FilterCurve:f0="79.489043" f1="97.946153" f10="188.30227" f11="213.82188" f12="236.2767" f13="256.39197" f14="273.21386" f15="313.07034" f16="342.82151" f17="365.31403" f18="396.41482" f19="426.27591" f2="98.839376" f20="505.13425" f21="554.65966" f22="575.17108" f23="615.32933" f24="679.13799" f25="736.23667" f26="857.51316" f27="946.43588" f28="1132.403" f29="1307.1604" f3="103.42918" f30="1455.7097" f31="1606.6644" f32="1906.4352" f33="10505.903" f34="11609.196" f35="13182.529" f36="14175.541" f37="15243.355" f38="15664.207" f39="16096.677" f4="112.23455" f40="16243.472" f41="17467.058" f5="119.59827" f6="132.15805" f7="144.71707" f8="161.3731" f9="171.96079" FilterLength="8191" InterpolateLin="0" InterpolationMethod="B-spline" v0="-42.079365" v1="-1.8698416" v10="-0.019047737" v11="0.13333321" v12="-0.019047737" v13="-0.36190486" v14="-0.89523816" v15="-2" v16="-0.17142868" v17="0.13333321" v18="0.13333321" v19="-0.095238209" v2="-0.78095245" v20="-2.9904761" v21="-0.32380962" v22="-0.057142973" v23="0.28571415" v24="0.51428568" v25="0.59047616" v26="0.55238092" v27="0.32380939" v28="-0.4000001" v29="-1.0857143" v3="-0.26031756" v30="-1.5809526" v31="-1.961905" v32="-0.019047737" v33="-0.019047737" v34="-0.019047737" v35="-0.24761915" v36="-0.59047627" v37="-1.3904762" v38="-2.3047619" v39="-3.7904763" v4="-0.019047737" v40="-5.7714291" v41="-42.076191" v5="-0.019047737" v6="-0.057142973" v7="-0.62857151" v8="-1.4285717" v9="-0.62857151"