<!DOCTYPE acdCalib SYSTEM "/nfs/slac/g/glast/calibrations/ACD/schema/acdCalib_v1r1.dtd" [] >
<acdCalib>
<generic instrument="LAT" timestamp="Tue May  2 18:34:59 2006" calibType="ACD_Pedestal" algorithm="MeanValue" DTDVersion="v1r1" fmtVersion="v1r1">
  <inputSample startTime="77003608:1366657" stopTime="77003608:1866656" triggers="16655/16655/500000" source="0" mode="0">
pedestalFile=
inputDigi=/nfs/farm/g/glast/u29/Integration/rootData/077003608/v6r070305p9/grRoot/digitization-licos-v3r5p8_077003608_digi_DIGI.root
</inputSample>
</generic>
<dimension nTile="108"/>
  <tile tileId="000">
    <pmt iPmt="0">
      <acdPed mean="204.29" width="3.00832" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="151.328" width="3.37645" status="0"/>
    </pmt>
  </tile>
  <tile tileId="001">
    <pmt iPmt="0">
      <acdPed mean="224.81" width="2.63963" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="162.199" width="3.22784" status="0"/>
    </pmt>
  </tile>
  <tile tileId="002">
    <pmt iPmt="0">
      <acdPed mean="194.946" width="2.86067" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="134.527" width="2.93974" status="0"/>
    </pmt>
  </tile>
  <tile tileId="003">
    <pmt iPmt="0">
      <acdPed mean="454.318" width="2.75155" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="555.683" width="2.71689" status="0"/>
    </pmt>
  </tile>
  <tile tileId="004">
    <pmt iPmt="0">
      <acdPed mean="204.006" width="2.77595" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="126.888" width="2.91837" status="0"/>
    </pmt>
  </tile>
  <tile tileId="010">
    <pmt iPmt="0">
      <acdPed mean="187.778" width="2.73345" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="725.425" width="3.77743" status="0"/>
    </pmt>
  </tile>
  <tile tileId="011">
    <pmt iPmt="0">
      <acdPed mean="139.362" width="2.7412" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="218.879" width="2.91818" status="0"/>
    </pmt>
  </tile>
  <tile tileId="012">
    <pmt iPmt="0">
      <acdPed mean="169.421" width="3.30262" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="370.876" width="3.31824" status="0"/>
    </pmt>
  </tile>
  <tile tileId="013">
    <pmt iPmt="0">
      <acdPed mean="193.282" width="3.20247" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="171.098" width="2.55534" status="0"/>
    </pmt>
  </tile>
  <tile tileId="014">
    <pmt iPmt="0">
      <acdPed mean="498.901" width="2.77951" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="398.737" width="2.67781" status="0"/>
    </pmt>
  </tile>
  <tile tileId="020">
    <pmt iPmt="0">
      <acdPed mean="444.805" width="3.01148" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="210.129" width="3.55418" status="0"/>
    </pmt>
  </tile>
  <tile tileId="021">
    <pmt iPmt="0">
      <acdPed mean="266.742" width="2.89924" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="511.277" width="3.27363" status="0"/>
    </pmt>
  </tile>
  <tile tileId="022">
    <pmt iPmt="0">
      <acdPed mean="526.888" width="2.73983" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="493.769" width="3.49162" status="0"/>
    </pmt>
  </tile>
  <tile tileId="023">
    <pmt iPmt="0">
      <acdPed mean="204.605" width="2.90429" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="154.895" width="2.82904" status="0"/>
    </pmt>
  </tile>
  <tile tileId="024">
    <pmt iPmt="0">
      <acdPed mean="115.732" width="3.08117" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="107.404" width="2.92121" status="0"/>
    </pmt>
  </tile>
  <tile tileId="030">
    <pmt iPmt="0">
      <acdPed mean="173.291" width="3.39857" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="133.269" width="2.74434" status="0"/>
    </pmt>
  </tile>
  <tile tileId="031">
    <pmt iPmt="0">
      <acdPed mean="596.685" width="2.71895" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="159.508" width="2.72658" status="0"/>
    </pmt>
  </tile>
  <tile tileId="032">
    <pmt iPmt="0">
      <acdPed mean="192.593" width="2.7777" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="682.412" width="4.48683" status="0"/>
