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High End Cyberlight CX (High End_Cyberlight CX.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Cyberlight CX" ShortName="CyberLt CX" Company="High End"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>fd9a756a-24a6-43e8-b589-0db4a84af37d</Thumbnail> <History Date="04-09-01" Author="Edward" Comment="Created" /> <History Date="28-11-02" Author="D.Shelton" Comment="Updated to work with current software version" /> <History Date="16-12-02" Author="D.Shelton" Comment="Updated referencing of 16-bit channels" /> <History Date="06-01-03" Author="D.Shelton" Comment="Standardised Display of Channels" /> <History Date="13-06-03" Author="D.Shelton" Comment="Updated Personality" /> <History Date="01-11-03" Author="S.Anwar" Comment="Created Macros" /> <History Date="06-11-03" Author="Oliver Waits" Comment="Checked" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 1. Pan - Different sensitivity to mode 2 + inverted (Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 2. Tilt - Different sensitivity to mode 2 + inverted (To slow)(Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 3. Colour - Raw DMX only no levels. Different encoder to mode 2(Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 4. Yellow - (Locate) 255 (Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 5. Zoom - (Power On) 255, (Locate) 255, No encoder for it (Mode1+Mode2)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 6. Focus - (Locate) 127 (Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 7. Iris - (Power On) 0, (Locate) 0 (Mode1+Mode2+Mode3)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 1: Safe macro does nothing" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 2: No legends on colour (mode 1)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 3: No legends on gobo (mode 1)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 4: Zoom is missing" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 5: Frost has no legend (mode 2)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 6: Could do with Colour/Gobo function wheels." /> <History Date="17-03-05" Author="Phil" Comment="Can't fix Mode 1 legends - DMX value information isn't available (even in brand new manual)" /> <History Date="17-03-05" Author="Phil" Comment="Fixed macro problem, zoom wheel and frost legends." /> <History Date="26-04-05" Author="Phil" Comment="Added Colour1Func wheel" /> <History Date="05-08-05" Author="Ed" Comment="Added two function wheels for gobo1 and gobo2" /> <History Date="05-08-05" Author="Ed" Comment="Added a function wheel for effect" /> <History Date="11-08-05" Author="Phil" Comment="Fixed minor problem with zoom" /> <History Date="07-07-06" Author="Ed" Comment="Fixed All colour mix attributes to be Cmixes" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Colour Func ID to Colour1Func" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Pan Power on to Locate value" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Tilt Power on to Locate value" /> <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Colour Func ID to Colour1Func" /> <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" /> <History Date="05-09-06" Author="Ed" Comment="Fixed CMY channels and fixed locate values" /> <History Date="23-03-09" Author="Jonathan Moreton" Comment="Removed missing update attributes & fixed illegal control locate & poweron" /> <History Date="29-03-12" Author="Peter Budd" Comment="Edited for version 6." /> <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." /> <History Date="18-02-19" Author="Nic Morris" Comment="Removed RDM ID's. Split from High End Cyberlight for Capture compatibility. Added product thumbnail." /> <History Date="18-02-19" Author="Nic Morris" Comment="Removed invalid updates from Colour Func. Renamed Gobo Func to Gobo 1 Func" /> <History Date="18-02-19" Author="Nic Morris" Comment="Standardised conditionals. Increased wheel resolution." /> <History Date="18-02-19" Author="Nic Morris" Comment="Changed Mode 2 to use the same fixed colours as Mode 3. Added missing 'Mspeed' options." /> <History