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ÀÂãã±HarmonicResonatorn¢name:input:frequency:decayTime:brightness:wavetable:prezero:scale:’HarmonicResonator1À9„alp6§allpassÀ9„alp5+À9„alp4+À9„alp3+À9„alp2+À9„alp1+ÀÂãã­GeneralFiltern±name:input:type:frequency:q:scale:feedback:order:‡Filter3ÀÂãã­VariableSoundn+…Input§lowPassÀ6ÀÂãä°FrequencyInHertzaa€hÀ$/À.aÀ6À6À<†CutoffÀ$1À.a pÀ$¢hzÀ.``À<†Reverb`bå`aåx sç17.65 msa‡Privateã7ãå`aåx sç13.90 msa‡Privateã7ãå`aåx sç10.96 msa‡Privateã7ãå`aåx sç8.62 msa‡Privateã7ãå`aåx sç6.80 msa‡Privateã7ãå`aåx sç5.3 msa‡Privateã7ãç 1/42.3 msÀ6À>å{ mÀ$/À.aÀ6À6À<…DecayÀ$1À.ajÀ$¡sÀ.`åx  s‡Privateäåbaå`a`ç6 ms * 2ç ?Diffusion‡Privateã7ãÀ9†Delay2 À%’HarmonicResonator2)ç 1/46.7 ms À6À>å{ mÀ$/À.aÀ6À6%À$1À.ajÀ$*À.`åx  s‡Privateäåbaå`a`ç 7.5 ms * 2ç ?Diffusion‡Privateã7ãÀ9†Delay3 À%’HarmonicResonator3)ç 1/51.45 msÀ6À>å{ mÀ$/À.aÀ6À6%À$1À.ajÀ$*À.`åx  s‡Privateäåbaå`a`ç 9.13 ms * 2ç ?Diffusion‡Privateã7ãÀ9†Delay4 À%’HarmonicResonator4)ç 1/55.5 msÀ6À>å{ mÀ$/À.aÀ6À6%À$1À.ajÀ$*À.`ç0.7 ‡Privateäåbaå`a`ç 11.7 ms * 2ç 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À7À=åbcåxmÀ=aåwmƒAmount of reverberated signal that is mixed with the direct signal.À2¥input¥sound-À7À=å``åxmÀ=åbaa„This is the Sound to be reverberated. For a stereo reverb, feed this same input into a EuverbLeft and rejoin the two halves in a ChannelJoin, a Timeline, or one of the multichannel output Sounds.À2©diffusion¨hotValue À7À=åaaåxmÀ=åbcåwm€À2¦Cutoff? À7À=åbcå``À=aåxm‰A number between 0 and 1 indicating the cutoff frequency of a low pass filter on the reverberated signal. �Use this along with EuverbLeft to create a stereo reverb. Useful in the Timeline or in a multiple output Sound where left and right mono channels must be treated as independent Sounds. Rejoin the left and right using a ChannelJoin, the Timeline, Mixer or one of the multiple channel output Sounds. ãŒEuverbRight1ç(!DecayR log + 1) * 0.5À æReverbRÀ$1À.aÀ6aÀ$9À.aÀ<‡RvbMuteÀ(À:ˆRight EQÀ?bÀ#&ÀÂãã¦MusicNo±name:inputs:script:left:right:retrograde:reverse:À:™mono 8-band parametric EQÀ?bÀ#&&À#7À9äÀ=cbÀ=ouÀ*pÀ%âÀ)````t`n`ƒFc1À$â'À?