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57 lines
69 KiB
XML
57 lines
69 KiB
XML
<?xml version="1.0"?>
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<!DOCTYPE lmms-project>
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<lmms-project version="21" creatorversion="1.3.0-alpha.1.144+g3d7ef9fa4" creator="LMMS" type="instrumenttracksettings">
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<head/>
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<instrumenttracksettings solo="0" muted="0" mutedBeforeSolo="0" type="0" name="AMBI">
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<instrumenttrack enablecc="0" pitch="-336" range_import="1" scale="0" basenote="69" usemasterpitch="1" pan="-52.799999" firstkey="0" keymap="0" fxch="0" pitchrange="60" lastkey="127" vol="41.600002" enabled="0">
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<midicontrollers cc60="0" cc39="0" cc89="0" cc13="0" cc90="0" cc115="0" cc44="0" cc112="0" cc40="0" cc91="0" cc7="0" cc33="0" cc127="0" cc111="0" cc57="0" cc107="0" cc38="0" cc83="0" cc51="0" cc82="0" cc98="0" cc68="0" cc95="0" cc108="0" cc94="0" cc21="0" cc93="0" cc25="0" cc43="0" cc84="0" cc104="0" cc120="0" cc53="0" cc1="0" cc119="0" cc88="0" cc109="0" cc99="0" cc106="0" cc15="0" cc75="0" cc4="0" cc110="0" cc6="0" cc62="0" cc125="0" cc0="0" cc117="0" cc58="0" cc122="0" cc63="0" cc114="0" cc118="0" cc5="0" cc56="0" cc31="0" cc24="0" cc92="0" cc124="0" cc46="0" cc3="0" cc59="0" cc87="0" cc10="0" cc54="0" cc126="0" cc2="0" cc66="0" cc85="0" cc27="0" cc45="0" cc34="0" cc28="0" cc113="0" cc20="0" cc67="0" cc36="0" cc22="0" cc76="0" cc78="0" cc102="0" cc35="0" cc32="0" cc79="0" cc116="0" cc42="0" cc65="0" cc123="0" cc11="0" cc29="0" cc55="0" cc71="0" cc73="0" cc9="0" cc105="0" cc49="0" cc121="0" cc70="0" cc81="0" cc61="0" cc97="0" cc100="0" cc19="0" cc74="0" cc8="0" cc23="0" cc17="0" cc16="0" cc26="0" cc69="0" cc103="0" cc64="0" cc48="0" cc72="0" cc41="0" cc47="0" cc86="0" cc37="0" cc80="0" cc77="0" cc14="0" cc96="0" cc30="0" cc18="0" cc101="0" cc50="0" cc12="0" cc52="0"/>
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<instrument name="xpressive">
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<xpressive interpolateW1="1" A1="1" PAN2="-1" PAN1="1" A3="1" smoothW1="70" W2sample="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" version="0.1" O1="0.6*W1(integrate(f)*cent(4))*(1+W2(integrate(f)))+(sinew(integrate(f))+sinew(integrate(f)*cent(10)))*0.3" smoothW3="0" W1sample="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" O2="expw(integrate(f*atan(500t)*2/pi))*0.5+0.12" W3="" interpolateW2="0" A2="-1" W2="" RELTRANS="500" W1="expw(t)" interpolateW3="0" smoothW2="0" W3sample="                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                              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                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                          ">
|
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<key/>
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</xpressive>
|
|
</instrument>
|
|
<eldata fres="10" fwet="1" ftype="2" fcut="952">
|
|
<elvol amt="1" userwavefile="" lspd_denominator="4" lspd="0.1" lspd_syncmode="0" lspd_numerator="4" lshp="0" sustain="0" att="0" ctlenvamt="0" dec="2" x100="0" pdel="0" lpdel="0" lamt="0" latt="0" hold="2" rel="0.36800003"/>
|
|
<elcut amt="0" userwavefile="" lspd_denominator="4" lspd="0.1" lspd_syncmode="0" lspd_numerator="4" lshp="0" sustain="0.5" att="0" ctlenvamt="0" dec="0.5" x100="0" pdel="0" lpdel="0" lamt="0" latt="0" hold="0.5" rel="0.1"/>
|
|
<elres amt="0" userwavefile="" lspd_denominator="4" lspd="0.1" lspd_syncmode="0" lspd_numerator="4" lshp="0" sustain="0.5" att="0" ctlenvamt="0" dec="0.5" x100="0" pdel="0" lpdel="0" lamt="0" latt="0" hold="0.5" rel="0.1"/>
|
|
</eldata>
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|
<chordcreator chordrange="1" chord-enabled="0" chord="0"/>
|
|
<arpeggiator arptime_denominator="4" arptime_syncmode="0" arpmiss="0" arpskip="0" arpdir="0" arp-enabled="0" arpgate="100" arp="0" arpmode="0" arptime_numerator="4" arptime="200" arprepeats="1" arpcycle="0" arprange="1"/>
|
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<fxchain numofeffects="3" enabled="1">
|
|
<effect autoquit_syncmode="0" wet="0.22" autoquit="1" autoquit_denominator="4" on="1" gate="0" name="ladspaeffect" autoquit_numerator="4">
|
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<ladspacontrols ports="4">
|
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<port02 data="0.99900001"/>
|
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<port03 data="0.74900001"/>
|
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<port04 data="1"/>
|
|
<port05 data="1"/>
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|
</ladspacontrols>
|
|
<key>
|
|
<attribute value="caps" name="file"/>
|
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<attribute value="Plate2x2" name="plugin"/>
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|
</key>
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|
</effect>
|
|
<effect autoquit_syncmode="0" wet="0.28" autoquit="1" autoquit_denominator="4" on="1" gate="0" name="ladspaeffect" autoquit_numerator="4">
|
|
<ladspacontrols ports="5">
|
|
<port00 data="1950.04"/>
|
|
<port01 data="33"/>
|
|
<port02 data="1"/>
|
|
<port03 data="0"/>
|
|
<port04 data="0"/>
|
|
</ladspacontrols>
|
|
<key>
|
|
<attribute value="vynil_1905" name="file"/>
|
|
<attribute value="vynil" name="plugin"/>
|
|
</key>
|
|
</effect>
|
|
<effect autoquit_syncmode="0" wet="1" autoquit="1" autoquit_denominator="4" on="1" gate="0" name="ladspaeffect" autoquit_numerator="4">
|
|
<ladspacontrols link="1" ports="0"/>
|
|
<key>
|
|
<attribute value="declip_1195" name="file"/>
|
|
<attribute value="declip" name="plugin"/>
|
|
</key>
|
|
</effect>
|
|
</fxchain>
|
|
</instrumenttrack>
|
|
</instrumenttracksettings>
|
|
</lmms-project>
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