Files
lmms/data/presets/X-Pressive/X-Distorted.xpf
T
gnudles dff76b2e83 Xpressive plugin (#3259)
* First Preview of the X-Pressive Plugin
(exprtk.hpp is not included, get it from my exprtk fork in the branch
internal_data_functions)
available keys:
f- note's frequency. available only in the output expressions
t- time in seconds. in the Waves (W1,W2,W3) it's in the range [0,1)
key- the note's keyboard key. available only in the output expressions.
v- the note's velocity (divided by 255.0 so it is in the range [0,1]).
available only in the output expressions.
rel- gives 0 while the key is holded, and 1 after the key release.
available only in the output expressions.
A1,A2,A3- general purpose knobs (you can control them with the
automations). available only in the output expressions.
W1,W2,W3- precalculated wave forms. can be also load from file. you can
use them only in the output expressions
available functions:
cent(x)- gives pow(2,x/1200)
rand()- random number generator. in range [-1,1). each call gives other
value.
randv(i)- random vector (with pseudo infinite integer cells). the values
are in range [-1,1). it's stays consistent only across the note
playback. so each note playback will get other vector (even on the same
key).
sinew- sine wave with period of 1.
saww- saw wave with period of 1.
squarew- square wave with period of 1.
trianglew- triangle wave with period of 1.
expw- exponent wave with period of 1.
expnw- another exponent wave with period of 1.
moogw- moog wave with period of 1.
moogsaww- moog-saw wave with period of 1.
you can use * % ^ / + - pow sin log pi etc.

* Xpressive Plug-In:
Added Release transition knob that control the "rel" variable. (the
duration of transit from 0 to 1)
Fixed some problems in the displays. (update display when changing
A1,A2,A3, clear display with invalid expression.

* X-Pressive Plug-In: Few more fixes
Changed the callbacks in exprfront.cpp to be templated.
Added help.
Added ExprTk.hpp.
some bug fixes (inf issues).
Added integrate function.

* Special version of ExprTk with modified license (BSL) for the LMMS project https://github.com/LMMS/lmms

* Xpressive Plug-In- fixed some building errors.
Added the "e" euler's constant.

* Xpressive Plug-In - fix mingw64 issues

* X-Pressive Plug-in:
Added "trel" (time since release) variable.
The integrate function can now have unlimited usage.
Added selective interpolation per wave.
Improved a little the random vector function.
Some other improvements, code cleaning, etc...

* Xpressive Plug-In:
move clearGraph definition into Graph.cpp.
fixed compilation errors. (oops..)

* X-Pressive plug-in: updated presets names

* X-Pressive plug-in
added semitone function, added sample-rate variable

* X-Pressive plug-in, code cleaning, changed the rendering function to
achieve performace gain.

* X-Pressive plug-in - fix the string counting function

* X-Pressive plug-in - until somebody will find a better solution,
exprtk.hpp is patched under the name exprtk.patched.hpp ...

* X-Pressive plug-in - fix compiling errors.

* X-Pressive plug-in - added patch file for exprtk.hpp,
added last function that gives last calculated samples.
moved ExprSynth to be with ExprFront for performance reasons.

* X-Pressive plugin - moved the patched file back to the source tree, added .gitignore file..

* X-Pressive plugin - fix compilation error. (isnan isinf)

* X-Pressive plugin - tried to fix embed.cpp problem,
added new variable to the parser (tempo)

* X-Pressive plugin - fixed cmake script

* X-Pressive plugin - updated the license and the diff file.

* Updates to ExprTk

* Added return statement enable/disable via parser settings

Added exprtk_disable_return_statement macro for disabling return statements and associated exceptions at the source code level.

* X-Pressive plugin - updated CMakeLists.txt to use the correct flags on each platform.
also added exprtk.hpp as a dependency for the patch command.
Updated the exprtk diff file.

* X-Pressive plugin - moved the enhanced features flag to the WIN64 installation.

* X-Pressive plugin - another fix for CMakeLists.txt

* Minor updates to ExprTk

Updated multi-sub expression operator to return final sub-expression type.
Updates to exprtk_disable_return_statement macro for disabling return statements and associated exceptions at the source code level.

* X-Pressive plug-in - added try-block around exprtk calls and enabled the
-fexceptions flag, so patch file is no longer needed.

* X-Pressive plug-in - small fix in CMakeLists.txt

* Update ExprTk to tip of branch.

* X-Pressive plugin - added graph drawing feature..

* Updating exprtk.hpp to the latest upstream version
2017-06-26 19:45:59 +02:00

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XML

<?xml version="1.0"?>
<!DOCTYPE lmms-project>
<lmms-project version="1.0" creator="LMMS" creatorversion="1.2.0-rc2.12" type="instrumenttracksettings">
<head/>
<instrumenttracksettings muted="0" type="0" name="X-Distorted" solo="0">
<instrumenttrack pan="0" fxch="0" usemasterpitch="1" pitchrange="1" pitch="0" basenote="57" vol="100">
<instrument name="xpressive">
<xpressive W3="" PAN1="0.265333" PAN2="-0.282917" W3sample="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" RELTRANS="50" version="0.1" A1="1" A2="1" O1="randv(t*f%3)*W3(t*f*cent(7))" A3="1" O2="randv(t*f%4)*W2(t*f*cent(4))" interpolateW1="0" interpolateW2="0" W1sample="                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                              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                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                  " interpolateW3="0" smoothW1="0" smoothW2="0" smoothW3="53.8242" W1="" W2="" W2sample="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"/>
</instrument>
<eldata fres="0.122877" ftype="0" fcut="12587.3" fwet="1">
<elvol lspd_denominator="4" sustain="0.756667" pdel="0" userwavefile="" dec="0.953833" lamt="0" syncmode="0" latt="0" rel="0.259833" amt="1" x100="0" att="0" lpdel="0" hold="0.313" lshp="0" lspd="0.1" ctlenvamt="0" lspd_numerator="4"/>
<elcut lspd_denominator="4" sustain="0.5" pdel="0" userwavefile="" dec="0.5" lamt="0" syncmode="0" latt="0" rel="0.1" amt="0" x100="0" att="0" lpdel="0" hold="0.5" lshp="0" lspd="0.1" ctlenvamt="0" lspd_numerator="4"/>
<elres lspd_denominator="4" sustain="0.5" pdel="0" userwavefile="" dec="0.5" lamt="0" syncmode="0" latt="0" rel="0.1" amt="0" x100="0" att="0" lpdel="0" hold="0.5" lshp="0" lspd="0.1" ctlenvamt="0" lspd_numerator="4"/>
</eldata>
<chordcreator chord="0" chordrange="1" chord-enabled="0"/>
<arpeggiator arptime="100" arprange="1" arpskip="0" arptime_denominator="4" syncmode="0" arpmode="0" arpcycle="0" arp-enabled="0" arp="0" arptime_numerator="4" arpdir="0" arpmiss="0" arpgate="100"/>
<midiport inputcontroller="0" fixedoutputvelocity="-1" inputchannel="0" outputcontroller="0" writable="0" outputchannel="1" fixedinputvelocity="-1" fixedoutputnote="-1" outputprogram="1" basevelocity="63" readable="0"/>
<fxchain numofeffects="0" enabled="0"/>
</instrumenttrack>
</instrumenttracksettings>
</lmms-project>