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Algam Spectrum 1500RGB (Algam_Spectrum 1500RGB.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Spectrum 1500RGB" ShortName="Spc1500RGB" Company="Algam" Version="2"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>8ca86fd7-679a-4154-92ea-25f8014f9da1</Thumbnail> <History Date="16-09-21" Author="Nic Morris" Comment="Created (very poor documentation. mostly complete nonsense.)." Version="0" /> <History Date="11-04-22" Author="Nic Morris" Comment="Created from Unknown LED RGB Light (MY-0001) (different documentation but equally hopeless)" Version="1" /> <History Date="25-07-23" Author="Nic Morris" Comment="Created from Algam Spectrum 500RGB (effectively identical and useless documentation, this time in French)" Version="2" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Pattern_A_Mode" Name="Pattern A Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Light Off/On" Display="'Light Off/On'" Dmx="0~0" /> <Function ID="2" Name="Select CH34 mode" Display="'Select CH34 mode'" Dmx="1~200" /> <Function ID="3" Name="Select CH6 mode" Display="'Select CH6 mode'" Dmx="201~254" /> <Function ID="4" Name="Pattern A Off, Pattern B is On" Display="'Pattern A Off, Pattern B is On'" Dmx="255~255" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Size_Mode" Name="Size Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Pattern Out" Display="'Pattern Out'" Dmx="0~0" /> <Function ID="2" Name="Pattern In" Display="'Pattern In'" Dmx="50~99" /> <Function ID="3" Name="Pattern Hidden Out" Display="'Pattern Hidden Out'" Dmx="100~149" /> <Function ID="4" Name="Pattern Zoom In, Hidden Out" Display="'Pattern Zoom In, Hidden Out'" Dmx="150~199" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Page" Name="Page" 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" /> </Attribute> <Attribute ID="Pattern" Name="Pattern" 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" /> </Attribute> <Attribute ID="Pattern_Zoom" Name="Pattern Zoom" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="1~31" /> <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="32~63" /> <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="64~95" /> <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="96~127" /> <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="128~159" /> <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="160~191" /> <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="192~223" /> <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="224~255" /> </Attribute> <Attribute ID="Pattern_Rot" Name="Pattern Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="0~63" /> <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="64~95" /> <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="96~127" /> <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="128~159" /> <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="160~191" /> <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="192~223" /> <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="224~255" /> </Attribute> <Attribute ID="X_Move" Name="X Move" Description="" Group="P"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="0~63" /> <Function ID="2" Name="X Move 1" Display="'X Move 1'" Dmx="64~95" /> <Function ID="3" Name="X Move 2" Display="'X Move 2'" Dmx="96~127" /> <Function ID="4" Name="X Move 3" Display="'X Move 3'" Dmx="128~159" /> <Function ID="5" Name="X Move 4" Display="'X Move 4'" Dmx="160~191" /> <Function ID="6" Name="X Move 5" Display="'X Move 5'" Dmx="192~223" /> <Function ID="7" Name="X Move 6" Display="'X Move 6'" Dmx="224~255" /> </Attribute> <Attribute ID="Y_Move" Name="Y Move" Description="" Group="P"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="0~63" /> <Function ID="2" Name="Y Move 1" Display="'Y Move 1'" Dmx="64~95" /> <Function ID="3" Name="Y Move 2" Display="'Y Move 2'" Dmx="96~127" /> <Function ID="4" Name="Y Move 3" Display="'Y Move 3'" Dmx="128~159" /> <Function ID="5" Name="Y Move 4" Display="'Y Move 4'" Dmx="160~191" /> <Function ID="6" Name="Y Move 5" Display="'Y Move 5'" Dmx="192~223" /> <Function ID="7" Name="Y Move 6" Display="'Y Move 6'" Dmx="224~255" /> </Attribute> <Attribute ID="X_Zoom" Name="X Zoom" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="0~63" /> <Function