View Personality

FOS IQ Par Zoom (FOS_IQ Par Zoom.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="IQ Par Zoom" ShortName="IQ Par Zm" Company="FOS" Version="1"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>a02caa5c-3d73-4800-a100-d36054236e20</Thumbnail> <History Date="24-05-22" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="26-05-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="a96b87f7-dab0-4f56-aadd-9940bfea21c5" /> <Control> <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" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </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" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" 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="16~31" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" /> <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" /> <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" /> <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" /> <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" /> <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" /> <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" /> <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" /> <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" /> <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" /> <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" /> <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" /> <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" /> <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" /> <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" /> <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" /> <Function ID="22" Name="8000K" Display="'8000K'" Dmx="248~255" Colour="255,255,255" /> </Attribute> <Attribute ID="CTO" Name="CTO" 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="Below 3200KK" Display="'Below 3200KK'" Dmx="16~47" Colour="255,240,200" /> <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="48~75" Colour="255,240,200" /> <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,240,200" /> <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,240,200" /> <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,240,200" /> <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,240,200" /> <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,240,200" /> <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Macro" Name="Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" /> <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" /> <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" /> <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" /> <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" /> <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" /> <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" /> <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" /> </Attribute> <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dynamic_Rot" Name="Dynamic Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Dynamic Rot 1" Display="'Dynamic Rot 1'" Dmx="16~31" /> <Function ID="3" Name="Dynamic Rot 2" Display="'Dynamic Rot 2'" Dmx="32~47" /> <Function ID="4" Name="Dynamic Rot 3" Display="'Dynamic Rot 3'" Dmx="48~63" /> <Function ID="5" Name="Dynamic Rot 4" Display="'Dynamic Rot 4'" Dmx="64~79" /> <Function ID="6" Name="Dynamic Rot 5" Display="'Dynamic Rot 5'" Dmx="80~95" /> <Function ID="7" Name="Dynamic Rot 6" Display="'Dynamic Rot 6'" Dmx="96~111" /> <Function ID="8" Name="Dynamic Rot 7" Display="'Dynamic Rot 7'" Dmx="112~127" /> <Function ID="9" Name="Dynamic Rot 8" Display="'Dynamic Rot 8'" Dmx="128~143" /> <Function ID="10" Name="Dynamic Rot 9" Display="'Dynamic Rot 9'" Dmx="144~159" /> <Function ID="11" Name="Dynamic Rot 10" Display="'Dynamic Rot 10'" Dmx="160~175" /> <Function ID="12" Name="Dynamic Rot 11" Display="'Dynamic Rot 11'" Dmx="176~191" /> <Function ID="13" Name="Dynamic Rot 12" Display="'Dynamic Rot 12'" Dmx="192~207" /> <Function ID="14" Name="Dynamic Rot 13" Display="'Dynamic Rot 13'" Dmx="208~223" /> <Function ID="15" Name="Dynamic Rot 14" Display="'Dynamic Rot 14'" Dmx="224~239" /> <Function ID="16" Name="Dynamic Rot 15" Display="'Dynamic Rot 15'" Dmx="240~255" /> </Attribute> <Attribute ID="Dynamic_Spd" Name="Dynamic Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green_Master" Name="Green Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue_Master" Name="Blue Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="White_Master" Name="White Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="13 DMX" Channels="13"> <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="a57339ea-2dda-40a7-b55e-76fb20c4d1fc" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="White" ChannelOffset="6" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="10" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Dynamic_Rot" ChannelOffset="12" Wheel="52" /> <Attribute ID="Dynamic_Spd" ChannelOffset="13" Wheel="53" /> </Include> </Mode> <Mode Name="29 DMX" Channels="29"> <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="161fd0db-e027-447f-bcbf-68bdc496c097" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" /> <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" /> <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" /> <Attribute ID="White_Master" ChannelOffset="6" Wheel="100" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Colour_Macro" ChannelOffset="24" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="25" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="26" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="27" Wheel="23" /> <Attribute ID="Dynamic_Rot" ChannelOffset="28" Wheel="52" /> <Attribute ID="Dynamic_Spd" ChannelOffset="29" Wheel="53" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="12" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="16" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="20" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Cell" Channels="4" Hidden="True"> <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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <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="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="a02caa5c-3d73-4800-a100-d36054236e20">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</Swatch> </swatchLibrary> </Fixture>