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Cameo Zenit W600 D SMD (Cameo_Zenit W600 D SMD.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Zenit W600 D SMD" ShortName="ZnW600DSMD" Company="Cameo" Version="1"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>bc924710-b510-4c82-88d0-4c21c8625da9</Thumbnail> <History Date="21-01-22" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="25-01-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b98866e1-5999-49b5-9790-fa47cfe88608" /> <Control> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" /> <Function ID="5" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" /> <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" /> <Function ID="7" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" /> <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" /> </Attribute> <Attribute ID="Duration" Name="Duration" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" /> <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" /> <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" /> <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Pixel Mirroring Off" Display="'Pixel Mirroring Off'" Dmx="58~59" /> <Function ID="3" Name="Pixel Mirroring Vertical" Display="'Pixel Mirroring Vertical'" Dmx="60~61" /> <Function ID="4" Name="Pixel Mirroring Horizontal" Display="'Pixel Mirroring Horizontal'" Dmx="62~63" /> <Function ID="5" Name="Pixel Mirroring Vertical+Horizontal" Display="'Pixel Mirroring Vertical+Horizontal'" Dmx="64~65" /> <Function ID="6" Name="Dim Response LED" Display="'Dim Response LED'" Dmx="78~79" /> <Function ID="7" Name="Dim Response Halogen" Display="'Dim Response Halogen'" Dmx="80~81" /> <Function ID="8" Name="Power Normal" Display="'Power Normal'" Dmx="86~87" /> <Function ID="9" Name="Power Boost" Display="'Power Boost'" Dmx="90~91" /> <Function ID="10" Name="Fan Silent" Display="'Fan Silent'" Dmx="98~99" /> <Function ID="11" Name="Fan Auto" Display="'Fan Auto'" Dmx="100~100" /> <Function ID="12" Name="Fan Off" Display="'Fan Off'" Dmx="101~101" /> <Function ID="13" Name="LED Freq 800Hz" Display="'LED Freq 800Hz'" Dmx="120~121" /> <Function ID="14" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="122~123" /> <Function ID="15" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="124~125" /> <Function ID="16" Name="LED Freq 3600Hz" Display="'LED Freq 3600Hz'" Dmx="126~127" /> <Function ID="17" Name="LED Freq 12kHz" Display="'LED Freq 12kHz'" Dmx="128~129" /> <Function ID="18" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="130~131" /> <Function ID="19" Name="Display On" Display="'Display On'" Dmx="140~141" /> <Function ID="20" Name="Display Off" Display="'Display Off'" Dmx="142~143" /> </Attribute> <Attribute ID="Pattern" Name="Pattern" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Dynamic" Display="'Dynamic %.f%%',0~100" Dmx="6~98" /> <Function ID="3" Name="Static" Display="'Static %.1f%%',0.0~100.0" Dmx="128~234" /> </Attribute> <Attribute ID="Pattern_Spd" Name="Pattern Spd" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Stop" Display="'Stop'" Dmx="0~0" /> <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="6~126" /> <Function ID="3" Name="Stop" Display="'Stop'" Dmx="127~127" /> <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Pattern_Fade" Name="Pattern Fade" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Fade" Display="'Fade %.1f%%',0.0~100.0" Dmx="6~255" /> </Attribute> <Attribute ID="Pattern_Trans" Name="Pattern Trans" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="100-10000ms" Display="'100-10000ms %.fms',100~10000" Dmx="6~105" /> <Function ID="3" Name="11-119s" Display="'11-119s %.f Sec',11~119" Dmx="106~214" /> <Function ID="4" Name="120-290s" Display="'120-290s %.f Sec',120~290" Dmx="215~244" /> <Function ID="5" Name="5-15min" Display="'%.fmin',5~15" Dmx="245~255" /> </Attribute> <Attribute ID="Pattern_Stop" Name="Pattern Stop" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Stop After" Display="'%.fsteps %.f',6~255" Dmx="6~255" WheelPosition="0" /> </Attribute> <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="BG_Shutter" Name="BG Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" /> <Function ID="5" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" /> <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" /> <Function ID="7" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" /> <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" /> </Attribute> <Attribute ID="BG_Duration" Name="BG Duration" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="1 DMX" Channels="1"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" 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<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> <AtlaBase ModeID="397ef1ea-efb2-4a1d-856d-5a33f60f232e" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Duration" ChannelOffset="4" Wheel="6" /> <Attribute ID="Dim_Curve" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="28" /> </Include> </Mode> <Mode Name="12 DMX 12xPixel" Channels="12"> <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> <AtlaBase ModeID="2586691e-8f50-49fd-8f90-f03185ce1d4b" /> <Include /> <Cells> 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<AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Dim cell" X="1" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="9" ModeLink="Dim cell" X="2" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="10" ModeLink="Dim cell" X="3" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="11" ModeLink="Dim