ID="2" Name="X Zoom 1" Display="'X Zoom 1'" Dmx="64~95" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="X Zoom 2" Display="'X Zoom 2'" Dmx="96~127" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="X Zoom 3" Display="'X Zoom 3'" Dmx="128~159" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="X Zoom 4" Display="'X Zoom 4'" Dmx="160~191" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="X Zoom 5" Display="'X Zoom 5'" Dmx="192~223" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="X Zoom 6" Display="'X Zoom 6'" Dmx="224~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Y_Zoom" Name="Y Zoom" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="0~63" /> <Function ID="2" Name="Y Zoom 1" Display="'Y Zoom 1'" Dmx="64~95" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Y Zoom 2" Display="'Y Zoom 2'" Dmx="96~127" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Y Zoom 3" Display="'Y Zoom 3'" Dmx="128~159" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Y Zoom 4" Display="'Y Zoom 4'" Dmx="160~191" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Y Zoom 5" Display="'Y Zoom 5'" Dmx="192~223" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Y Zoom 6" Display="'Y Zoom 6'" Dmx="224~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Division_Col" Name="Division Col" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Division Length" Display="'Division Length %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="8~15" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="16~23" Colour="255,255,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="24~31" Colour="0,255,0" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="32~39" Colour="0,255,255" /> <Function ID="6" Name="Blue" Display="'Blue'" Dmx="40~47" Colour="0,0,255" /> <Function ID="7" Name="Pink" Display="'Pink'" Dmx="48~55" Colour="255,150,150" /> <Function ID="8" Name="White" Display="'White'" Dmx="56~63" Colour="255,255,255" /> <Function ID="9" Name="Pattern RGB Change" Display="'Pattern RGB Change'" Dmx="64~95" Colour="255,255,255" /> <Function ID="10" Name="Pattern CPY Change" Display="'Pattern CPY Change'" Dmx="96~127" Colour="255,255,255" /> <Function ID="11" Name="Full Col Change" Display="'Full Col Change'" Dmx="128~159" Colour="255,255,255" /> <Function ID="12" Name="7 Col Change" Display="'7 Col Change'" Dmx="160~191" Colour="255,255,255" /> <Function ID="13" Name="Scroll CW" Display="'Scroll CW'" Dmx="192~223" Colour="255,255,255" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="224~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Dots_A" Name="Dots A" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="Line" Display="'Line'" Dmx="64~127" /> <Function ID="3" Name="Pattern+Line" Display="'Pattern+Line'" Dmx="128~159" /> </Attribute> <Attribute ID="Gradual_Func" Name="Gradual Func" 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="Gradual" Name="Gradual" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Positive Manual" Display="'Positive Manual'" Dmx="0~0" /> <Function ID="2" Name="Negative Manual" Display="'Negative Manual'" Dmx="32~63" /> <Function ID="3" Name="Extension" Display="'Extension'" Dmx="64~95" /> <Function ID="4" Name="Zoom" Display="'Zoom'" Dmx="96~127" /> <Function ID="5" Name="Zoom Both Ends" Display="'Zoom Both Ends'" Dmx="128~159" /> <Function ID="6" Name="Top to end Zoom" Display="'Top to end Zoom'" Dmx="160~191" /> <Function ID="7" Name="Gradual" Display="'Gradual'" Dmx="192~223" /> <Function ID="8" Name="Section Gradual" Display="'Section Gradual'" Dmx="224~255" /> </Attribute> <Attribute ID="Deformation" Name="Deformation" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Deformation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Size" Name="Size" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Pattern_B_Mode" Name="Pattern B Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Light Off/On" Display="'Light Off/On'" Dmx="0~0" /> <Function ID="2" Name="Pattern B Light On" Display="'Pattern B Light On'" Dmx="1~255" /> </Attribute> <Attribute ID="Colour2" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="64~95" Colour="0,255,0" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="96~127" Colour="255,255,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="128~159" Colour="0,0,255" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="160~191" Colour="255,0,255" /> <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="192~223" Colour="0,255,255" /> <Function