PgQp3d7PeevpJ36N8jBbcVrwqCc2p5d3hT9VR0vHJ1GPc6m/6wgZHY4Z0Y/OzgW/Sx/IuJc+mMX+1wmjpqFg94eZ/8wtPUTUPlen3wYfKjyaHUZQdwP6vMQvSdsu0Fr+1uJ+Enboui5ff6Oan/qjkXOXh5V+pnNeLQ/176UtcfTX3Ryh1BHJ8cSn2wVB/Rp6yzKZI/G9fRhdXdg8jHa54lD3Dkp9rQw+TDHu7s11XPVDnW+oI9NzmEvu7bAr9r6CY4ZAwsTx2j+S3hH1bOJegUq/ZL/dDqPZk+kNQI9m9Ue+L77+ngi88Q7Mjfmzx8uz/7F5wGHr9fLPthp33mvqvd6duJ3wsvTkmRfdWGfRd/sib/FN1ReexOHrliMbre+Kzw1RM3yGfbR7H+IwYQz/7nR99PQr9Eud9oDdxoMFn0RrNQPRmPFvpF+resB1Ulriv3G4NLFe+GyVFbRd2u/31ZX2tkD3TdjE+IJ81Ky7isgtnx00utqH+ey46eX6WL2KE6bhtxaFttcH+ch+hR+qN6xIecAfCr9l3gI1U30Q/iXZj4Ej4Lf/a8zTx6UN+xyxagzvbmIDiaLYa85hK8TuseQbw2b6FXXCgD76g+Fbs7tAH8HFyOfrAeZUS3Vco1pL91K3mg8i0jel+2HozPe5Cst9aptdil7uWPDj8xJ/g56wb6RvO24FHupuiGPnOIr1+7R8s4ps6Hp58ZDG5oQeDh7ofkn3t+0WdVwot6fYar8JOAf+GD63LDZ/0GgzOxd9A3pxVFxxlOv7jywNHnvH0Fdfep9GtpI1tIfFCT3/L8ug6dJm42+Ui9ZmFyftEh6hwfqoHPjbJShxp/nLrElvJip3oaeKL+8wMe3DSW8TyoS39j98PY3awp4L1fFPW4O/7kN+2/ErcKdUPP82hPX89fO7GfjnfgqT4Onh9fFb7VhTxLmb2a+JKwA124ZHbmHxYN7/gWhR/1zooOH3gbvMo8AN6QUBXdomlJ4QNWRmf4bsnC+O/kiuhxv85hX35n0fF69mAeT3sQZ4POobdmvAU+dquMXhOfFT09YZTwG2XaCezZWsF63VnF/E7uS5T7dC6FfvVxL315TWbS7/B6D32Z8SNEnzW8F2EHfeaS3+/9IfugB9vwurCf4OCoKLFf/fcpnjehL/bXoC+8pv9i8p3Nodhtrokyf2tMVergPeOZf3RB4ur1DPAk8zP1i1E/SwlPSF8g8dguMoi4n9iJ+KVulL4c7YsTfKXlv+ghYQlSt7N2p+PnBX3x76Eu9B1n3UKf7MY/6ImJbuLXZtdq8Jdh6djT9PzyXLXTCNZhShr2FFGEetv0EsyjZSTxusFR+q7KOlFH3l5T/Exr2JP3Kg4+hA/m6IA/DSrF/PN/YtzH6bcx2rVBl0oOd7zPsJq+36Xe4LAH/RF6nvliF+qZErI/xr6RYgeaqzfH7v+A47OzEs8881C3cs8Ov5z+FT2ihJYo9z9Fn4U6fTH3LxtI3HZtDG7WKk7+9Qc9Qb2xHh7+vyms60rySiPLFq7bmJW67w9n+guW50b3D71MP1S7EeQ5w1MdfWro6+rccPoQ5lSjPyEHcdC4Uh39rBDnlbRw8ojZtaPlukqcNyoVF/6jrK+L3Q2uTl70rjr7vvu7zFfruxweXtSXPOSvy+ihrYPBlXKR8Fa9CLpTryfos8+2oYv+mUDetr0U7+EcjIX3Vj0OP783lDrkkH+F/2m7nrPvU6cRb2f+4fohfeAx/gfQwY7Cmw2fvqx387eyntpmkzrA/BU8r+hj+vAtG54fH8H6namNPrFjJfntt7vUqfvFgQd+97GbRnOY9wp/sVdt3nvyox8/WPfcC8XujGw7BI9V+zT9SvP+kbio+BcgHp+9gZ54fAH4s3wZfCzakPhn5L5NHbZTLLjduqfk5eaB8cTTn/3oP1Wm0Q9R2wc+VPgNun/Vgfj9+dvYTZmugiP2yWHoYXo14k2BAvRjRwyiLvtQB8cCXYgj6fAlw8+ZfvuoG+Bgh1Xorf7L0IMGfCCffjqCOl3kEnTmjOOx91sH4b1PXtEvNeM5uBhcBP3qwjHwuOi/ElesbO3xv7kfwXG/hdSzPEtKvDR7zqCuvg6d3tq2Vni5pVPvUt3DsOtwx/sKxYOIqw++whtCi0r+onj1gqf6rOQ9mkMWcbV9B+rHfpfhV11/Sz5uRBqsV8N58KjqbWVf1D990BtC67FeP9dRn8i7F/s5Ood+mAvF6R/4GUX+WygA3rZmH3hQugh53WbivDkg2yX2aw+6pid9afbpLILf9o4O6Am5TsGrPTXer8rbBfw4PIA4PHIm19VcTn6VFIyOXbibrIO6fwjxrMF+8rOAm+hITdY4dJRo4e/Gu2jyyr70cZs5a7L/Zy9LXDPOHKNfe/067CFlJvz7ToDUAfRpSyVOGQ+LCb7rrROI26EfiKuL+sJnbqfCt3rTl6Mfmchzq19kXRZ4g7cx6LjW3CT4RKer9JV6Bso+KPeiWf8zldAn7OnEjQbh1FdOFqduVnw9uPZtPO/v6KOI184HqYO6x1On/PyefDO+EPEmZ0HWfx59AVrTBeSzZcrxvuAhh957E75mTXMjniW3Iu4vnA2+7w+AxyxCTzTWhYm9WXXmUj8yt2DHrkuIlyt2wFMPXCBudJ3KuJtdQae9Qr+SWqUO9RLfGOZXJAt5Ugh9ZLq7Dk+Zzfsg9qwm6JVrr9PH/z8FXav8Uvo/LlPHtJunCE8xOqdEy++Ts4EHuzyJB1FTi0i+ZtJPoJ86TdxUXal/9sa+tIUVZLzqhChwOAe4YfafDu+/40ccbX0a/Pt+lPHNjcdfXL7jrwHD0GU3ONEf4+bDfrsVEXu0vDZQfzwUDx7n3Ymu/boHdjI2gH7JOUWJf/udiF8Pb6F7fdKpM83OBI8KLIS/HbvJfvUoR595VEHGGzaJPHVxuuCunu0vWSfrlAt6wO0u9P3YiyWeGcvpC7THeLN+/6bRV1KqPji65Ab5d/lD5G1fzlAvXlWE733+SFzTR9vUE3t/RY/uvZx1uh1JvFoSIvhsrj6E3/4uAa/+Xxnyi19niK99Q+HpkfXhSefbU2d6EAJPO1OBPpF3jjibYTY68bBv8JNWawTP7RtOxJG9e4VHmZcXs36x6BhK+R2s/5rq+HPpMfQZjN8r/Qjqg0X0NcyZRj1obBv0tXbN4fHR5eAnz6kPKl4L6VtxdvTxZnGhDr3oGTr+X1Hw5i+852XvLAs/KbuH/tYT7R3vkTbFPo89wG8GN6dfqvNyeFQF3jvR/vD+hfaPC/l7oYHgXb0K0o+kPilGXaRJJHZdkHxa6c/7F2aFc+got/phR8+m4c+r5xM3feKxxz4KOHk9iHrFqxXUcaZo8MosCnnUAk/wyadGmFzvvk74gzlxCPvqtZT66uul6PQHf5M3jzkGfge4EJcjk9n/JhG8P1k/kjyv2yrOD6uEvnzV4n0MfTb9NzkTmdfwlvDl5YH0k5eZiD9fr8L7xUM88Mep2bCDuNf42ZXF4NzCw/QFDBsJX8r3D8/Z1473uL+XEX1Z92or8zKb72d939RkfZ4VgN8Zf7P+T0vQV/2L+GQ7V6WO1yqf9A0oI3bTJ5ayBr+fdIj8slId8qRRbdC5nvO+kLrZpN+1dDv6kBsdp3/lNO+3mc9GkhdctkSHMX0L4q8nvbGzoM/YfWh7wWfr0zL8a/QZ6jkuZciji1T5KMcdvEeoHAzmPYCUtvRPed1LlM+36pCPjykMr3NpTj7/ah3+2mID71EUNtGDEz7Dn54NII41m4a+NLM7+3D7msxbmzqZOGy04/zrCHjxY/R3a+kH3kcMiCA+9CFP1Gv/ok5Q/hHz3xvNePuPpn9owiL0oqp74IOZc5Dvz8ePLZfhgn9GHvoxjYwNWe+tMdRJj4ayTldeYM9RVYhnv29RVzqSH3sseYb8rfFH8HWcCU6krETn9a+BHvg1Bbw4GUeesTLW8b5IDH0ubbfy/JEl4QEXlvOcj394j9Y7UI56FSf8cWIr+kVGDqI/L+QgPG9jf+z7QAv6KnqPEns2Hq/FHj8lUnfIRF+zvjwaPBjxnPG0m0vdtexa7PBbAeLe5IroLK/Rqa01ebDH7kPp//rYn/icXg87KV0CHOtvkTdF5CCvfvkMXrE/CDzZmwfdptj/wNm4xsS5MpPQufNNJa6fzYXfeL0QvmKGTWE/y3YiX7oVB2+uEUt/3Yn36IsJ1BfNsdnBqXWe8NML1wWP1BfEHf3zWfblj+P9xJP/EievdyZ+Wj8Zp0eSrJOdowDzTVkA7unkRdr5n+inRzLAJ/duR+8e8DfPKbI0Wp7b8BN6ZEoh8qWqgTIvtcN3fnd4NHhcYCn87Np46lcDf8Pv9sfizyWCHfj/SHi4Fd2e+smDUHTvkrx3p+V2CZPfT0vCb6NXkMd8LkJ8db8ofmS8q8G+vHvEev78l3mteSzjVVrXYl6NtjC+hxHE+cCf4HuhRfTpbNuGjtoiD3ErviR8JHAf/N89k/BevSh1aXPeYuyxzX7ylskK469/mTjYLxv4vtUf3vzoE/iVrKLPtOT/NbQB6AlGuTaO92fr0++QbS3r3HUe9nxwPflJv5OsQ+Bq/HDhTXDobiw67oRVrF/Lw+RNvs6Sp9glpnDfx/8yrmEJ8PCJY8hrisXAlzN04P2KJteZj7s3z93qDb8NeIK+Nvwg70f57ABPIjbBQ0K3gh+FmzHfAmPAkVEdWadtfvhfjrzsR//DxM2q5KHqHMd7afkc/riFPgazYivs0r82ukDIN95XqtsTXnDUF71nyXau++SCX7SoA/6OnM/83tHnrE+mH1bt0hU9qGZB9OVCRdHJxjqTV4Vuoj8h+Tt6zsBo7HlJb0f/TBtw/bUnOLXjBHl1lwTZB7P6UPKI+T2pU17exnjKe4JvLjngAx396S+4XBm+Vqcr/5egh8AvXlfBbl9fo6/4YHvi59Z49nnnQ+xs9230pi8x4LtLPuz/7B++n+TQZW71ZTw/B6LXrBtHnamtD3ysO+9RG14J5G0f6P83mo7ELlp/Ik6etsEZt+fgfOpM9rnhS/hYYA36nJOTsLvAe/T3XPUlz8zYi+fmGA2+5QUvjQ3ocPqFa+Q352/CQ8dZ6BVfvMhX3vSk/ldtPnWvXRfBgVKtwZsbG6Pl8xzHOBZdo7/g7Flwsd906pbfilE/z/8XulBqZfSXyX22MF/H/+vM/8N8Lx3h84zyxIGa5an7Rwagnxy6AC9Is9mPxJ3E96vDsPfR9KFZqV7oE25rwbEh3dmPyCnM//Qy8s2ALegr8eS9WtwF/PJCKcYb65NX3mvq35h6iksU47Jj2P+ARvTvDCPPU7QavG83/DN4lrgQnlruPddtQSdQcmaCjzxJIu+o3I3nlM+Iv43qDL/0KxAm3595KTqftpa6gHZ3BP01C8cQxxr94P9zlm2Eryz2gtfUSKXPufJq4lr/ZOoTA9/B35KK4BfZbqKLFB8DfvzG3o0Cf+hLfNgcnXSt4380/G+g2y6tDB+u1Jx9u9WWvH38sWh5zjj4t3YnAf94kQC/9Fkj47UzlCG/rRyA3aSvxI/LVsIuL/G+mx3Rn3jSqzN8dsIO8ui6m9Fx32/j/pcHkK+19nT8T0IF/CJLS3jbgGrMq10qeUHqd1kf89Ip1snKQJ5/9gC60lRHPXJvIfJC3U/eh7Wq8x6DPiAOvj5wKPdv7kk+16o+/nb6HLpeo0HElcr+2GODOpyP8SMOzqVfUZ9KH545Pxv4dvsS75O84f+AjFGx9LFd3o3ffwgmXyrn+N+dkJnkt9Zc7KwPerhV2tGPaa9nXSuZfO5RAd2vT06J+9rGQPjip2XkS81D0KP3o/OYZ1+JrqYsL0l86NwUPCg4G93C9Tj2vG8rcdZpD/royFfYR9xQ+mFdaqBbxD6V8Sj/ZAiT+zWvQvy4Fk1em7wffl0qHdzceZD3vPavwm5OZ4RPnJzH+Ho2xd8yTpD9Mz5Xpu91bjo8bXJv1vlClIOvONOHPOwdR+s9/VcXboITyZ/Bd9+/RL8022rEr9P0/VqlPcChTreJFyuLsz//pFMHrv+KulUSfVGmcy3elyvfmvh90I843MeH9xbqd0N3N+pjhz93g7/h4+EjMeCfPfYNedEzV/AgtQ88dcxSh67Ne/tmi67EjZAIxl2TPi5rc+9oOX8gmf6wS/nxkzo36XfcrKOPZu8l+6JnLUr+vmMpuHi/GnrvzLrM+4QHeBKxF56Q/S79R6550UXrF8RfdI085Mss+H/I/+DJ/j0Ly/snhdtQ7xvbgXkM3U9+nfhI6oZqfBdw/IxD54znvX7zfyOlfq7HZiXeW87w/fyzwI2Nk+gDqETdURuclTzrZC3yrNtfiAPur7H/fYngkBvvy9l9QvHfUXfJY65+Zz2bHgYfn+ajP3RJQ/oBIi5hx2vOgM+HYjgWG4guesqfvKn1B3C1fg/0hlc96CfZH4M9Zgwh7y13njrF5tHkaQG/4YdD1hHH7nmBO5mmYUdtZ2C3Lf+l723GVvjr2EXgyMFA/KBoFXhVh87gcpEQcPNSXniUkp++iTDH/wqtNvGbIvmw2wW8n6+GDhedXV1ZBHvzp//cnlIOfC5PXLU7thQdSy8yhOuKpINjz6eD25f5fztzykJ4n3sI+NHqkeg0+s/lggvWP3Xwuz3P0QMK3ESPCq1Gv8P3n8SlpMbEYfsbdeGeG+BnD4pyvfMw1qn3QXjYKv5XynT066jh6Afq7lPw0hYN0YmK98QuPcdynwtL0ONW8D8z2vVY/Oku4zRO9MOez6L7Gy32oU9nbuSwiz70Xe+/xO+S3pGP7dJ5X7ffNHAjyMb+rTzwnoYV0DuKxOIHfiW5f5UX1Ae3PwAn9ZLkJfV7sy/FJ9In8w/9vmqSgb2+G8b548fgz7X4/yEle1beE7/6jXxhzwd4Xfhc9PvhDcG3Qk+xq4ja5B2DJtAn895Rly8ZCX9Np79Jq9eZ/jdP+nzV6SOp+xVuTN0sqbLUl+3V1ag/6vHocFX28V7mc/IPM3k2eV+YG+/D/L7I/2slveN9rGpd6Yf4cUqO9htHfbmkAk72O0yeVXk8/aZldtNHeCAf9jc8ivw6i0n83vYJ//dezTh0b6mzmtXr04f/tT38zJ33N+xM77GvecHElfQU/NTPC/s4z3vtpu941mFPAHbx9Sr15CONyQMGLSWfbV4L/5jF+2DK5WboCDHHyHtDeF/YWrsfe3pZnfvd5/8hzV+O96gT6+OHv6ZFy+/mr6Lee5w+BOPaBsbrnkI8ynmD+Fj5PTgfj+6ih2N3ZtY91Ddf8D+Q6jL6rY0cVRz5/DzeL3nyEJ3iiwf8ZvEm+NBiP+53/An7uZr3hsw+l8m7juUjTyxWk3xhVDfierUOrFvz2+BB/8n4z8Kbjvc+WlF/SHTBj3uUY11S3xOXPsB37LwB/D/mcPiEtugO9j52PvWlLNQlta2J4NWt3vS1OZvkH6XPUA/f6E8+8DsaHbpwAO9vPSqKPb4Ad7UL7+jXelCS/apBH6r1bjJ4HvqKevDLJPhUWBb0r7MDiQtRvO+rBH936HbJzPtJRvjs1qvEp+v9w+R3a3pSp/jTin6jxsf4n58vyeB62XWse7Vo+JThDc/p+AR823qV81Mb4+dOyxz/b3UIO/Zq6Kg70WdlZXeX98qtIXmJy7/QY/4fL/i/vc916cfK4IFOevoy/9uiNsIfapXmvp/BB6Vkb/j2ms7YY8cLxMvvv6iPBpMPGU2Kw5/f8z+g2l/0E2rrwC2lOf9LptXYSt1V+wlPvJuf/tfOqdxXD4UHF+8h+6fEnXT8P15H1j3AmTjuuoY49mI9+B84x/F/ZOn4433qRPrLy6xD91/ksU07M59LCnpfGP1Hpm9N9i1yv4OHzJLxKPo1nt+tI/XcPBHoko+CmafbPsafGIGfV45Gt7t1Fb07bh7x7Zfjf3VeYefK3nHoH0k7qROdDWZ8Lo75q678L1ndjqIPmW+H8p7vd8f/vgRfQ7dYnI37LvsLncjX8b6tXyK66/UZ8BG33OBnq/LUxwq8Yn/DzzP+mjfAq5g+3K9bBXSiGr7oGVkc/U+eLdDZ/xkJfyt7Gv428jU4VWQs6+75kXw7Jg492PcR8X2r4/9G7z+Fh7525Ff1qG+o6fzvjFUiD7wi+yT4VoWjzGd0a/rmFi+nDzrrVubh1pS+31Tec7Yq0e9hbKGeb/6sj66/ohPr4PwP409E97XbrIWvhjWlP31rW+p/+dvjV2G1WZd37cGpFgnglPdA+HO3DsSxAj2xpwJ/6G98lo3n1winT6bxF3jKkPzg4Jae8N2318mzWxYKk++XZiBvHOj4v9uqi+H7cfTzGm93409//QnR/g8yJIBD</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="24" id="controllerType=0 