Date="18-02-19" Author="Nic Morris" Comment="Added function index. Standardised highlight/lowlight." /> <History Date="18-02-19" Author="Nic Morris" Comment="Changed mode 2 to use the same gobo 1 as mode 3 (there was essentially no difference)." /> <History Date="18-02-19" Author="Nic Morris" Comment="Added missing Mspeed options to gobo 1. Removed invalid updates from Gobo1Func." /> <History Date="18-02-19" Author="Nic Morris" Comment="Changed mode 2 to use the same gobo 2 as mode 3. Removed invalid updates from Gobo2Func." /> <History Date="18-02-19" Author="Nic Morris" Comment="Added missing Mspeed options to gobo 2. Revised index/spin options. Added palettes." /> <History Date="18-02-19" Author="Nic Morris" Comment="Revised effect with missing MSpd options." /> <Manual Filename="/manual/High-End_CyberLight.pdf" Summary="Created:High End, 20/12/1996" /> <AtlaBase TypeID="ee6302be-9048-4625-a089-e41f38ff1a6a" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Colour11" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed (Full Spd)" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Fixed (MSpd)" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" /> <Condition Name="Split (Full Spd)" ID="17,18,19,20,21,22,23,24" If="'Colour1Func'==3" /> <Condition Name="Split (MSpd)" ID="25,26,27,28,29,30,31,32" If="'Colour1Func'==4" /> <Condition Name="Scroll" ID="33,34,35,36" If="'Colour1Func'==5" /> <Else ID="37" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Indigo" Display="'Indigo'" Dmx="245~245" WheelPosition="1" Colour="128,0,255" /> <Function ID="3" Name="Medium Blue" Display="'Medium Blue'" Dmx="237~237" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Aqua" Display="'Aqua'" Dmx="230~230" WheelPosition="3" Colour="0,255,192" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="222~222" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="211~211" WheelPosition="5" Colour="255,0,255" /> <Function ID="7" Name="Yellow" Display="'Yellow'" Dmx="204~204" WheelPosition="6" Colour="255,255,0" /> <Function ID="8" Name="Red" Display="'Red'" Dmx="196~196" WheelPosition="7" Colour="255,0,0" /> <Function ID="9" Name="Open" Display="'Open'" Dmx="189~189" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Indigo" Display="'Indigo'" Dmx="181~181" WheelPosition="1" Colour="128,0,255" /> <Function ID="11" Name="Medium Blue" Display="'Medium Blue'" Dmx="173~173" WheelPosition="2" Colour="0,0,255" /> <Function ID="12" Name="Aqua" Display="'Aqua'" Dmx="166~166" WheelPosition="3" Colour="0,255,192" /> <Function ID="13" Name="Green" Display="'Green'" Dmx="158~158" WheelPosition="4" Colour="0,255,0" /> <Function ID="14" Name="Magenta" Display="'Magenta'" Dmx="150~150" WheelPosition="5" Colour="255,0,255" /> <Function ID="15" Name="Yellow" Display="'Yellow'" Dmx="143~143" WheelPosition="6" Colour="255,255,0" /> <Function ID="16" Name="Red" Display="'Red'" Dmx="133~133" WheelPosition="7" Colour="255,0,0" /> <Function ID="17" Name="Op/ Ind" Display="'Op/ Ind'" Dmx="250~250" WheelPosition="0" Colour="255,255,255" /> <Function ID="18" Name="Ind/ Blu" Display="'Ind/ Blu'" Dmx="240~240" WheelPosition="1" Colour="128,0,255" /> <Function ID="19" Name="Blu/ Aq" Display="'Blu/ Aq'" Dmx="232~232" WheelPosition="2" Colour="0,0,255" /> <Function ID="20" Name="Aq/ Grn" Display="'Aq/ Grn'" Dmx="224~224" WheelPosition="3" Colour="0,255,192" /> <Function ID="21" Name="Grn/ Mag" Display="'Grn/ Mag'" Dmx="217~217" WheelPosition="4" Colour="0,255,0" /> <Function ID="22" Name="Mag/ Yel" Display="'Mag/ Yel'" Dmx="209~209" WheelPosition="5" Colour="255,0,255" /> <Function ID="23" Name="Yel / Rd" Display="'Yel / Rd'" Dmx="201~201" WheelPosition="6" Colour="255,255,0" /> <Function ID="24" Name="Rd/ Op" Display="'Rd/ Op'" Dmx="194~194" WheelPosition="7" Colour="255,0,0" /> <Function ID="25" Name="Op/ Ind" Display="'Op/ Ind'" Dmx="186~186" WheelPosition="0" Colour="255,255,255" /> <Function ID="26" Name="Ind/ Blu" Display="'Ind/ Blu'" Dmx="179~179" WheelPosition="1" Colour="128,0,255" /> <Function ID="27" Name="Blu/ Aq" Display="'Blu/ Aq'" Dmx="168~168" WheelPosition="2" Colour="0,0,255" /> <Function