ID="8" Name="White" Display="'White'" Dmx="224~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Divergent" Name="Divergent" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Positive" Display="'Positive %.f%%',0~100" Dmx="0~99" /> <Function ID="2" Name="Negative" Display="'Negative %.f%%',0~100" Dmx="100~199" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Dots_B" Name="Dots B" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="Line" Display="'Line'" Dmx="64~127" /> <Function ID="3" Name="Pattern+Line" Display="'Pattern+Line'" Dmx="128~159" /> <Function ID="4" Name="Col Pattern A" Display="'Col Pattern A'" Dmx="160~191" /> <Function ID="5" Name="Col Dots Pattern B" Display="'Col Dots Pattern B'" Dmx="192~255" /> </Attribute> <Attribute ID="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Auto Single Scene" Display="'Auto Single Scene'" Dmx="0~0" /> <Function ID="2" Name="Auto Loop All Scenes" Display="'Auto Loop All Scenes'" Dmx="32~63" /> <Function ID="3" Name="Auto Mix Play" Display="'Auto Mix Play'" Dmx="64~95" /> <Function ID="4" Name="Sound Single Scene" Display="'Sound Single Scene'" Dmx="128~159" /> <Function ID="5" Name="Sound Loop All Scenes" Display="'Sound Loop All Scenes'" Dmx="160~191" /> <Function ID="6" Name="Sound Mix Play" Display="'Sound Mix Play'" Dmx="192~223" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Speed" Name="Speed" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" /> <Function ID="2" Name="Stop" Display="'Stop'" Dmx="1~15" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="16~255" /> </Attribute> </Control> <Mode Name="6 DMX" Channels="6" Id="51e2d9c3-a447-4611-af13-318113d9ada0"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Pattern_A_Mode" ChannelOffset="1" Wheel="28" /> <Attribute ID="Auto" ChannelOffset="2" Wheel="53" /> <Attribute ID="Page" ChannelOffset="3" Wheel="13" /> <Attribute ID="Pattern" ChannelOffset="4" Wheel="14" /> <Attribute ID="Colour2" ChannelOffset="5" Wheel="7" /> <Attribute ID="Speed" ChannelOffset="6" Wheel="27" /> </Include> </Mode> <Mode Name="34 DMX" Channels="34" Id="f0ded411-d556-4228-8d89-59c4c09bdcb4"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="Pattern_A_Mode" Wheel="28" /> <Attribute ID="Size_Mode" Wheel="25" /> <Attribute ID="Page" Wheel="13" /> <Attribute ID="Pattern" Wheel="14" /> <Attribute ID="Pattern_Zoom" Wheel="16" /> <Attribute ID="Pattern_Rot" Wheel="15" /> <Attribute ID="X_Move" Wheel="2" /> <Attribute ID="Y_Move" Wheel="3" /> <Attribute ID="X_Zoom" Wheel="19" /> <Attribute ID="Y_Zoom" Wheel="20" /> <Attribute ID="Division_Col" Wheel="9" /> <Attribute ID="Colour1" Wheel="8" /> <Attribute ID="Dots_A" Wheel="6" /> <Attribute ID="Gradual_Func" Wheel="22" /> <Attribute ID="Gradual" Wheel="23" /> <Attribute ID="Deformation" Wheel="24" /> <Attribute ID="Size" Wheel="52" /> <Attribute ID="Pattern_B_Mode" Wheel="29" /> <Attribute ID="Divergent" Wheel="26" /> <Attribute ID="Dots_B" Wheel="34" /> </Master> <Cell ID="Cell1" Name="Pattern A" ChannelOffset="1" ModeLink="Pattern A cell" X="0" Y="0"> <AttributeLink SourceId="Pattern_A_Mode" TargetId="Pattern_A_Mode" /> <AttributeLink SourceId="Size_Mode" TargetId="Size_Mode" /> <AttributeLink SourceId="Page" TargetId="Page" /> <AttributeLink SourceId="Pattern" TargetId="Pattern" /> <AttributeLink SourceId="Pattern_Zoom" TargetId="Pattern_Zoom" /> <AttributeLink SourceId="Pattern_Rot" TargetId="Pattern_Rot" /> <AttributeLink SourceId="X_Move" TargetId="X_Move" /> <AttributeLink SourceId="Y_Move" TargetId="Y_Move" /> <AttributeLink SourceId="X_Zoom" TargetId="X_Zoom" /> <AttributeLink SourceId="Y_Zoom" TargetId="Y_Zoom" /> <AttributeLink SourceId="Division_Col" TargetId="Division_Col" /> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> <AttributeLink SourceId="Dots_A" TargetId="Dots_A" /> <AttributeLink SourceId="Gradual_Func" TargetId="Gradual_Func" /> <AttributeLink SourceId="Gradual" TargetId="Gradual" /> <AttributeLink SourceId="Deformation" TargetId="Deformation" /> <AttributeLink SourceId="Size" TargetId="Size" /> </Cell> <Cell ID="Cell2" Name="Pattern B" ChannelOffset="18" ModeLink="Pattern B