controllerNumber=1 scan=25" defaultArrayLength="2734">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071985" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.0361596e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.3118036e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075698852539" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="925.285522460938" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.20021423" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="200.000002980232" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11168">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15812">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="25" id="controllerType=0 controllerNumber=1 scan=26" defaultArrayLength="2763">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0072004" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="9.3786456e05" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.3692504e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039329528809" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="888.170288085938" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.2087162" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="198.690980672836" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11268">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15980">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="26" id="controllerType=0 controllerNumber=1 scan=27" defaultArrayLength="2817">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071878" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.1082099e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.6846716e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039245605469" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="914.635559082031" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.21720607" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="197.873890399933" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11460">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16320">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="27" id="controllerType=0 controllerNumber=1 scan=28" defaultArrayLength="2775">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071865" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.0810982e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.6574752e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.024307250977" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="923.168518066406" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.22557043" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="190.609455108643" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11300">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16036">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="28" id="controllerType=0 controllerNumber=1 scan=29" defaultArrayLength="2758">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071892" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.1474061e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.8964448e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.075736999512" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="905.61767578125" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.23381857" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="183.956384658813" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11244">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15956">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="29" id="controllerType=0 controllerNumber=1 scan=30" defaultArrayLength="2717">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071792" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.1147902e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="3.9395448e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.024337768555" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="978.1630859375" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.2418577" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="170.733273029327" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11068">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15740">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="30" id="controllerType=0 controllerNumber=1 scan=31" defaultArrayLength="2778">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071462" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.146081e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.0726824e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.024314880371" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="921.641845703125" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.24998508" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="176.724195480347" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11248">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="16072">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>eJwtnHVcFXsTxldQvDZiYuCaqFjYXmvFvKLItcVauxV97cA1wEDFRCxcuxXzeg1YMbEFRRCVFbELC1vez50vf+3nnN2z+4uZZ555ZvYoimI4rV+qKYpilrlwQY5dclhy9Au989/RXuj+Qj6/v8V17xas+O+oDC687L+jlrJVjnrE7Gi5fl1tU47bZqfI+fhtof8d1VJxx+R782KYXG92OiPHotaq/47Gjn1yX9U3Ru5nD7Hles1z9FU5f63XUfn+y4P8zf67bv29izKejlmOyHjS80fK+c3tuN/lAf/I58gOm+S6iq0Oy/2dkw79d7T+qTdfjrsKxMk40vozX7vwIrlfoycL5HeeE7nPwbCzct+R7aLkPu0OhMj3b105H7Lllnx/6sJaGXf18jIPq/T+VDnWO3BTfn96gczfzjb4oFzf9qqMVx05PFa+3xDKujb/IfNTryiP5XPLBetlPEXqvZbPY2L2yn3Disg4tD6lZf3VZV/kOt31jByVvFdkvmYzlzVyfkDcbrn+xmiee79imjz3l4fMTx29XNZB80+SdVU1V1kfZb7PfnnenMMyPmN4kuyDdWSAPMeKqy/PMYZulHUw3aumyLFfjHzWo7Osls87JsvRNs/Pk/u7emfI77aevSTXna91W87fOSDj1b+MlPvarw7I85UeFzfK+CprwfJ5r9cH+b1/fbFb/XsHeZ5R8WXx/8ZnprqKXathnU7L9d06ih0r5RzELtRfBWS+uq+LzNM+O13218jptU+uGx8pz7O3DF8p8yx0SfbXKnLohvw+KEQ+m4HHFst93jzAfic4id1b03zkvJpaKUKO7arJvpnVsv2S8wER2Guu9ASZ18z6sp9Gg9eX5fmf4uU+isc2sRf90Dq5v7I46q5cl+G1RL6f/0z8zkq6yPlqfuI3ysDmYke6V3i43N+loNih1qtGvBzb51ku43I7zv47+sk8zfWV5H6aX8Fr8vsLefGzuFDxD63V4mSZ5/4Ssp7ahYOyztbvaBmvfWTyHhlf0s1zcv73oGdyn88t5bzet+QDOW59jH1aMSny/B6/Nsjvz1WS/bFmPpB1sdIcses7E8QO1PuJ2OH6GMERa2Fh2S/1fBJ+VuQ9OJUwTtbX1Gavk88HC4r9Gx/iZN2MDuFyf/15WbFHvcjck/J83+Fv5X5X/hX/Vg4fkXWx4/LJOIx08E6ZsEHs0HSuKOtjP60vOKWkDWcfDyXLfM3XlcSPlcT2cp0eHiF2q12rK9cbv6+DE6lDZD3V7hPFnuw+k8Vu9JCs+IGa6V9+joKPln+y7LN+s0mS/G5pf7lOa7gry3/2b3z88VPO79spdm60mi/rpa5tLf6iPikk62huSf4q50ftPC+f1+WW/TdD37HPSTdlvbQJ72Q+xpxagmNW999il8r0LrL+9vWiMn5rU7Mr8tyEmYKj9tVGYm+G/VDWUy+VF388VzVGnhPfmXE8dATvPrTCLiJKF/xvHnZFP1lPs1cOWW+rT+kD8nunBJmP3d5d1ssYGSvjUubMlvVQDo3H/6svlOeoVVfJupmp82Xc9sIksSe79nzwJfibrItdfy12+n36cXle/59ix+bdouD6ykbY+eOZ7FdiwCu5fu158HjRol1y7BAJbjx3yiN4lJy2UD5vnQFu5PlA3N19j/iaM3IN51uKHZsrGgoeapdbyXjNgzej5bh6BnGi+gXxM7NuOfEnre8RiYPGvsb49dLNcp1aNFnWW5vvwnPOT8A+hxwDD5f+Ifhg+oFXeqXL4EDng+XFjgYXfCTjOuUj97UKPRB7VeZtBL8WnhG7Nr46gyuDJjhIfMi5UeKa3mOl4Kg66IzMyx76N3GosEdhWZeyb2S9jBhT5qN7fcK+tJfyXGVMRe5TeIXYh36mqDxXHzaGuDFsgOC2eXkD+PtHf/nePtVU1s1qELSYdXNhX72b7JTzt9vLeeP1TfB1xG3BDf3bGlkP+6/l+FXJzcKDDGs08eJTUcEBtSJ4a6ZuFLtRbnbl+wbesh/GJk9ZT3vMtOtyXZ0U8Vft1Ld/ZVzbOgueGsqbrXJ+foVEuf5S7Db5vkkxsVc1rcwJ+T7GEDwwtzVhPa1yEk+UGEOeZ70YLfigbHQnLm/uKXardnktdqFYTeU+xv5AwXvLbit4a6UUBt/r3pJ1tYaelH1WjELyHP1dPcFvNa4UPM6pQwHZX3sI9nfel/jW2U6X3+cqKnar7yklOK70yC12r7tuAHcWNAJXN7UV3ND/dgAXC8U8lGOZMrL+1n4HeEPRocLXtKaRgpfq0aHgRu94eF0LR3jmty7gVO9G3+T3f42AJ81sxvmAlXI/q3QR8NYl+qmsx5e7gntaZBD+fvQ7cbR7MHh2pLjYn1F0brTMf/Uc4nuDb7Ke1pUk2Wdl1RLBET3qvHw21qbI/ezfNcXerAAX8Hdnffzo4gHWPXqGjMdcOFDW2yz/N7ga0JF16F5DeJLu+0rmq9SZd1/G+6CE+KmSL0nsyN75Er/Q48T+tXzL4FFVRoC3fu3gzR2GyVHbUAp/vXeB+LQuGD8IekRcPanLvlpxm8GxX3+CI89UOW88x5/VhHv4bad5Ej+Nt69kfNaJPeBlg+XgTdg+9q1TI/jFjlLil0r8DLFPq3Mw/hswSdZHm9tH1s/8cwCfk/eCh2u6y7i0PcXhtRsrMr7t/5M4bx36LPxI3z7ZUey0ZTHi4orRMm9lURnhe9Z5eK65+h18NIh5qWNnyPXKN1exC7Wpu9iNUTdRnm9MG0YcKdKUfGLuKNkXvXpLcDPHXvls340X/1Mi8wiu2M36yzzMFQPglaXjxE81p618fyWbB+MtXkqOzTqG8ZwzMi+11iLhK/bLl/IcrVIL8DFfSLScv7VVziv1txP37iziGOWPXWy0iQeFs2Gve5fdk/E/qip2pn5d/kSel+UB8+hyi7ieVoP9yt+J9Q5MEF5o5EgV/zJiW2eXOOHelvkeb0wciYNHmv0Xy74baS7E9UmDT8n5Uyly3ojPTr63PlH8Vh3vSD7l4Snf651y/yH3D38n+KIPeACuXRiK/40IteW++57y/bU52P+dz8SV+F/Mp/d71iP+POvZuoX8XmvcX743CrQ8xfo2BM/PPRW8Vxz/gue2+SD7aqW+lHFoF6bKffXYGuIHeq/X4Gr0R/hG61MSN6w1Z1j379Pfy3U7E2Te6uCQl3KfKb24vlS07LdxaavgjTLxEOOP/Bvcch9Onny/AnbntV/iiP5hpvi/uSEHcbiGi/iN6vhA5mmMWi33UYd0kLhi17i4RX7vFPlcfn98G3nKwm7wK6cbn+X7cpuw66I6+fH0WeIfyvpI7MnJiTx1mIesu30/HF42qCbjW7qbOPr3Rpmv4t9F1kfvvIt9u3k+06+agrv1B8p4zaWD8JfAhRLX1AduxIeUZ8S717PlOVa5shybZsn0LzdwNWWBxCt78EfxD3X0euwxbAj2plyW/TMK55J4Yvk5yb7YbT5IXmYk+8p97fD+sh76kATZf33pc/zxoK/MQymdRD53zJ99uRIuz9M8J8MLnb4S54eOIz86dj7bf3asTw0Uv9I2FhaeZHqVl3GYt/LiT68GwgP3tMSfrVWyTuqnRPjA7L3wjHrBxNnadeX+9uvl5HH1J4CjubfI9UaVpeRx/6tCnOn5LlrOF/op+Kv65X8jzwu/jX6x1Bs8z1ZH8lDjXinBb+XOSfmd0TxIxme6RcPn967CP9xOSvzQ3g4jjzsfDc96vIZ43KacxAczNgkcmZpbeJF6pJDEbaXVS/Fb1WWS6BLmpFnkdZvHiH1ZgxXiQNVH8PvhHWW9tCkZ5AHOV8HtoW8Ftw21qtivWbYEPCzXdfBs8DvyKu9d5G1n/NmfqIPwnh99Mu0vXa6z/9dD+ItdPlh+b17vRnwscD+X4FLCecnn9GlN4INtDsk6a/muY9/BC8grfLrBz0pmEby0B7YGL+sfIU9Mv0TcXxkAz3Nyl/U2HwzAnsID0Oc8cpDXVjThdS+Pkk+0fSnroabfIU4f8xX/tNvOYt8SyoCr36rJ/ZUHKbIfyqvOsm6qQyr63Gc37OnmXPFLfeptwTl1nbae77vz/YQg2SeluSfruUyRfVWSJ0j8V87WRGdpN4y4n7gJXM5ryHyMrMdlHkrYW4k7uvs5cO7sfcZdsrXghFkCXUJPrc7+31wr19ulH7N/d/+Q88bM62K3yvDc6FefQ9EBqsayvvXKiH8rkWGs+z7wW8s1GvzvHinrpM8bJZ+VDiXx93JxjOt0jXdyfXuL9fKOAV8Tswif0CpY4i/aoHU72ZdH8KcNI2Tc9pDq4NCYE+Chm4/sp7E7i9xXOVeU540pD29+Cs9Qg7/iT2OnkL8E1BK/1Tyeyvfm4J4St7TtM+S++v5X5E8Hasl5ZZFLilz35Rh65Zsw9Izm/T/K8eZC+PiLWoJD2rHy+Nvfu8iHZhQHzy/GgYOum/GjjDvwhgvfBE/NrYHwouMP5ah85neGGoi9nSqFTvdhCDpayP+Efyu5wRdtxlvhoWb0Ubm/5bsDHr18mYxTL/Yr539+o51OkXEZG9wkThn5sqPj7Dop89WrteO5Y0pJnmn3T5R4arXxi5b7r83PvvSYgX7zZw/8XEHPUapXI5436C/X2xd8Zb2tqgp6d7kFxEPH34K/1moFflSvu9iDPSEe3F97ETzZHQMupgSLbmrs+7ib34XIemh3poDXk1vI/K03yezbnbeyr+rkIPK0jQ/Zn77p5Cd3x8nztKG3Jd6ZTvO2y/c+xYV32GX2sg4+zqLHmDl68rw8xCslpgHxJbqf+IsW2JF8IW93yVOtNRng/Pja6J1XG6OnZ6kjv9f0ecxjwjg5ryTHyDjV43fQ5955oqMOPCd+pw5ZKLihGIHg4Swf8qhNk8m/8p0V3LD7OIBTk57I87WWA4XfqaEe6NadhpEXbcomOGdn74Ku0cPkfp9foxsu8xTeaLf3k/hn/R3BepXMTT69opzEed0jM98Y6Qh+e7yUdTf8O0s+Z9bKh6784Am8rZ07OtOj6Z4Szx+D63b0RHS9rzfEnnWH5cSLqKkyD2NzaXTbM6/hTw9nCR4aNe6hi1zqIeuupq8WfzQ2vgQvIh7L/lrjzjDPHxfEns3sbYgDrz7jn/VzCE7peQ4Lfun7psn9rV9fyBM7JMFnFreUuGusbcR+3r6LXXi+Z77rYtEXm9wR3LYOjxM8tqpliI5lnakK3s/2Z9wNFoIXzgtkXJrDG9Y7sKLkl3pQQ+LKj1bwE+Us8WDeJLEXo3w37Gx3Z3Aldim6d8Yj8t1JucmL44Lx8xsx6MBFllOXiPobPWzvMda7aJjYkzKnELqh0yr8vXqYPFe/kIt55txB/DtdC/4Q+S/4sagX+WPtB9SDKl10lnk3H8y85xcROzVDUriv00XwbaFFPDy5UviU8qP6Sa7Pjp2O7QI+Pl2Mvp/vOnnfuGPE2ytNwfdaS7B73yIpcv5ZF/KCG89lXW3vPLIeVs2x6IKJV2Vd7RvrsIdId5mP5n4I/GlWHD4To4JDT4sRLw+PQleuMAqdrG8y/H3dATlqweeIr89ykS8++4DOap0V/9NfbYQXjK4seYTpn8lTxxYAD9v+lM9akZvE+UGnJU6qC8vJvAzzSGY95Kj4t148EN3udgbxu09D1vuCMzziTFF0WNfTxLeZPsw/O/Uxy/dffrcmt+yvUXIjPMVlCLi0eR51sWFLsbdy1+W8lo6eqw0bST4wZi55wv0CxPmpD8UO9Owl0bnqpJA/zuso49JO5cW/PHsK/7cbn8Uf/ZrBDyamSd3OPl6Fde32WOxB7dpS9sXsNljwUzvzP55n/Ma+7q4m70ktIvHGXOIq666kbS8iddCcNYX/qW/9yav9d0uep3sMEPvV9rRDv7rRB10n+xLJ99WqP2S9rYAQ7M+vkviZ0TgMPIxuTn6xboyss7aiDPplQgvGE/eM/OT+ZOoqYdnlvnap2zvk+hnniJ9l/8AvJ74QPNO8umI3bQvDn6/V+CLf/5kg11sFz1APGQQeKeMcwbHtqyWuqSPi5D7qvRfwtmMfZF+1at/I+6YlC/4qVlvsI88x1jO8EbylVDN0iBWthZ+pEb7ojalniHtvrlJnbpmBnupqlaaOuF7ihXrZxr+yXCAPXbIcPbPOdPKW5GDiW1Il2RftYCS8/Fc3ib/aNOpk6t3v8lmdVY64ezga+1q9Hb47P0z2X6+/FZ1uxg3ynE3JYn+GEkpd9VtT6mubmkp+opYfKvFY798Sf3s+g7iWNgC9bslu8GB7IfhvszLgQpsM7ut9TviJfdmV/MxwDM+cN3z9V0/i5ou1sj526zGCR2Zv9xQ5mgHUjwuuw66f9kJPyNcBu5v+ivz/r5zgeM6O4FBSOnEwobSLPP8+OreS4S84p7QKZz93ppBflC+K3jGxPjxm5g43+V2D78IntT0jxC71Bi/Qi2s4SJ6mbTiA/jl8TA6J216HWef4EPLQGm7U9xbXk/hhnegtz7PdMutB83tJPDOXDQGfu2+nTvfnBuzJrTz1uV/EbfWeD3Wv7j7i37b3dLFHvcYF1jvZGTyYGE8ce3Ua/f1WHeGVSqUU6jKfu8o6K7ceoi9X2IieO76CrLf1uyr6Z3gw+nfuqpvlujOnRe+xftSS+xjjRqKveOSinrIrHv+ds0nqhEqxIeifq3vDP2qel/Fo7g7gfLQTxzwx8Bnfp/DQYgOIK3Omoct+uoh/GFfYx1uO8IEG5Ylzo+ELytrVUkfQjkZHy/22J0pctP7Jjl5f+x/0122NhE/bnoVYvwLfyAuWfKLO5V4MHfrMAcmr1cZpYgf2X5/hS8rLFBlX0xSJU+pt9Fz9QwH6OoZOAlfjFXSAysewz7mdiI/6FsEN+8ty+EHlOTJevXtp4t3Tj+QPd8vAz4c3kXEZ6cHoSIPbCK83dq4mP/NUqCONOyx8z574AT483SLveddN8Nu+2Rv+HHED/LowVPbdcFkO3r2kX8ReeVfiqllwIvpwz16SB9tqVeozZ0x42v6v5