ID="28" Name="Aq/ Grn" Display="'Aq/ Grn'" Dmx="161~161" WheelPosition="3" Colour="0,255,192" /> <Function ID="29" Name="Grn/ Mag" Display="'Grn/ Mag'" Dmx="156~156" WheelPosition="4" Colour="0,255,0" /> <Function ID="30" Name="Mag/ Yel" Display="'Mag/ Yel'" Dmx="145~145" WheelPosition="5" Colour="255,0,255" /> <Function ID="31" Name="Yel / Rd" Display="'Yel / Rd'" Dmx="138~138" WheelPosition="6" Colour="255,255,0" /> <Function ID="32" Name="Rd/ Op" Display="'Rd/ Op'" Dmx="130~130" WheelPosition="7" Colour="255,0,0" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" Colour="0,0,0" /> <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="127~66" Colour="0,0,0" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" Colour="0,0,0" /> <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="64~2" Colour="0,0,0" /> <Function ID="37" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1:255" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,255,0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed (Full Spd)" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" /> <Condition Name="Fixed (MSpd)" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" /> <Condition Name="Shake (Full Spd)" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func'==3" /> <Condition Name="Shake (MSpd)" ID="25,26,27,28,29,30,31,32" If="'Gobo1Func'==4" /> <Condition Name="Scroll" ID="33,34,35,36" If="'Gobo1Func'==5" /> <Else ID="37" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Beveled Star)" Display="'Gobo 1 (Beveled Star)'" Dmx="245~245" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c521501d-4e24-4af6-b827-8735ee00d926</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Indigo Spin)" Display="'Gobo 2 (Indigo Spin)'" Dmx="237~237" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3da6bdc1-b2bd-4b9c-9de8-b874c3ee8b3e</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Groovy)" Display="'Gobo 3 (Groovy)'" Dmx="230~230" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>345a2a88-518a-4de1-a815-2aa11d31c17f</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Tunnel)" Display="'Gobo 4 (Tunnel)'" Dmx="222~222" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>641e6287-457b-4419-bbef-d817f329b84e</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Indigo Dots)" Display="'Gobo 5 (Indigo Dots)'" Dmx="211~211" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2744a79d-7c49-434d-8e33-e3df20e846b1</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Netwerk)" Display="'Gobo 6 (Netwerk)'" Dmx="204~204" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>de1830e3-59cb-4a00-8b61-a34f39918088</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Sharp Burst)" Display="'Gobo 7 (Sharp Burst)'" Dmx="196~196" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0a8e376c-7e98-48ff-a578-dfff7da40c33</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="189~189" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="10" Name="Gobo 1 (Beveled Star)" Display="'Gobo 1 (Beveled Star)'" Dmx="181~181" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c521501d-4e24-4af6-b827-8735ee00d926</Swatch> </Function> <Function ID="11" Name="Gobo 2 (Indigo Spin)" Display="'Gobo 2 (Indigo Spin)'" Dmx="173~173" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3da6bdc1-b2bd-4b9c-9de8-b874c3ee8b3e</Swatch> </Function> <Function ID="12" Name="Gobo 3 (Groovy)" Display="'Gobo 3 (Groovy)'" Dmx="166~166" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>345a2a88-518a-4de1-a815-2aa11d31c17f</Swatch> </Function> <Function ID="13" Name="Gobo 4 (Tunnel)" Display="'Gobo 4 (Tunnel)'" Dmx="158~158" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>641e6287-457b-4419-bbef-d817f329b84e</Swatch> </Function> <Function ID="14" Name="Gobo 5 (Indigo Dots)" Display="'Gobo 5 (Indigo Dots)'" Dmx="150~150" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2744a79d-7c49-434d-8e33-e3df20e846b1</Swatch> </Function> <Function ID="15" Name="Gobo 6 (Network)" Display="'Gobo 6 (Network)'" Dmx="143~143" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>de1830e3-59cb-4a00-8b61-a34f39918088</Swatch> </Function> <Function