    </pmt>
  </tile>
  <tile tileId="033">
    <pmt iPmt="0">
      <acdPed mean="148.472" width="2.90003" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="208.448" width="3.01097" status="0"/>
    </pmt>
  </tile>
  <tile tileId="034">
    <pmt iPmt="0">
      <acdPed mean="197.392" width="2.76239" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="631.714" width="3.05412" status="0"/>
    </pmt>
  </tile>
  <tile tileId="040">
    <pmt iPmt="0">
      <acdPed mean="337.131" width="2.67007" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="305.136" width="2.77241" status="0"/>
    </pmt>
  </tile>
  <tile tileId="041">
    <pmt iPmt="0">
      <acdPed mean="205.068" width="2.89874" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="564.506" width="2.57892" status="0"/>
    </pmt>
  </tile>
  <tile tileId="042">
    <pmt iPmt="0">
      <acdPed mean="149" width="2.82341" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="409.314" width="3.31518" status="0"/>
    </pmt>
  </tile>
  <tile tileId="043">
    <pmt iPmt="0">
      <acdPed mean="230.379" width="3.36723" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="637.271" width="2.64774" status="0"/>
    </pmt>
  </tile>
  <tile tileId="044">
    <pmt iPmt="0">
      <acdPed mean="229.463" width="3.66463" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="583.594" width="2.9446" status="0"/>
    </pmt>
  </tile>
  <tile tileId="100">
    <pmt iPmt="0">
      <acdPed mean="159.081" width="3.27081" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="436.615" width="2.57018" status="0"/>
    </pmt>
  </tile>
  <tile tileId="101">
    <pmt iPmt="0">
      <acdPed mean="218.826" width="2.80132" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="146.525" width="2.75984" status="0"/>
    </pmt>
  </tile>
  <tile tileId="102">
    <pmt iPmt="0">
      <acdPed mean="280.082" width="2.8955" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="123.627" width="2.90935" status="0"/>
    </pmt>
  </tile>
  <tile tileId="103">
    <pmt iPmt="0">
      <acdPed mean="145.439" width="3.76958" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="257.621" width="2.89354" status="0"/>
    </pmt>
  </tile>
  <tile tileId="104">
    <pmt iPmt="0">
      <acdPed mean="545.539" width="3.02723" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="126.816" width="2.92262" status="0"/>
    </pmt>
  </tile>
  <tile tileId="110">
    <pmt iPmt="0">
      <acdPed mean="181.11" width="2.40054" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="261.476" width="3.10875" status="0"/>
    </pmt>
  </tile>
  <tile tileId="111">
    <pmt iPmt="0">
      <acdPed mean="188.23" width="3.26665" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="243.773" width="3.01953" status="0"/>
    </pmt>
  </tile>
  <tile tileId="112">
    <pmt iPmt="0">
      <acdPed mean="431.985" width="2.78617" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="368.442" width="3.00448" status="0"/>
    </pmt>
  </tile>
  <tile tileId="113">
    <pmt iPmt="0">
      <acdPed mean="459.537" width="3.36006" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="340.336" width="2.78662" status="0"/>
    </pmt>
  </tile>
  <tile tileId="114">
    <pmt iPmt="0">
      <acdPed mean="295.797" width="2.80383" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="178.531" width="2.72445" status="0"/>
    </pmt>
  </tile>
  <tile tileId="120">
    <pmt iPmt="0">
      <acdPed mean="238.488" width="2.53281" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="333.031" width="2.91885" status="0"/>
    </pmt>
  </tile>
  <tile tileId="121">
    <pmt iPmt="0">
      <acdPed mean="286.612" width="2.66094" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="510.235" width="4.15124" status="0"/>
    </pmt>
  </tile>
  <tile tileId="122">
    <pmt iPmt="0">
      <acdPed mean="110.745" width="2.91627" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="616.746" width="2.72989" status="0"/>
    </pmt>
  </tile>
  <tile tileId="123">
    <pmt iPmt="0">
      <acdPed mean="218.551" width="2.5711" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="197.368" width="2.77917" status="0"/>