`À0â£Fc1`aâ4a5âaaäæFc1ãwÀ.soiuxwye`aeyirkbp|orèwyè`aâ8À?aÀ#"èrgwt``£logäãäÀ%âÀ)t```h`n`ƒFc2 À0â£Fc2`aâ4a5âaaäæFc2ãuÀ.scuilkmytuym}fvdpcfèwoè`aâ8À?aÀ#"èqgut``(äãäÀ%âÀ)h```|`n`ƒFc3 À0â£Fc3`aâ4a5âaaäæFc3ãrÀ.sq{wzy{gbcg{ktmdr~qtèxcè`aâ8À?aÀ#"èrcrt``(äãäÀ%âÀ)|``` q`n`ƒFc4 À0â£Fc4`aâ4a5âaaäæFc4ãoÀ.saehgiupquiyb{r`lbèxè`aâ8À?aÀ#"ès iot``(äãäÀ%âÀ) q``` e`n`ƒFc5 À0â£Fc5`aâ4a5âaaäæFc5ãlÀ.smgsvuwc~cwgpi`nzmpèxqè`aâ8À?aÀ#"ès clt``(äãäÀ%âÀ) e```y`n`ƒFc6 À0â£Fc6`aâ4a5âaaäæFc6ãiÀ.s{madceqlmqeu~wn|h{~ètsè`aâ8À?aÀ#"èr cit``(äãäÀ%âÀ)y```m`n`ƒFc7 À0â£Fc7`aâ4a5âaaäæFc7ãfÀ.sisorqsz{scle|jvilèx }è`aâ8À?aÀ#"èq cft``(äãäÀ%âÀ)m```a`n`ƒFc8 À0â£Fc8`aâ4a5âaaäæFc8ãbÀ.sqswzy{gbcg{ktmdr~qtèwiè`aâ8À?aÀ#"èádqbt``(äãäÀ%âÀ)``{`t` i`‚Q1 À0â¢Q1`aâ4a5âaaäæQ1ãxÀ.suo{~}kfgkoxqhvbuxèv mè`aâ8À?aÀ#"èu yxå{ mt`4äãäÀ%âÀ)t`{`h` i`‚Q2 À0â¢Q2`aâ4a5âaaäæQ2ãvÀ.si{orqsz{scle|jvilèv mè`aâ8À?aÀ#"èu yvå{ mt`4äãäÀ%âÀ)h`{`|` i`‚Q3 À0â¢Q3`aâ4a5âaaäæQ3ãsÀ.swa}`amhimaqzsjxdwzèv mè`aâ8À?aÀ#"èu yså{ mt`4äãäÀ%âÀ)|`{` q` i`‚Q4 À0â¢Q4`aâ4a5âaaäæQ4ãpÀ.segknmo{vw{ohaxfrehèv mè`aâ8À?aÀ#"èu ypå{ mt`4äãäÀ%âÀ) q`{` e` i`‚Q5 À0â¢Q5`aâ4a5âaaäæQ5ãmÀ.ssmy|{}idei}mvoft`svèv mè`aâ8À?aÀ#"èu ymå{ mt`4äãäÀ%âÀ) e`{`y` i`‚Q6 À0â¢Q6`aâ4a5âaaäæQ6ãjÀ.sasgjikwrswk{d}tbnadèv mè`aâ8À?aÀ#"èu yjå{ mt`4äãäÀ%âÀ)y`{`m` i`‚Q7 À0â¢Q7`aâ4a5âaaäæQ7ãgÀ.soyuxwye`aeyirkbp|orèv mè`aâ8À?aÀ#"èu ygå{ mt`4äãäÀ%âÀ)m`{`a` i`‚Q8 À0â¢Q8`aâ4a5âaaäæQ8ãcÀ.swy}`amhimaqzsjxdwzèv mè`aâ8À?aÀ#"èu ycå{ mt`4äãä" ™mono 8-band parametric EQâÀ.`À= h~À.`À*aÀÂãã´DSPProgramWithInputslºname:inputs:initialValuesCodeString:programName:wavetable:tableAccess:tableStart:tableEnd:À:‡hishelfÀ?cÀ#7ãÀ#7À9äÀ=e`À= muÀ*`"À$â'À?`�TunableDampedLPFâÀ.`À=gcÀ.`À#&&À*aÀ 6À:•Biquad Peaking FilterÀ?cÀ#7ãÀ#7À9ãÀ=rcÀ= muÀ*`"À$â'À?`�TunableDampedLPFâÀ.`À=gcÀ.`À#&À 6À: ,À?cÀ#7ãÀ#7À9ãÀ=rcÀ= muÀ*`" 4 6âÀ.`À=gcÀ.`À#&À 6À: ,À?cÀ#7ãÀ#7À9ãÀ=rcÀ= muÀ*`" 4 6âÀ.`À=gcÀ.`À#&À 6À: ,À?cÀ#7ãÀ#7À9ãÀ=rcÀ= muÀ*`" 4 6âÀ.`À=gcÀ.`À#&À 6À: ,À?cÀ#7ãÀ#7À9ãÀ=rcÀ= muÀ*`" 4 6âÀ.`À=gcÀ.`À#&À 6À: ,À?cÀ#7ãÀ#7À9ãÀ=rcÀ= muÀ*`" 4 6âÀ.`À=gcÀ.`À#&À 6À:ŽBiquadLowShelfÀ?cÀ#7ãÀ#7À9äÀ=e`À= muÀ*`" " $âÀ.`À=gcÀ.`À#&&À*a&ÀÂãã®KymaCodeString p°string:bindings:�"LowShelf Biquad filter coefficients." | b0 b1 b2 a0 a1 a2 fc cf sf a beta | fc := ?Fc1 / SignalProcessor halfSampleRate. cf := fc normCos. sf := fc normSin. a := (?GainDb1 / 2) db. beta := a sqrt / ?Q1. b0 := a*((a+1) - ((a - 1) * cf) + (beta * sf)). b1 := 2*a*((a-1) - ((a + 1) * cf)). b2 := a*((a+1) - ((a - 1) * cf) - (beta * sf)). a0 := (a+1) + ((a - 1) * cf) + (beta * sf). a1 := -2*((a-1) + ((a + 1) * cf)). a2 := (a + 1) + ((a - 1) * cf) - (beta * sf). b0 := b0 / (2 * a0). b1 := b1 / (2 * a0). b2 := b2 / (2 * a0). a1 := a1 negated / (2 * a0). a2 := a2 negated / (2 * a0). self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. ÀÂãä«BindingListad€`‰DirectIIR„kym17`À*a<À,‹"Peaking filter coefficients." | b0 b1 b2 a1 a2 g fc alpha a0inv | g := (?GainDb2 / 2) db. fc := ?Fc2 / SignalProcessor halfSampleRate. alpha := fc normSin / ( 2 * ?Q2). a0inv := 0.5 * (alpha / g + 1) inverse. b0 := (g * alpha + 1) * a0inv. b1 := (2 * fc normCos) negated * a0inv. b2 := (g * alpha - 1) negated * a0inv. a1 := b1 negated. a2 := (alpha / g -1) * a0inv. self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. À1`‰DirectIIR„kym17`À*a/À,‹"Peaking filter coefficients." | b0 b1 b2 a1 a2 g fc alpha a0inv | g := (?GainDb3 / 2) db. fc := ?Fc3 / SignalProcessor halfSampleRate. alpha := fc normSin / ( 2 * ?Q3). a0inv := 0.5 * (alpha / g + 1) inverse. b0 := (g * alpha + 1) * a0inv. b1 := (2 * fc normCos) negated * a0inv. b2 := (g * alpha - 1) negated * a0inv. a1 := b1 negated. a2 := (alpha / g -1) * a0inv. self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. À1`‰DirectIIR„kym17`À*a"À,‹"Peaking filter coefficients." | b0 b1 b2 a1 a2 g fc alpha a0inv | g := (?GainDb4 / 2) db. fc := ?Fc4 / SignalProcessor halfSampleRate. alpha := fc normSin / ( 2 * ?Q4). a0inv := 0.5 * (alpha / g + 1) inverse. b0 := (g * alpha + 1) * a0inv. b1 := (2 * fc normCos) negated * a0inv. b2 := (g * alpha - 1) negated * a0inv. a1 := b1 negated. a2 := (alpha / g -1) * a0inv. self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. À1`‰DirectIIR„kym17`À*a 5À,‹"Peaking filter coefficients." | b0 b1 b2 a1 a2 g fc alpha a0inv | g := (?GainDb5 / 2) db. fc := ?Fc5 / SignalProcessor halfSampleRate. alpha := fc normSin / ( 2 * ?Q5). a0inv := 0.5 * (alpha / g + 1) inverse. b0 := (g * alpha + 1) * a0inv. b1 := (2 * fc normCos) negated * a0inv. b2 := (g * alpha - 1) negated * a0inv. a1 := b1 negated. a2 := (alpha / g -1) * a0inv. self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. À1`‰DirectIIR„kym17`À*a (À,‹"Peaking filter coefficients." | b0 b1 b2 a1 a2 g fc alpha a0inv | g := (?GainDb6 / 2) db. fc := ?Fc6 / SignalProcessor halfSampleRate. alpha := fc normSin / ( 2 * ?Q6). a0inv := 0.5 * (alpha / g + 1) inverse. b0 := (g * alpha + 1) * a0inv. b1 := (2 * fc normCos) negated * a0inv. b2 := (g * alpha - 1) negated * a0inv. a1 := b1 negated. a2 := (alpha / g -1) * a0inv. self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. À1`‰DirectIIR„kym17`À*a ;À,‹"Peaking filter coefficients." | b0 b1 b2 a1 a2 g fc alpha a0inv | g := (?GainDb7 / 2) db. fc := ?Fc7 / SignalProcessor halfSampleRate. alpha := fc normSin / ( 2 * ?Q7). a0inv := 0.5 * (alpha / g + 1) inverse. b0 := (g * alpha + 1) * a0inv. b1 := (2 * fc normCos) negated * a0inv. b2 := (g * alpha - 1) negated * a0inv. a1 := b1 negated. a2 := (alpha / g -1) * a0inv. self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. À1`‰DirectIIR„kym17`À,‚"HighShelf Biquad filter coefficients." | b0 b1 b2 a0 a1 a2 fc cf sf a beta | fc := ?Fc8 / SignalProcessor halfSampleRate. cf := fc normCos. sf := fc normSin. a := (?GainDb8 / 2) db. beta := a sqrt / ?Q8. b0 := a*((a+1) + ((a - 1) * cf) + (beta * sf)). b1 := -2*a*((a-1) + ((a + 1) * cf)). b2 := a*((a+1) + ((a - 1) * cf) - (beta * sf)). a0 := (a+1) - ((a - 1) * cf) + (beta * sf). a1 := 2*((a-1) - ((a + 1) * cf)). a2 := (a + 1) - ((a - 1) * cf) - (beta * sf). b0 := b0 / (2 * a0). b1 := b1 / (2 * a0). b2 := b2 / (2 * a0). a1 := a1 negated / (2 * a0). a2 := a2 negated / (2 * a0). self initialValueAt: 0 xPut: 0 yPut: 1. self initialValueAt: 1 xPut: 0 yPut: b0 translatedTo24BitInteger. self initialValueAt: 2 xPut: 0 yPut: b1 translatedTo24BitInteger. self initialValueAt: 3 xPut: 0 yPut: b2 translatedTo24BitInteger. self initialValueAt: 4 xPut: 0 yPut: a1 translatedTo24BitInteger. self initialValueAt: 5 xPut: 0 yPut: a2 translatedTo24BitInteger. 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'ƒAmount of reverberated signal that is mixed with the direct signal.À2,--.„This is the Sound to be reverberated. For a stereo reverb, feed this same input into a EuverbLeft and rejoin the two halves in a ChannelJoin, a Timeline, or one of the multichannel output Sounds.À2:? ;‰A number between 0 and 1 indicating the cutoff frequency of a low pass filter on the reverberated signal. ŽUse this along with EuverbRight to create a stereo reverb. Useful in the Timeline or in a multiple output Sound where left and right mono channels must be treated as independent Sounds. 