ID="16" Name="Gobo 7 (Sharp Burst)" Display="'Gobo 7 (Sharp Burst)'" Dmx="133~133" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0a8e376c-7e98-48ff-a578-dfff7da40c33</Swatch> </Function> <Function ID="17" Name="Open Shake" Display="'Open Shake'" Dmx="250~250" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake'" Dmx="240~240" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c521501d-4e24-4af6-b827-8735ee00d926</Swatch> </Function> <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake'" Dmx="232~232" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3da6bdc1-b2bd-4b9c-9de8-b874c3ee8b3e</Swatch> </Function> <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake'" Dmx="224~224" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>345a2a88-518a-4de1-a815-2aa11d31c17f</Swatch> </Function> <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake'" Dmx="217~217" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>641e6287-457b-4419-bbef-d817f329b84e</Swatch> </Function> <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake'" Dmx="209~209" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2744a79d-7c49-434d-8e33-e3df20e846b1</Swatch> </Function> <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake'" Dmx="201~201" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>de1830e3-59cb-4a00-8b61-a34f39918088</Swatch> </Function> <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake'" Dmx="194~194" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0a8e376c-7e98-48ff-a578-dfff7da40c33</Swatch> </Function> <Function ID="25" Name="Open Shake" Display="'Open Shake'" Dmx="186~186" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="26" Name="Gobo 1 Shake" Display="'Gobo 1 Shake'" Dmx="179~179" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c521501d-4e24-4af6-b827-8735ee00d926</Swatch> </Function> <Function ID="27" Name="Gobo 2 Shake" Display="'Gobo 2 Shake'" Dmx="168~168" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3da6bdc1-b2bd-4b9c-9de8-b874c3ee8b3e</Swatch> </Function> <Function ID="28" Name="Gobo 3 Shake" Display="'Gobo 3 Shake'" Dmx="161~161" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>345a2a88-518a-4de1-a815-2aa11d31c17f</Swatch> </Function> <Function ID="29" Name="Gobo 4 Shake" Display="'Gobo 4 Shake'" Dmx="156~156" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>641e6287-457b-4419-bbef-d817f329b84e</Swatch> </Function> <Function ID="30" Name="Gobo 5 Shake" Display="'Gobo 5 Shake'" Dmx="145~145" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2744a79d-7c49-434d-8e33-e3df20e846b1</Swatch> </Function> <Function ID="31" Name="Gobo 6 Shake" Display="'Gobo 6 Shake'" Dmx="138~138" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>de1830e3-59cb-4a00-8b61-a34f39918088</Swatch> </Function> <Function ID="32" Name="Gobo 7 Shake" Display="'Gobo 7 Shake'" Dmx="130~130" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0a8e376c-7e98-48ff-a578-dfff7da40c33</Swatch> </Function> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="127~66" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="64~2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="37" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo11" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index (Full Spd)" ID="1,2,3,4,5,6" If="'Gobo2Func'==1" /> <Condition Name="Index (MSpd)" ID="7,8,9,10,11,12" If="'Gobo2Func'==2" /> <Condition Name="Spin CW (Full Spd)" ID="13,14,15,16,17" If="'Gobo2Func'==3" /> <Condition Name="Spin CW (MSpd)" ID="18,19,20,21,22" If="'Gobo2Func'==4" /> <Condition Name="Spin CCW (Full Spd)" ID="23,24,25,26,27" If="'Gobo2Func'==5" /> <Condition Name="Spin CCW (MSpd)" ID="28,29,30,31,32" If="'Gobo2Func'==6" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Droplets)" Display="'Gobo 1 (Droplets)'" Dmx="138~138" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d338db67-75d5-4b83-a387-d2079a5cd081</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Paperstack)" Display="'Gobo 2 (Paperstack)'" Dmx="150~150" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8243e9e9-6a3d-487c-97f4-eeb0988cc5ba</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Open)" Display="'Gobo 3 (Open)'" Dmx="156~156" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2f19b809-1f74-449f-b093-aa6375ccf46d</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Red Wedge)" Display="'Gobo 4 (Red Wedge)'" Dmx="163~163" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d7ecc66-524f-4216-9ff1-4537227a6fd0</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Indigo Square)" Display="'Gobo 5 (Indigo Square)'" Dmx="173~173" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee904d03-b4e6-468d-8c96-3f686b6ebe57</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="8" Name="Gobo 1 (Droplets)" Display="'Gobo 1 (Droplets)'" Dmx="13~13" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d338db67-75d5-4b83-a387-d2079a5cd081</Swatch> </Function> <Function ID="9" Name="Gobo 2 (Paperstack)" Display="'Gobo 2 (Paperstack)'" Dmx="26~26" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8243e9e9-6a3d-487c-97f4-eeb0988cc5ba</Swatch> </Function> <Function ID="10" Name="Gobo 3 (Open)" Display="'Gobo 3 (Open)'" Dmx="33~33" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2f19b809-1f74-449f-b093-aa6375ccf46d</Swatch> </Function> <Function ID="11" Name="Gobo 4 (Red Wedge)" Display="'Gobo 4 (Red Wedge)'" Dmx="43~43" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d7ecc66-524f-4216-9ff1-4537227a6fd0</Swatch> </Function> <Function ID="12" Name="Gobo 5 (Indigo Square)" Display="'Gobo 5 (Indigo Square)'" Dmx="51~51" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee904d03-b4e6-468d-8c96-3f686b6ebe57</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="14" Name="Gobo 1 (Droplets)" Display="'Gobo 1 (Droplets)'" Dmx="184~184" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d338db67-75d5-4b83-a387-d2079a5cd081</Swatch> </Function> <Function ID="15" Name="Gobo 2 (Paperstack)" Display="'Gobo 2 (Paperstack)'" Dmx="194~194" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8243e9e9-6a3d-487c-97f4-eeb0988cc5ba</Swatch> </Function> <Function ID="16" Name="Gobo 4 (Red Wedge)" Display="'Gobo 4 (Red Wedge)'" Dmx="204~204" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d7ecc66-524f-4216-9ff1-4537227a6fd0</Swatch> </Function> <Function ID="17" Name="Gobo 5 (Indigo Square)" Display="'Gobo 5 (Indigo Square)'" Dmx="212~212" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee904d03-b4e6-468d-8c96-3f686b6ebe57</Swatch> </Function> <Function ID="18" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="19" Name="Gobo 1 (Droplets)" Display="'Gobo 1 (Droplets)'" Dmx="61~61" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d338db67-75d5-4b83-a387-d2079a5cd081</Swatch> </Function> <Function ID="20" Name="Gobo 2 (Paperstack)" Display="'Gobo 2 (Paperstack)'" Dmx="71~71" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8243e9e9-6a3d-487c-97f4-eeb0988cc5ba</Swatch> </Function> <Function ID="21" Name="Gobo 4 (Red Wedge)" Display="'Gobo 4 (Red Wedge)'" Dmx="82~82" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d7ecc66-524f-4216-9ff1-4537227a6fd0</Swatch> </Function> <Function ID="22" Name="Gobo 5 (Indigo Square)" Display="'Gobo 5 (Indigo Square)'" Dmx="92~92" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee904d03-b4e6-468d-8c96-3f686b6ebe57</Swatch> </Function> <Function ID="23" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="24" Name="Gobo 1 (Droplets)" Display="'Gobo 1 (Droplets)'" Dmx="222~222" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d338db67-75d5-4b83-a387-d2079a5cd081</Swatch> </Function> <Function ID="25" Name="Gobo 2 (Paperstack)" Display="'Gobo 2 (Paperstack)'" Dmx="232~232" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8243e9e9-6a3d-487c-97f4-eeb0988cc5ba</Swatch> </Function> <Function ID="26" Name="Gobo 4 (Red Wedge)" Display="'Gobo 4 (Red Wedge)'" Dmx="242~242" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d7ecc66-524f-4216-9ff1-4537227a6fd0</Swatch> </Function> <Function ID="27" Name="Gobo 5 (Indigo Square)" Display="'Gobo 5 (Indigo