    </pmt>
  </tile>
  <tile tileId="124">
    <pmt iPmt="0">
      <acdPed mean="140.073" width="3.07252" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="457.855" width="3.36397" status="0"/>
    </pmt>
  </tile>
  <tile tileId="130">
    <pmt iPmt="0">
      <acdPed mean="137.679" width="2.84651" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="190.275" width="2.85481" status="0"/>
    </pmt>
  </tile>
  <tile tileId="200">
    <pmt iPmt="0">
      <acdPed mean="143.868" width="2.78719" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="160.855" width="2.73432" status="0"/>
    </pmt>
  </tile>
  <tile tileId="201">
    <pmt iPmt="0">
      <acdPed mean="192.785" width="3.0946" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="375.616" width="2.69749" status="0"/>
    </pmt>
  </tile>
  <tile tileId="202">
    <pmt iPmt="0">
      <acdPed mean="163.786" width="3.13693" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="112.777" width="3.01078" status="0"/>
    </pmt>
  </tile>
  <tile tileId="203">
    <pmt iPmt="0">
      <acdPed mean="203.064" width="2.7027" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="462.051" width="3.06378" status="0"/>
    </pmt>
  </tile>
  <tile tileId="204">
    <pmt iPmt="0">
      <acdPed mean="694.217" width="2.59597" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="410.411" width="2.6326" status="0"/>
    </pmt>
  </tile>
  <tile tileId="210">
    <pmt iPmt="0">
      <acdPed mean="247.951" width="3.46197" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="128.752" width="3.47769" status="0"/>
    </pmt>
  </tile>
  <tile tileId="211">
    <pmt iPmt="0">
      <acdPed mean="122.118" width="3.34334" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="424.431" width="2.68044" status="0"/>
    </pmt>
  </tile>
  <tile tileId="212">
    <pmt iPmt="0">
      <acdPed mean="276.846" width="2.98694" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="151.685" width="3.77828" status="0"/>
    </pmt>
  </tile>
  <tile tileId="213">
    <pmt iPmt="0">
      <acdPed mean="220.872" width="3.23329" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="195.365" width="2.76319" status="0"/>
    </pmt>
  </tile>
  <tile tileId="214">
    <pmt iPmt="0">
      <acdPed mean="588.666" width="2.76576" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="395.466" width="3.67504" status="0"/>
    </pmt>
  </tile>
  <tile tileId="220">
    <pmt iPmt="0">
      <acdPed mean="127.347" width="2.89683" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="107.203" width="3.36566" status="0"/>
    </pmt>
  </tile>
  <tile tileId="221">
    <pmt iPmt="0">
      <acdPed mean="170.55" width="2.90685" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="294.953" width="2.79409" status="0"/>
    </pmt>
  </tile>
  <tile tileId="222">
    <pmt iPmt="0">
      <acdPed mean="163.291" width="2.91226" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="642.355" width="2.41966" status="0"/>
    </pmt>
  </tile>
  <tile tileId="223">
    <pmt iPmt="0">
      <acdPed mean="371.597" width="2.5093" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="344.548" width="2.53739" status="0"/>
    </pmt>
  </tile>
  <tile tileId="224">
    <pmt iPmt="0">
      <acdPed mean="165.007" width="3.78215" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="261.76" width="2.80048" status="0"/>
    </pmt>
  </tile>
  <tile tileId="230">
    <pmt iPmt="0">
      <acdPed mean="204.312" width="3.22181" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="97.2952" width="3.54068" status="0"/>
    </pmt>
  </tile>
  <tile tileId="300">
    <pmt iPmt="0">
      <acdPed mean="323.815" width="2.52612" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="185.736" width="3.23157" status="0"/>
    </pmt>
  </tile>
  <tile tileId="301">
    <pmt iPmt="0">
      <acdPed mean="440.222" width="2.71717" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="449.59" width="2.70744" status="0"/>
    </pmt>
  </tile>
  <tile tileId="302">
    <pmt iPmt="0">