JNZmsj91fO15LzaZ4TYg9rhN3pfkWrga9k0wVMzPDqzLlJP/M4aPBn+pX+mb2VzfnSrHfANsyt4onwsAH8a04fxpwbAo4vkI7+/mkRcmXSNOs7VQ+LP1r3p1OdPVYWfqoHEgfTuwuesMujFekoc9nJTIX5HGdQjG34BlxZfxT4q5WV+PQzqUD/SxR+tE6+k3mbtOcy6bGlJ/bT3cPC2WTX6ijp9QE9p6ih2oCx3hm/8eYl8NXyF4KJybTL18rSe9M0cLw/fODgMfTQ0B3HzEnmhtTMB/IlwhOckdgSvfVfJuqkTs4vdG536iz+as2pSV1iXxDpcmgJf6joCv8tdjfyzcwL8Z+ZcwSWjXQHw4+dy4mfjL+gOeXKDN8dWwtfWZ/kkn0/+D/8ftBd7vXIxWn7/7TG/LxoDr+/6Gl05bQ769qPZ8FR/N+pADonwdpf6Up+1ClAPV60v8JJFdWRdjPoPyLf2FZV1NhuSjxsnn+BXy1uC50Nfih1ovTaiH8TXIV599Ub3H1Ga/oS/jjOfboH4f9328OFrrfGf0FFZJQ8/d5f9fOZKnWpNB7E79dgd4nb0UvS6TiWpH7QYLf6tt0PXUW8m48f+/6Mf4PAnwW3zojd8vFUP9Likz+Dk3PLUT/O3gmdE1KAPbNNP6gYPVPFTpXpB6rtxF8nP3SNlfayn1cQ+9CmxwlvMNY+pD1T5IXqoNmGU+LP29aA8Vw/OJfik+K9Dnz3VXuzBvPWFfX9gMa8D70VHsW//gQ708w+u39SWeDavDfxox2J43tSK6AmttsKf2qwhjp1vDk8aYWLHTQZIX4kSXZW8ec4iWV+rkafwFLWfOzrnnZXwld4TsNdCW6PleOc5cWV+MNdHhNCf8q4c+erCPejwN33R17LNRF/6fA69L64O63uZOr3+oQtxwfEn+czQgb/lunFh6IbtFOoVY0dI/4+9/Tr9eu7e9AWlHAXnHtcWe9aeZKWPpH4F+LOLh+Casegh9njnH/LKXAGnWOdT5NGxY4g/VXrTb1a8A7rDu3bg9O0d8PW9b8pJfLyWGxx3OAov9otlPtc9yDdG7CYvKh6OXhfcGN7r2FR0OeVyM/zzXjH6OC4/IW6daEY96lkUdXZ9D7jQsw/5T4usxLFt+J3t+Ak9OzSL9OUYJbOTH/apCx8IaCHrpU5woR+t/3v89IUDuuOUZ9h/RF36epRDgl9K+wvUEWZlp//vF3VVbUgedLexG7C/rtS1rF8/0A1bT5c8Rsk6gH0afRn8S3UU3NZ3TyGOfQtHbylWk/uEzZT9NdMWYR+f69K3Wm++6LBGWWf61w6/Zp0rPaMPNSpK7MD6fIR6Y4tU4tbwrNK/YaS3x46SXdl/h07EQ7fK8NCK9+Drn3aLPStbHsFnWlRiXD8ydd+aGcTl8dXFv624ueR5oTPRnZwCqRNka4pOcR/dW5/4lnyrtxf64Rz6LfWHEeBeuC31RjOkj9T/lBeO6GoRDmIH6oYg7LNkA/pco2+xb2O90bf1A9Fy/l8/8oI38CirN/2Dltdn4t3Op8SjsdOI5wHFZPzmpHB4nBog8UkbSv+j2W0Ez5kzE/w6l0Re1/xveMOzBPzr/hDibPUm6AoJtaiL/CxJfr/NoN/iVCj6UURv+huO9hO8st2ysh5XjtI31CSM9Z0VgB5uNILvtn8Gj+vlQ99knjvgoXqZeuKJ3+BrvWz4x5ac2N+UH/jxsCjBSaUFOrae1Qs91OslcWDiZvpqNDf8rtc48shbLciTdvwpuGrvn0d+47sPPjWyK/43Gj6gJXfG/+rEkVd1bcB1STHCaxR9CLrbzr70PS5OwE/rVyCv+OsSdcjyW9Fz+0WBV5Uuwsvy3oVXbXPBn1ovAtcTG1Cv929NPbx8Pvz+0yjq+tdr09eQcgm7GFElWu7b6KzECXNbELhvZZfzWs+c5MWzuvHcy9TtrHtDhV+p867DQ8LyoLtc/IS9xNcHN76Qn9hNWqG3bT6EX3fYQ5xunSea/dgAPla+wTj7JcCb+9EnZ1yuTh6f+h79o+tZ8POPvuzD/F/kvx3pP9MebID/DhjEvrv/Q32uzkziw5x9TqIbDmkCvqzbwzw2JrLvnZNYp5MNqOMMWoh9/vsJfu25gM9nI6nnd69CvIhsB39/tJL+oW/HyTcvvBH9xQwbgB7d64vMxyw7MK/EkYP76RPcNwieP+8qunu5cYKn5vu58JjISPFTbe9g+V5tvh4+bKLrK/Hx2Mn+ofCS31nQcwqdkfmqd/8A5w/Sj24ee86+ZS+AnSUnwBNzneQ5Ex1lHPbRU+DH+Xtiv/qtxswzWy/26yJ1azNpD7gaQz+WZjnK0cgTQR5V3Qe9Yu8Q9Nm+U+F325cSRx9cp9/oZVt4dfJS+EW5SpLv2OnT0Wm7vKRfvW9u1qt4D/z9CjxIf7sEnldpOXpu0DLyt8QTUp9U3p8Et2Nd0LW9gtFbhvxJ383HruBa9DbZN2XBW3hZpWX0PQWtJZ78Sz1Ra/aJeHavA3gU+U5wxOhJ/mFe70HeeDoXz5tEf7XdTKX+/fonemuRojy30kD6JrOWI55uzbyuqgvx6buCfxTJ7PN3LQKP2TWK+wQTV/T+EfD6Tw3A3coNyB+6/8CfFzvgj5uv4AdZ98HbFhxh//etI58vNBv+NXoS8ay1CT+w3nCf3FXRLca+5LqIsugu3pm6d9vnzMu1jKy/9oE82bh5Et1kJP089rQrmXH0IHlC6Zms+5tjxPMKT9Fza16mfvaoH332tS8T12pnJX7V9xI/s0JU4tJV6mLmHm/qYVe7fJf7TVtEPfhuXuYzFl3cKJiN/OhKZn26KnZntajA+rSci97Uxx9d21wMX0/2kXxOc9rP+J9uI19I6YP9jd8LHs3/QL0s62z8oPtj9IiBgehug7LKOluTpjCfK2HolLGl4Z8LcrKeUZV5Tix2py/0Rp/JEU/8yR4hdQ/VxwsdZdws8u7tM8Hle/Bqo1cb9OMeQeDsy3Ty9WljyA96lUD/nfSMfvVSPsSHjK3CW6yG47CzTtnIy9NXomOfu4ne3Tczv+tF34Y+qaXYoVUvP+veqyG4bqCjKMfSRFe2ZsZjnw+bghNjQ9EH5k1Er/5VCZ6jHBKcM//pQN3qe1vyPa9T9HHnd4E31SXeaG0Pg3d16Sux9/ZmPVbkhn/MvE9/3MSl2Gdx+smN3r+57pUTvKBLJfx01lnZd3VCIfbJbTN2+yMaPaDbKnj/rePyfKtmDqkbGl9u83y3TeSz7z9SPx3UGv50syb5QaM48H1NZ/osq86gP/LZReZ7MIj4mqUueeHrh9SNZg6Q+obhV4E+qBuTqX/eyQ5vKFmePLkD9XPr6AfqCvZB4sCZAPbdpTxx9m4EPPBEAPlDxVrwvcij4IL2jPizsyN59Al0dcN/Efxnt0Zf5KXl8LLzs1jPjv3E/tXOj7B38wrvf31wFTw2lidiN7uyCS6Z7a6jz//cLXZoZtmG3+x6C4/Ks56jx5/wuSMvyQc7RNMnU7IKfvT8Lvrsmz7M17sa/h5LP4WxuQJ1qOnr0Jlcr9OH6Nc7mnUdK3UStYU3+XnvYeCoa310+mnojFZrH/pEXsWje3R6Qn//4uF8Pk7/g1psPv2nt8EfbXQwda/5RcC3Xn+ht7+ZV4b69h3yicoD4X9Lx2fqH3nhcVMH4yeffXl/w6Zfx8jbG7/61QFcPLOYusVVX8EVbUQq8SlyBP0wP+MkrtiF6mTmo570G95cCn+vXBY+uWkx/DPHCvznqk0+mzQOvexJP+JhFsahJXzl+QEl2I+m2IPWvjL+UKIddvd4FXiZZxI6ub6Q+e4Zwf2yB4r9a8tcqeeW7Mh7Sb5f8ZtRjpz/fAx9b1Qo75dMXsz8lu7HLmYdw98mO6NzpaXS39qwIO9FtsqP3Tucx283npd8QBu4UPRF624bdPuYLfThLvEhDm/2wy6cLpK/9+tPPPN2ot49Opy88fMW9n1RNfLPyALEAY+dxI/0BfCOTuexT8NCl6gQBE6192HcTerSz+CZC3zImpc+lSV12Y/yBcjjcsYQ/zZEkQen9qBO//aZxGlj71jWeZ07eHo+Bn1wWnPwpkIE+fFF4oH+JavoNvaJMHjR4vyyP7rLRfwvP3qmsTuDemaV+sSr5XuoSzYNAjfd8EP9Kf0TSrGa6Gt/+ks9xLpSkP31qil2pZbZDK9XTsCHth7keWMvRMu4+x4jvs1dgv2kuxHXMlrhzwe3gRdvWhP3StShnnVsJPxlQRf4XGwd8q4LW3heX+rLtp8f63rAoL9+MvVsq1AVyd+tr7x3obqVRm/OvR+7jLkLTniPIv4H5SFfu3eOdVtqgoe/PfCTP4cyjveP8Isa8D9jQxC6zP5V1LWH1KC+HnNO9ARzkS48wKjiS/27aAi85Wci+lS/WHSNHzvRUWaNoL6Wnk3qNlatSfDec57kiZ5j4bmvowTPzawf0ZX/9qHOUSSDunGwG3md8pM+uIAp1Pe3KKKnGEdW0if9oivjetKVfKQvfVpKodbw2Z2F8OtNVeEVCyaA21FTU+S+y7LQTzPThz5ry4l9PbJWxqOmFMIeHq4BF1ecJl/bTH+ROcOZ9RyVhfG1vkx8cR9BPMu2B9x0CMYOr8ySfMRyc4dPey0kLx4Wgr+trM19L9Evaj+9in28mE5da+7/2NfKNnpnamX4QTL9INawmvQdb9mB7jf9DXF2+Cr6fkt3o+7l7UMeXuQA9YeYlvDvWZd5Tvkc2EutE4zjyTbxb6PONvazRDnwrtRe8KQp70EpaVPhrbXbwGunxcOLc1XCPktWJe+cXZP79YZnq1tjiKPz2vC+1Cr6btSiU9Fn3xaV+Vj7l8l5Y/ct1tfsCW6Wr5nJNzMYV/Qg/KtAKnGsYy9+36Ib+UPJXfRhrfjOsVMsPOwvG76QM40+7AJjiROfyhNHrJfwk29V0cevveb9r8O8z6H9lQ1e7PUX9tupP3bhBB4Z2gfy+VON0TtO/SLPblFM5qVOUOFTvw6C8/Z7+uqPB5PH+dCvoT5aDq8o3Zu851c34mBkD/qwevFekerWS8Zt5x2JHRZ9znHFMt5fmkecVwtt4DrbhT7ZHf3hn5ufE+fq+GFPHl7oCVPjuE/QS9a9zhb82TMy8/2lJuxz7ePg1UzqJ2rTk+h5vWaASyu+gOMb4/CjyTfBbSd0KuN6KH1R6zvQ9+5ZGD98rKLfJiZynXshdIkP9eBd8TcYdxbeZ1OHNoGfeOfBLjN86YvfSd5i15+BvvF7Pfb7KJB6yLHu3P8jerieux71/wHF4MWr7qIrp/DeovL2PvizMh95lv9Q4uBlgz79leOJ64UfMt/lY+DV07YRfx+8IB/z746++or3KayHdbDzo5PR934F0lfs8ACe6KaxrgG876eazsRLH3/ps7W8gsGRes3RuVbkpv7WJoH89A39k9qjEOxg2B7iwaRJ1HG8p6P/e2X+H8NX3t8y2vQjrt/7JfMzpv8mfqyiTq3mLsn7Ng9TiTdWWXSvIC/46pw79PMHnxV8NsK2gSc9m6L7353D+fqbqIuXaYvd1aVPz27Rh7gc8BydroIneXKp69TRrmwE3w4P534DHUUHMStGgXNpv3negU/c3zEIXajGYvFHc/kX8PbHFPhfm9foet3rwjemuOMvAbnoWxvYDX4euJo6XY9z9E3vhWeaNVsSt/tVoR65sBj115pDWZ+XpzPzL/q0zeja4Oblo5nxsGTmPuwnz53QJ0XGF1aR/paRr7DL28no8j4XiXcJZelzcH1BnAmfyTz8SoN3G7tSF7lTgD7hgWHU47rovK8RNRWeN2wn7+N16kJfaNHZ7P+zUPqaSvclv307ED8b+hC7y/eQ649PBK/eO8Krxu9hPzpMIk95WZV8/gTroV+L4HoH3nu07Wr0MxbcSX9q3xTm+QM/UTKe8f5vdfoslR8rwZ+wVexfSV/W9YEn61WiL/GySld4xf225B8beO9PC1kMvqv+gm/607PEA4dp8OYlLuiJC6K43ssZ/LMHgcelQjPfJ/VkX3N7wA+WLaEPNgf/Q2FEx/Pc7A+I/6tTie9TJ4GvR6fg113GodeVGUOeVaWj8Cy9lTN1NO/u5N1pDfH/gTnAw+J7Wd93u3neg3TwrEXme73ts9FfcLso83kcTz44rafkMdaODOyw/HXWPTSd/os/MuNc6G103bQ6jFPzpM8jqDPr8nYI7+N7DAGnDsaTj+zZIzqDOa8yfO5KOeZbQYH/5pqI//wbC88u3Z18Zxy6tVbvDLrOYgf8uT9+bsYtZFzVx6NzOYxHD75eEfxTSmLvP52x59PTud5wJ373/Aed55Qr/p+SU/iTOnMyflohCvwezv8I6LWGsq5uheE7xQrT51biMPp0Wf5Hw6x+iucseIQdObrgV0O2oHM4v6I+UD+Eut3sKg7Sr/j4AvbtkYTOlrcyuvq6fMwn/ybyRO008bkW9zO6toQH/8qgj37nFn5X6gN569kV5KMVvPCztTXgi3Nu8V558mzy9q5vwJ2/3/Ocwb3QOdPpO9ASumNvETWiWNcq5CEXs1LHq1ORdcvF/yZYLf5hPnH8b4696wp9EvoY9L0tY7n+D9ZfP0JeZx0oRj01rRlxqhTvBVtHu/H/Iptqgw9fsBO9+U3sYehJeORlT/Z3a2v8J+tO6bMwBu6j7tG7EO+Zuc+Hr5eqwP8apG0Ax5bxXp828At1wA1j0JtudZR8XvWmb8ks0Zx85MBl+iAXDcMPdgxgXc89x74WgWvKey90oOZPouX7JZk6tttv+g+yGeThNxYRjy/czMw/wsHxIw853qma2Ue7A/x1Lsj7JhMD0bOqgS9GrfLUma84g0u9doBHNevAwweuFp5qfR/Dc6oGveQ877nrqRuJpxXciJdv3/Ie9qNY+i5zJNPXcMET3elnJDxpE3HRyLeD/NieDv+du5D/WfkwDZ1/CPzbrtZQ1kPXetOH3KgBdb3Tg/G3bAH4S3oFcHZHaerDG8uCD8/8wPcBXeifiwolf9vXmt8Vu0a88+jE+iXsZnwVAngfKdWJ92H9nhDf2l8W/VXxTYUfPU+nL3LzM/xnwEL6mndk8tnAxfD/WqPgvxs3se/BK+CBtwejh0+I4f9VSryg7zF0OTxiySH8a9RncO/h3Mx8wJ9678Wq8MOpuYjju+n/1axa5IVzXfh9g8e8b1foCXmihzN+2S4OPlCgAfawaC5x8t1w8owVfeizSAyh3jwiCR127gvwakIg/Oxd5nMnR4HvNUthf9//lP0zX9zjfdNSLehbzhiJHlyC+rf2hzt+fow8U5/YCj19ZC14ePVTrPfv1+hbjULJTzrPwQ5bDMDOA5/ShxhBfdDcuUfmYe1pRr1kbgHi/Oe+5Efr3PDXwAroE6kDeO+hwEb6gS/PwZ9cA9A7xu/KfK+9K3wq+rAiddief6bIfR9F0Oe4uxHxe3VX7Dz4vPBRZd+/jEP1xI9CksDrYujgmnN7cDkGXd6MWkP9oWlZ4katgfCmG5HYl0eDzDgeS9xu/RFevS9T50/L7GvePwVd6Sj1G3X4QfpW3nvBFwfMZDzbX1P/acv7ltZT6vPaldrg7R0HeNyNa+RtzRTw+mMa+d7jTeiOP14RX9/Sv6TVnsa4KudGB+vpQn504ST/d3Se95+UBQ7kvyHgv3a7NH1KkV2x30N/g4ut1sI7q6wkrw/hPXGjEf3YxjpL7MaoF0o+on0E/7M2ZR0bR4q+Y9SJ4v2KTRPgH+VKcv5uFPz81lzy0RO9sbu9Wqa+lZ04mpiPvGzKc9HLDC0JvDiJ/qfnjyWvGfOV/DBjFet021PeJ7KnwsOsMP5XxEi9hx3mpi6hhSWDx10y627PS4EDz8j7lL6JXOeYAk86Ei58Sm/rDE7E3gHPGhwAn3b2Rl9LbkwcKeSH33QNY7/SEsDp0uvoU47nfQM1ln4JbfA99Kon3cFR1xT4e0gJ1mHGZ+yyXkny1Cwz0PXe+MALT36Gpw0ohh+EeROnu1WjD2NXNHg4qktmP1EifpH9InH7fUHqqGnwLX1uIdb1V3VwtgT9Utac/pn9BdQztJUj4K9VysIX7hcEp35sQUdSV/O/Mj2+kC+M9kBXDjmH/dwz4MdnG4qdGg1ZD/0h+aY99wX8oPpj+Ma5CejolyNkHMqNg+jzzRTikYreog05TpyZ1pD3