Square)'" Dmx="250~250" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee904d03-b4e6-468d-8c96-3f686b6ebe57</Swatch> </Function> <Function ID="28" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0b31f04-bbb3-4b37-a01b-72a8c8d44fa3</Swatch> </Function> <Function ID="29" Name="Gobo 1 (Droplets)" Display="'Gobo 1 (Droplets)'" Dmx="99~99" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d338db67-75d5-4b83-a387-d2079a5cd081</Swatch> </Function> <Function ID="30" Name="Gobo 2 (Paperstack)" Display="'Gobo 2 (Paperstack)'" Dmx="107~107" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8243e9e9-6a3d-487c-97f4-eeb0988cc5ba</Swatch> </Function> <Function ID="31" Name="Gobo 4 (Red Wedge)" Display="'Gobo 4 (Red Wedge)'" Dmx="117~117" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d7ecc66-524f-4216-9ff1-4537227a6fd0</Swatch> </Function> <Function ID="32" Name="Gobo 5 (Indigo Square)" Display="'Gobo 5 (Indigo Square)'" Dmx="127~127" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ee904d03-b4e6-468d-8c96-3f686b6ebe57</Swatch> </Function> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo21" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Spin" ID="2" If="'Gobo2Func'>2&&'Gobo2Func'<7" /> <Else ID="3" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="13~22" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Full Spd" ID="1,2,3,4,5,6,7,8,9" If="'Effect_Func'==1" /> <Condition Name="MSpd" ID="10,11,12,13,14,15,16,17,18" If="'Effect_Func'==2" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="143~143" WheelPosition="1" /> <Function ID="3" Name="CMY Tri-col mosaic" Display="'CMY Tri-col mosaic'" Dmx="158~158" WheelPosition="2" /> <Function ID="4" Name="Yel Col Correction" Display="'Yel Col Correction'" Dmx="171~171" WheelPosition="3" /> <Function ID="5" Name="Open" Display="'Open'" Dmx="186~186" WheelPosition="4" /> <Function ID="6" Name="Mag Col Correction" Display="'Mag Col Correction'" Dmx="204~204" WheelPosition="5" /> <Function ID="7" Name="Wide Angle" Display="'Wide Angle'" Dmx="217~217" WheelPosition="6" /> <Function ID="8" Name="Diffusion" Display="'Diffusion'" Dmx="232~232" WheelPosition="7" /> <Function ID="9" Name="Cyan Col Correction" Display="'Cyan Col Correction'" Dmx="245~245" WheelPosition="8" /> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="11" Name="Prism" Display="'Prism'" Dmx="20~20" WheelPosition="1" /> <Function ID="12" Name="CMY Tri-col mosaic" Display="'CMY Tri-col mosaic'" Dmx="36~36" WheelPosition="2" /> <Function ID="13" Name="Yel Col Correction" Display="'Yel Col Correction'" Dmx="54~54" WheelPosition="3" /> <Function ID="14" Name="Open" Display="'Open'" Dmx="69~69" WheelPosition="4" /> <Function ID="15" Name="Mag Col Correction" Display="'Mag Col Correction'" Dmx="84~84" WheelPosition="5" /> <Function ID="16" Name="Wide Angle" Display="'Wide Angle'" Dmx="94~94" WheelPosition="6" /> <Function ID="17" Name="Diffusion" Display="'Diffusion'" Dmx="112~112" WheelPosition="7" /> <Function ID="18" Name="Cyan Col Correction" Display="'Cyan Col Correction'" Dmx="127~127" WheelPosition="8" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect1" Name="Effect" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="255~129" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Frost Strobe" Display="'Strobe %.1f%%',0.0~100.0" Dmx="2~126" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="4~247" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" /> </Attribute> <Attribute ID="MSpeed" Name="MSpeed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe 0" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Safe 255" Display="'Safe'" Dmx="255~255" /> <Function ID="3" Name="Home" Display="'Home'" Dmx="64~64" /> <Function ID="4" Name="Shutdown" Display="'Shutdown'" Dmx="128~128" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Spd)" Display="'Fixed (Full Spd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="2" Name="Fixed (MSpd)" Display="'Fixed (MSpd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="3" Name="Split (Full Spd)" Display="'Split (Full Spd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="4" Name="Split (MSpd)" Display="'Split (MSpd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Spd)" Display="'Fixed (Full Spd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed (MSpd)" Display="'Fixed (MSpd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake (Full Spd)" Display="'Shake (Full Spd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake (MSpd)" Display="'Shake (MSpd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index (Full Spd)" Display="'Index (Full Spd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Index (MSpd)" Display="'Index (MSpd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Spin CW (Full Spd)" Display="'Spin CW (Full Spd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Spin CW (MSpd)" Display="'Spin CW (MSpd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Spin CCW (Full Spd)" Display="'Spin CCW (Full Spd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Spin CCW (MSpd)" Display="'Spin CCW (MSpd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Effect_Func" Name="Effect Func" Description="" Group="E" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Full Speed" Display="'Full Speed'" Dmx="0~0" Update="Effect" /> <Function ID="2" Name="MSpeed" Display="'MSpeed'" Dmx="0~0" Update="Effect" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Effect" /> </Attribute> </Control> <Mode Name="Mode 1, 20 DMX" Channels="20"> <Import PearlRef="HE_Cyber1" DiamondRef="HE_Cyber1" WysiwygRef="" /> <Physical> <Bulb Type="MSR 1200/2" Lumens="8000" ColourTemp="" /> <Lens Name="" Degrees="13~22" /> <Weight Kg="46" /> <Size Height="1.117" Width="0.330" Depth="0.317" /> <Focus Type="Mirror" PanMax="170" TiltMax="110" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="b8b92db0-ed87-4fe8-b8fc-c3c86fc17e7d" /> <Include> <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="18" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo11" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo21" ChannelOffset="10" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Zoom" ChannelOffset="12" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="13" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="14" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="24" /> <Attribute ID="Effect_Func" Wheel="22" /> <Attribute ID="Effect1" ChannelOffset="15" Wheel="23" /> <Attribute ID="MSpeed" ChannelOffset="19" Wheel="25" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> </Include> </Mode> <Mode Name="Mode 2, 20 DMX" Channels="20"> <Import PearlRef="HE_Cyber2" DiamondRef="HE_Cyber2" WysiwygRef="" /> <Physical> <Bulb Type="MSR 1200/2" Lumens="8000" ColourTemp="" /> <Lens Name="" Degrees="13~22" /> <Weight Kg="46" /> <Size Height="1.117" Width="0.330" Depth="0.317" /> <Focus Type="Mirror" PanMax="170" TiltMax="110" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="022ce2ab-f914-4dc9-956e-c756647dbc43" /> <Include> <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="18" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Zoom" ChannelOffset="12" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="13" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="14" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="24" /> <Attribute ID="Effect_Func" Wheel="22" /> <Attribute ID="Effect" ChannelOffset="15" Wheel="23" /> <Attribute ID="MSpeed" ChannelOffset="19" Wheel="25" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> </Include> </Mode> <Mode Name="Mode 3, 15 DMX" Channels="15"> <Import PearlRef="HE_Cyber3" DiamondRef="HE_Cyber3" WysiwygRef="" /> <Physical> <Bulb Type="MSR 1200/2" Lumens="8000" ColourTemp="" /> <Lens Name="" Degrees="13~22" /> <Weight Kg="46" /> <Size Height="1.117" Width="0.330" Depth="0.317" /> <Focus Type="Mirror" PanMax="170" TiltMax="110" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a517568a-f482-4dd1-bf73-7b8ca3d533d4" /> <Include> <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="13" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="7" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="8" Wheel="18" /> <Attribute ID="Focus" ChannelOffset="9" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="19" /> <Attribute