      <acdPed mean="109.514" width="3.07666" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="670.168" width="2.5853" status="0"/>
    </pmt>
  </tile>
  <tile tileId="303">
    <pmt iPmt="0">
      <acdPed mean="491.552" width="3.16722" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="122.079" width="4.08617" status="0"/>
    </pmt>
  </tile>
  <tile tileId="304">
    <pmt iPmt="0">
      <acdPed mean="310.939" width="2.87013" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="162.548" width="4.29001" status="0"/>
    </pmt>
  </tile>
  <tile tileId="310">
    <pmt iPmt="0">
      <acdPed mean="204.749" width="2.82714" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="334.467" width="2.84077" status="0"/>
    </pmt>
  </tile>
  <tile tileId="311">
    <pmt iPmt="0">
      <acdPed mean="208.721" width="2.69194" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="208.673" width="2.74643" status="0"/>
    </pmt>
  </tile>
  <tile tileId="312">
    <pmt iPmt="0">
      <acdPed mean="150.263" width="2.82367" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="118.871" width="3.14153" status="0"/>
    </pmt>
  </tile>
  <tile tileId="313">
    <pmt iPmt="0">
      <acdPed mean="241.507" width="2.56238" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="223.907" width="3.05069" status="0"/>
    </pmt>
  </tile>
  <tile tileId="314">
    <pmt iPmt="0">
      <acdPed mean="252.442" width="2.88631" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="117.222" width="2.93241" status="0"/>
    </pmt>
  </tile>
  <tile tileId="320">
    <pmt iPmt="0">
      <acdPed mean="154.993" width="2.90301" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="239.822" width="2.87505" status="0"/>
    </pmt>
  </tile>
  <tile tileId="321">
    <pmt iPmt="0">
      <acdPed mean="165.552" width="2.69222" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="149.419" width="2.82133" status="0"/>
    </pmt>
  </tile>
  <tile tileId="322">
    <pmt iPmt="0">
      <acdPed mean="122.342" width="3.99626" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="543.437" width="3.04613" status="0"/>
    </pmt>
  </tile>
  <tile tileId="323">
    <pmt iPmt="0">
      <acdPed mean="458.175" width="3.27168" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="448.528" width="2.66763" status="0"/>
    </pmt>
  </tile>
  <tile tileId="324">
    <pmt iPmt="0">
      <acdPed mean="487.063" width="2.7751" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="200.643" width="2.76718" status="0"/>
    </pmt>
  </tile>
  <tile tileId="330">
    <pmt iPmt="0">
      <acdPed mean="192.537" width="2.88367" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="489.514" width="2.84263" status="0"/>
    </pmt>
  </tile>
  <tile tileId="400">
    <pmt iPmt="0">
      <acdPed mean="198.884" width="2.58214" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="684.862" width="2.91513" status="0"/>
    </pmt>
  </tile>
  <tile tileId="401">
    <pmt iPmt="0">
      <acdPed mean="178.238" width="2.90165" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="454.874" width="2.87116" status="0"/>
    </pmt>
  </tile>
  <tile tileId="402">
    <pmt iPmt="0">
      <acdPed mean="285.972" width="2.61589" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="178.372" width="2.47815" status="0"/>
    </pmt>
  </tile>
  <tile tileId="403">
    <pmt iPmt="0">
      <acdPed mean="98.7441" width="2.64002" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="110.198" width="3.63681" status="0"/>
    </pmt>
  </tile>
  <tile tileId="404">
    <pmt iPmt="0">
      <acdPed mean="163.902" width="2.67554" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="124.455" width="2.51007" status="0"/>
    </pmt>
  </tile>
  <tile tileId="410">
    <pmt iPmt="0">
      <acdPed mean="165.737" width="2.72752" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="378.184" width="2.6967" status="0"/>
    </pmt>
  </tile>
  <tile tileId="411">
    <pmt iPmt="0">
      <acdPed mean="398.378" width="2.97987" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="313.288" width="3.12972" status="0"/>
    </pmt>
  </tile>
  <tile tileId="412">
    <pmt iPmt="0">