MV2a44+/prNfR+GbqqsvOn5gY/bniy/jrL+UPK1HA/T3T/SjKJXqYX/hBn62Mjtx9pvJ+xSrN8G/TiQQZys1RWdO/iH1E61CIvrSgLzg5YrEaLn/8WP4hZMXdve1Bf0Bb4rTl7T/LOtxmv3QWy4mPjjnQl88kAr+7PyE3vLXWPjBOezdLNIGvaX7bPZX2ye82/znZ+Z7wA3xk8QRYv9GUEGJt1ph+hy0ouhPWrmrPLdLcfx7OnUj1WMO+HHrOPX972fINxwydbJ/s+IXGUvRnVSL/uDA0/htCezV6H0JHWRESXC++ALqYlnW4qe5p+GntcaA58de0L/u8wScPXCPeR9swf2cH6O/+N/ifYVqW5nvi2f4XfXPme99toePL58LPrrVIn7dOIo9vG3BPm4oAV8MXMrvD/Zj/l8qUk/LP4799HFiHqdq0g/r8oM+EbdX8IPQPNTv7v3CXid0zeR7q6iz+LajjyPHB/LelTuIF139+f/DOS143yPmB/Gs3DT0+nIh9OHVLwO+NplB/Cownr7xbU3xmzyuYn96ZR2ekKU4cWvhNvTTFPRv/XUs/DbKDx70g/8NMkaH4ZePIvHvuYH0pczLDy4aW+BP9+Yzn32F6OfJfH9VSSzMfta7D897vh4d8UZe7ORQH3BqVwr5ScBC+GkH+rv0AjtZt7bHuf+9zP/p7FWcukeLfazD9zf4y+Ep4ErWoujMj8eQR2x3B4df1eY9m9jM91ImHMEfz3wkP3YBT9SjI7k+1ZN+su3glZrRCFx+p2LvHo2In83foUuszOyfeuZAXMrC/7cq+/hfB/X2K/jhLC/qoJH4pRp0AB4z4Cz9cM7UO4yMcOrQBaZh97kGw7unt6SO35r/77Tdt6KL5SnJuCocX679H5N/kis=</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="31" id="controllerType=0 controllerNumber=1 scan=32" defaultArrayLength="2687">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071324" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.1621028e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.1160532e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039283752441" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="914.177856445313" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.2580391" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="172.079190611839" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="10924">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
              <binary>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</binary>
            </binaryDataArray>
            <binaryDataArray encodedLength="15536">
              <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/>
              <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/>
              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
              <binary>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</binary>
            </binaryDataArray>
          </binaryDataArrayList>
        </spectrum>
        <spectrum index="32" id="controllerType=0 controllerNumber=1 scan=33" defaultArrayLength="2753">
          <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/>
          <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/>
          <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/>
          <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="177.0071559" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1.1820988e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
          <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="4.2168792e07"/>
          <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="100.039352416992" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="977.969970703125" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
          <scanList count="1">
            <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/>
            <scan>
              <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.26677896" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/>
              <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p ESI Full ms [100.00-1000.00]"/>
              <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/>
              <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="170.091167092323" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/>
              <scanWindowList count="1">
                <scanWindow>
                  <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="100.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                  <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1000.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/>
                </scanWindow>
              </scanWindowList>
            </scan>
          </scanList>
          <binaryDataArrayList count="2">
            <binaryDataArray encodedLength="11168">
              <cvParam cvRef="MS"