cell" X="0" Y="1"> <AttributeLink SourceId="Pattern_B_Mode" TargetId="Pattern_B_Mode" /> <AttributeLink SourceId="Size_Mode" TargetId="Size_Mode" /> <AttributeLink SourceId="Divergent" TargetId="Divergent" /> <AttributeLink SourceId="Pattern" TargetId="Pattern" /> <AttributeLink SourceId="Pattern_Zoom" TargetId="Pattern_Zoom" /> <AttributeLink SourceId="Pattern_Rot" TargetId="Pattern_Rot" /> <AttributeLink SourceId="X_Move" TargetId="X_Move" /> <AttributeLink SourceId="Y_Move" TargetId="Y_Move" /> <AttributeLink SourceId="X_Zoom" TargetId="X_Zoom" /> <AttributeLink SourceId="Y_Zoom" TargetId="Y_Zoom" /> <AttributeLink SourceId="Division_Col" TargetId="Division_Col" /> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> <AttributeLink SourceId="Dots_B" TargetId="Dots_B" /> <AttributeLink SourceId="Gradual_Func" TargetId="Gradual_Func" /> <AttributeLink SourceId="Gradual" TargetId="Gradual" /> <AttributeLink SourceId="Deformation" TargetId="Deformation" /> <AttributeLink SourceId="Size" TargetId="Size" /> </Cell> </Cells> </Mode> <Mode Name="Pattern A cell" Channels="17" Hidden="True" Id="b861d445-d598-4afd-a026-f049929eacec"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Pattern_A_Mode" ChannelOffset="1" Wheel="28" /> <Attribute ID="Size_Mode" ChannelOffset="2" Wheel="25" /> <Attribute ID="Page" ChannelOffset="3" Wheel="13" /> <Attribute ID="Pattern" ChannelOffset="4" Wheel="14" /> <Attribute ID="Pattern_Zoom" ChannelOffset="5" Wheel="16" /> <Attribute ID="Pattern_Rot" ChannelOffset="6" Wheel="15" /> <Attribute ID="X_Move" ChannelOffset="7" Wheel="2" /> <Attribute ID="Y_Move" ChannelOffset="8" Wheel="3" /> <Attribute ID="X_Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="Y_Zoom" ChannelOffset="10" Wheel="20" /> <Attribute ID="Division_Col" ChannelOffset="11" Wheel="9" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Dots_A" ChannelOffset="13" Wheel="6" /> <Attribute ID="Gradual_Func" ChannelOffset="14" Wheel="22" /> <Attribute ID="Gradual" ChannelOffset="15" Wheel="23" /> <Attribute ID="Deformation" ChannelOffset="16" Wheel="24" /> <Attribute ID="Size" ChannelOffset="17" Wheel="52" /> </Include> </Mode> <Mode Name="Pattern B cell" Channels="17" Hidden="True" Id="52e1707d-cdf1-42c8-8930-29b8a2ed725f"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Pattern_B_Mode" ChannelOffset="1" Wheel="29" /> <Attribute ID="Size_Mode" ChannelOffset="2" Wheel="25" /> <Attribute ID="Divergent" ChannelOffset="3" Wheel="26" /> <Attribute ID="Pattern" ChannelOffset="4" Wheel="14" /> <Attribute ID="Pattern_Zoom" ChannelOffset="5" Wheel="16" /> <Attribute ID="Pattern_Rot" ChannelOffset="6" Wheel="15" /> <Attribute ID="X_Move" ChannelOffset="7" Wheel="2" /> <Attribute ID="Y_Move" ChannelOffset="8" Wheel="3" /> <Attribute ID="X_Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="Y_Zoom" ChannelOffset="10" Wheel="20" /> <Attribute ID="Division_Col" ChannelOffset="11" Wheel="9" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Dots_B" ChannelOffset="13" Wheel="34" /> <Attribute ID="Gradual_Func" ChannelOffset="14" Wheel="22" /> <Attribute ID="Gradual" ChannelOffset="15" Wheel="23" /> <Attribute ID="Deformation" ChannelOffset="16" Wheel="24" /> <Attribute ID="Size" ChannelOffset="17" Wheel="52" /> </Include> </Mode> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour2:1,Colour1:8" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour2:1" /> <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:2,Colour2:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour2:1" /> <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour2:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour2:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour2:1" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:5,Colour2:1" /> <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour2:1" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:6,Colour2:1" /> <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour2:6,Colour1:8" /> <Palette ID="12" Name="Purple" Number="10" Page="1" SetControl="Colour2:6,Colour1:8" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour2:1" /> <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:7,Colour2:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour2:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>