ID="Effect_Func" Wheel="22" /> <Attribute ID="Effect" ChannelOffset="11" Wheel="23" /> <Attribute ID="MSpeed" ChannelOffset="14" Wheel="25" /> <Attribute ID="Control" ChannelOffset="15" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Home"> <Set Channel="Dimmer:1:100,Control:2" Delay="1000" /> <Set Channel="Dimmer:1:0" Delay="1000" /> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Shutdown"> <Set Channel="Dimmer:1:100,Control:2" Delay="1000" /> <Set Channel="Dimmer:1:0" Delay="1000" /> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1 (Beveled Star)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2 (Indigo Spin)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3 (Groovy)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4 (Tunnel)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5 (Indigo Dots)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6 (Netwerk)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 7 (Sharp Burst)" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 1 (Droplets)" Number="20" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 2 (Paperstack)" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 3 (Open)" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 4 (Red Wedge)" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 5 (Indigo Square)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 1 (Droplets)" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 2 (Paperstack)" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 3 (Open)" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 4 (Red Wedge)" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 5 (Indigo Square)" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 1 (Droplets)" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 2 (Paperstack)" Number="0" Page="1" SetControl="Gobo2:15,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 4 (Red Wedge)" Number="0" Page="1" SetControl="Gobo2:16,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 5 (Indigo Square)" Number="0" Page="1" SetControl="Gobo2:17,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="24" Name="Gobo 1 (Droplets)" Number="0" Page="1" SetControl="Gobo2:19,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="25" Name="Gobo 2 (Paperstack)" Number="0" Page="1" SetControl="Gobo2:20,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="26" Name="Gobo 4 (Red Wedge)" Number="0" Page="1" SetControl="Gobo2:21,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="27" Name="Gobo 5 (Indigo Square)" Number="0" Page="1" SetControl="Gobo2:22,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="28" Name="Gobo 1 (Droplets)" Number="0" Page="1" SetControl="Gobo2:24,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="29" Name="Gobo 2 (Paperstack)" Number="0" Page="1" SetControl="Gobo2:25,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="30" Name="Gobo 4 (Red Wedge)" Number="0" Page="1" SetControl="Gobo2:26,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="31" Name="Gobo 5 (Indigo Square)" Number="0" Page="1" SetControl="Gobo2:27,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="32" Name="Gobo 1 (Droplets)" Number="0" Page="1" SetControl="Gobo2:29,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="33" Name="Gobo 2 (Paperstack)" Number="0" Page="1" SetControl="Gobo2:30,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="34" Name="Gobo 4 (Red Wedge)" Number="0" Page="1" SetControl="Gobo2:31,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="35" Name="Gobo 5 (Indigo Square)" Number="0" Page="1" SetControl="Gobo2:32,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group 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</Swatch> 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</Swatch> 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</Swatch> 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</Swat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</Swatch> 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</Swatch> 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</Swatch> 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