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- !Solo5) * (soloAny + (nsoloAny * !Mute5)). m6 := nbypass * (1 - !Solo6) * (soloAny + (nsoloAny * !Mute6)). harmmix start: 0 StByp: (!Bypass + !StByp) asLogicValue HByp: (!Bypass + !HByp) asLogicValue DynByp: (!Bypass + !DynByp) asLogicValue RvbMute: (!Bypass + (!RvbMute * (1 - !RvbSolo))) asLogicValue RvbSolo: (!RvbSolo * nbypass) asLogicValue PEQBypass: (!Bypass + !PEQByp) asLogicValue Mute1: m1 asLogicValue Mute2: m2 asLogicValue Mute3: m3 asLogicValue Mute4: m4 asLogicValue Mute5: m5 asLogicValue Mute6: m6 asLogicValue À1`aaää`=` 0`%` >`:`;` ?`7`=` )`;`=`6`,`8` <` 3`?`?` !`6` /`0` ;` 6` :` &` 6`0`/` 1`0` *` 3` "`#`7`<` 8`#`*` <`*` #`)` 7`7` )` -` "`?`2`  `9`+` >` !` >` /`5` '`#` 0`4` 0` (` "`?`À#&?À#7À9äÀ=siÀ= uÀ*cÀ*âÀ)o`}`o`m`./À?`À*âÀ)}`}` e`n`4/À?`À7âÀ)y`` |``;/À?`b=À=``À7âÀ)y`k`e`l`!/À?`b=À=``À7âÀ)y`w`g`q`&/À?`b=À=``À7âÀ)}`z` |`b`+/À?`b=À=``À7âÀ)d`k`d`}`0/À?`b=âÀ7âÀ)d` v`d`h`0/À?`b=âÀ%âÀ)x`z`i`f` 5À0â"`aâ4a5âaaä?ãd 9è``è`aâ8À?cÀ#:è``À#:è``À#"è``dá~~`4äãäÀ%âÀ)m` }``f` 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!Solo1) * (soloAny + (nsoloAny * !Mute1)). m2 := nbypass * (1 - !Solo2) * (soloAny + (nsoloAny * !Mute2)). m3 := nbypass * (1 - !Solo3) * (soloAny + (nsoloAny * !Mute3)). m4 := nbypass * (1 - !Solo4) * (soloAny + (nsoloAny * !Mute4)). m5 := nbypass * (1 - !Solo5) * (soloAny + (nsoloAny * !Mute5)). m6 := nbypass * (1 - !Solo6) * (soloAny + (nsoloAny * !Mute6)). stex start: 0 StByp: (!Bypass + !StByp) asLogicValue HByp: (!Bypass + !HByp) asLogicValue DynByp: (!Bypass + !DynByp) asLogicValue RvbMute: (!Bypass + (!RvbMute * (1 - !RvbSolo))) asLogicValue RvbSolo: (!RvbSolo * nbypass) asLogicValue PEQBypass: (!Bypass + !PEQByp) asLogicValue Mute1: m1 asLogicValue Mute2: m2 asLogicValue Mute3: m3 asLogicValue Mute4: m4 asLogicValue Mute5: m5 asLogicValue Mute6: m6 asLogicValue À1`aaää`À#& %À#7À9äÀ=vsÀ= uÀ*cÀ*âÀ)o`}`o`m`./À?`À*âÀ)}`}` e`n`4/À?`À7âÀ)y`` |``;/À?`b=À=``À7âÀ)y`k`e`l`!/À?`b=À=``À7âÀ)y`w`g`q`&/À?`b=À=``À7âÀ)}`z` |`b`+/À?`b=À=``À7âÀ)d`k`d`}`0/À?`b=âÀ7âÀ)d` v`d`h`0/À?`b=âÀ%âÀ)x`z`i`f` 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