      <acdPed mean="269.225" width="3.3556" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="212.695" width="3.23564" status="0"/>
    </pmt>
  </tile>
  <tile tileId="413">
    <pmt iPmt="0">
      <acdPed mean="480.791" width="3.77692" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="299.328" width="2.91999" status="0"/>
    </pmt>
  </tile>
  <tile tileId="414">
    <pmt iPmt="0">
      <acdPed mean="97.8507" width="2.59466" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="169.355" width="2.76506" status="0"/>
    </pmt>
  </tile>
  <tile tileId="420">
    <pmt iPmt="0">
      <acdPed mean="366.962" width="2.75076" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="207.434" width="2.85247" status="0"/>
    </pmt>
  </tile>
  <tile tileId="421">
    <pmt iPmt="0">
      <acdPed mean="542.997" width="2.68115" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="215.773" width="2.63871" status="0"/>
    </pmt>
  </tile>
  <tile tileId="422">
    <pmt iPmt="0">
      <acdPed mean="212.245" width="2.49505" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="164.113" width="2.88273" status="0"/>
    </pmt>
  </tile>
  <tile tileId="423">
    <pmt iPmt="0">
      <acdPed mean="181.57" width="3.43075" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="177.829" width="2.94292" status="0"/>
    </pmt>
  </tile>
  <tile tileId="424">
    <pmt iPmt="0">
      <acdPed mean="642.603" width="2.61635" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="165.952" width="2.81103" status="0"/>
    </pmt>
  </tile>
  <tile tileId="430">
    <pmt iPmt="0">
      <acdPed mean="623.679" width="2.87898" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="171.131" width="2.95642" status="0"/>
    </pmt>
  </tile>
  <tile tileId="500">
    <pmt iPmt="0">
      <acdPed mean="196.118" width="3.74234" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="182.247" width="2.87916" status="0"/>
    </pmt>
  </tile>
  <tile tileId="501">
    <pmt iPmt="0">
      <acdPed mean="191.04" width="3.20609" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="763.848" width="2.62507" status="0"/>
    </pmt>
  </tile>
  <tile tileId="502">
    <pmt iPmt="0">
      <acdPed mean="138.015" width="2.78393" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="144.334" width="2.74778" status="0"/>
    </pmt>
  </tile>
  <tile tileId="503">
    <pmt iPmt="0">
      <acdPed mean="234.731" width="3.97863" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="388.02" width="2.71246" status="0"/>
    </pmt>
  </tile>
  <tile tileId="600">
    <pmt iPmt="0">
      <acdPed mean="174.24" width="2.95143" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="589.092" width="2.62099" status="0"/>
    </pmt>
  </tile>
  <tile tileId="601">
    <pmt iPmt="0">
      <acdPed mean="131.006" width="3.38238" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="427.943" width="3.82812" status="0"/>
    </pmt>
  </tile>
  <tile tileId="602">
    <pmt iPmt="0">
      <acdPed mean="108.451" width="2.75069" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="208.212" width="3.16443" status="0"/>
    </pmt>
  </tile>
  <tile tileId="603">
    <pmt iPmt="0">
      <acdPed mean="199.393" width="2.70303" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="152.137" width="3.8824" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1000">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1001">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1002">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1003">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1004">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1005">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1006">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1007">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1008">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1009">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
  <tile tileId="1010">
    <pmt iPmt="0">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
    <pmt iPmt="1">
      <acdPed mean="0" width="0" status="0"/>
    </pmt>
  </tile>
</acdCalib>