cell" X="4" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="12" ModeLink="Dim cell" X="5" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="48 DMX 48xPixel 8bit" Channels="48"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight 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<AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell20" Name="Cell 20" ChannelOffset="20" ModeLink="Dim cell" X="7" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell21" Name="Cell 21" ChannelOffset="21" ModeLink="Dim cell" X="8" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell22" Name="Cell 22" ChannelOffset="22" ModeLink="Dim cell" X="9" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell23" Name="Cell 23" ChannelOffset="23" ModeLink="Dim cell" X="10" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell24" Name="Cell 24" ChannelOffset="24" ModeLink="Dim cell" X="11" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell25" Name="Cell 25" ChannelOffset="25" ModeLink="Dim cell" X="0" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell26" Name="Cell 26" ChannelOffset="26" ModeLink="Dim cell" X="1" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell27" Name="Cell 27" ChannelOffset="27" ModeLink="Dim cell" X="2" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell28" Name="Cell 28" ChannelOffset="28" ModeLink="Dim cell" X="3" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell29" Name="Cell 29" ChannelOffset="29" ModeLink="Dim cell" X="4" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell30" Name="Cell 30" ChannelOffset="30" ModeLink="Dim cell" X="5" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell31" Name="Cell 31" ChannelOffset="31" ModeLink="Dim cell" X="6" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell32" Name="Cell 32" ChannelOffset="32" ModeLink="Dim cell" X="7" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell33" Name="Cell 33" ChannelOffset="33" ModeLink="Dim cell" X="8" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell34" Name="Cell 34" ChannelOffset="34" ModeLink="Dim cell" X="9" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell35" Name="Cell 35" ChannelOffset="35" ModeLink="Dim cell" X="10" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell36" Name="Cell 36" ChannelOffset="36" ModeLink="Dim cell" X="11" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell37" Name="Cell 37" ChannelOffset="37" ModeLink="Dim cell" X="0" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell38" Name="Cell 38" ChannelOffset="38" ModeLink="Dim cell" X="1" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell39" Name="Cell 39" ChannelOffset="39" ModeLink="Dim cell" X="2" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell40" Name="Cell 40" ChannelOffset="40" ModeLink="Dim cell" X="3" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell41" Name="Cell 41" ChannelOffset="41" ModeLink="Dim cell" X="4" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell42" Name="Cell 42" ChannelOffset="42" ModeLink="Dim cell" X="5" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell43" Name="Cell 43" ChannelOffset="43" ModeLink="Dim cell" X="6" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell44" Name="Cell 44" ChannelOffset="44" ModeLink="Dim cell" X="7" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell45" Name="Cell 45" ChannelOffset="45" ModeLink="Dim cell" X="8" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell46" Name="Cell 46" ChannelOffset="46" ModeLink="Dim cell" X="9" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell47" Name="Cell 47" ChannelOffset="47" ModeLink="Dim cell" X="10" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell48" Name="Cell 48" ChannelOffset="48" ModeLink="Dim cell" X="11" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="15 DMX Full Pattern 16Bit Dim" Channels="15"> <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> <AtlaBase ModeID="5d8e3273-e799-43b7-aad8-6a23bba625f9" /> <Include /> <Cells> <Master> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Shutter" Wheel="5" /> <Attribute ID="Duration" Wheel="6" /> <Attribute ID="Pattern" ChannelOffset="5" Wheel="13" /> <Attribute ID="Pattern_Spd" ChannelOffset="6" Wheel="14" /> <Attribute ID="Pattern_Fade" ChannelOffset="7" Wheel="15" /> <Attribute ID="Pattern_Trans" ChannelOffset="8" Wheel="43" /> <Attribute ID="Pattern_Stop" ChannelOffset="9" Wheel="44" /> <Attribute ID="Dim_Curve" ChannelOffset="14" Wheel="25" /> <Attribute ID="Control" ChannelOffset="15" Wheel="28" /> </Master> <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="15 DMX cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> </Cell> <Cell ID="Cell2" Name="BG" ChannelOffset="10" ModeLink="15 DMX cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> </Cell> </Cells> </Mode> <Mode Name="63 DMX Full Access Pixel + Pattern" Channels="63"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> 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Delay="0" /> </Macro> <Macro Name="LED Freq 1200Hz"> <Set Channel="Control:14" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 2000Hz"> <Set Channel="Control:15" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 3600Hz"> <Set Channel="Control:16" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 12kHz"> <Set Channel="Control:17" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq 25kHz"> <Set Channel="Control:18" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:19" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:20" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>