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Silver Star Nova (SS349XCEM) (Silver Star_Nova (SS349XCEM).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Nova (SS349XCEM)" ShortName="Nova" Company="Silver Star"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>075b859e-7d64-4289-b454-9a4b3374d46e</Thumbnail> <History Date="14-04-16" Author="Nic Morris" Comment="Created" /> <History Date="03-02-18" Author="Nic Morris" Comment="Added product thumbnail. Added channel counts to mode names. Fixed colour macro index (was text only)" /> <History Date="03-02-18" Author="Nic Morris" Comment="Changed dimmer to intensity in HSI modes and linked to vdim for compatibility" /> <History Date="24-07-18" Author="Nic Morris" Comment="Added Atlabase ID's. Added RDM ID's." /> <History Date="24-07-18" Author="Nic Morris" Comment="Changed name from Nova to Nova (SS349XCEM)" /> <History Date="22-06-19" Author="Nic Morris" Comment="Added default RDM mode ID's to the TOUR and TR16 modes (HSIC and SSP won't work without proper ID's due to identical channel count)" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="14474" ModelID="768" /> </RDM> <AtlaBase TypeID="8ece550a-1382-4d6b-8cbe-2237817c4d82" /> <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" Intensity="0~0" /> </Attribute> <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="White" Name="White" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" /> </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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~195" Colour="255,255,255" /> <Function ID="3" Name="White 2700K" Display="'White 2700K'" Dmx="196~200" Colour="255,255,255" /> <Function ID="4" Name="White 3000K" Display="'White 3000K'" Dmx="201~205" Colour="255,255,255" /> <Function ID="5" Name="White 3200K" Display="'White 3200K'" Dmx="206~210" Colour="255,255,255" /> <Function ID="6" Name="White 3500K" Display="'White 3500K'" Dmx="211~215" Colour="255,255,255" /> <Function ID="7" Name="White 4000K" Display="'White 4000K'" Dmx="216~220" Colour="255,255,255" /> <Function ID="8" Name="White 4200K" Display="'White 4200K'" Dmx="221~225" Colour="255,255,255" /> <Function ID="9" Name="White 4500K" Display="'White 4500K'" Dmx="226~230" Colour="255,255,255" /> <Function ID="10" Name="White 5600K" Display="'White 5600K'" Dmx="231~235" Colour="255,255,255" /> <Function ID="11" Name="White 6000K" Display="'White 6000K'" Dmx="236~240" Colour="255,255,255" /> <Function ID="12" Name="White 6500K" Display="'White 6500K'" Dmx="241~245" Colour="255,255,255" /> <Function ID="13" Name="White 7200K" Display="'White 7200K'" Dmx="246~250" Colour="255,255,255" /> <Function ID="14" Name="White 8000K" Display="'White 8000K'" Dmx="251~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="10~99" Intensity="0~0" /> <Function ID="3" Name="Random" Display="'Random %.f%%',0~100" Dmx="190~255" Intensity="0~0" /> <Function ID="4" Name="Lighting" Display="'Lighting %.f%%',0~100" Dmx="110~179" Intensity="0~0" /> </Attribute> <Attribute ID="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="41~50" /> <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="51~60" /> <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="61~70" /> <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="71~80" /> <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="81~90" /> <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="91~100" /> <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="101~110" /> <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="111~120" /> <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="121~130" /> <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="131~140" /> <Function ID="12" Name="Program 1" Display="'Program 1'" Dmx="141~150" /> <Function ID="13" Name="Program 2" Display="'Program 2'" Dmx="151~160" /> <Function ID="14" Name="Program 3" Display="'Program 3'" Dmx="161~170" /> <Function ID="15" Name="Program 4" Display="'Program 4'" Dmx="171~180" /> <Function ID="16" Name="Program 5" Display="'Program 5'" Dmx="181~190" /> <Function ID="17" Name="Program 6" Display="'Program 6'" Dmx="191~200" /> <Function ID="18" Name="Program 7" Display="'Program 7'" Dmx="201~210" /> <Function ID="19" Name="Program 8" Display="'Program 8'" Dmx="211~220" /> <Function ID="20" Name="Program 9" Display="'Program 9'" Dmx="221~230" /> <Function ID="21" Name="Program 10" Display="'Program 10'" Dmx="231~255" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto 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="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="0~0" /> </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="Reset" Display="'Reset'" Dmx="201~220" /> </Attribute> <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="10~29" /> <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="30~69" /> <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="70~129" /> <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="130~189" /> <Function ID="6" Name="Curve 4" Display="'Curve 4'" Dmx="190~255" /> </Attribute> <Attribute ID="Hue" Name="Hue" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Hue" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" /> </Attribute> <Attribute ID="Saturation" Name="Saturation" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" 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="2700K" Display="'2700K'" Dmx="11~30" Colour="255,255,255" /> <Function ID="3" Name="3000K" Display="'3000K'" Dmx="31~50" Colour="255,255,255" /> <Function ID="4" Name="3200K" Display="'3200K'" Dmx="51~70" Colour="255,255,255" /> <Function ID="5" Name="3500K" Display="'3500K'" Dmx="71~90" Colour="255,255,255" /> <Function ID="6" Name="4000K" Display="'4000K'" Dmx="91~110" Colour="255,255,255" /> <Function ID="7" Name="4200K" Display="'4200K'" Dmx="111~130" Colour="255,255,255" /> <Function ID="8" Name="4500K" Display="'4500K'" Dmx="131~150" Colour="255,255,255" /> <Function ID="9" Name="5600K" Display="'5600K'" Dmx="151~170" Colour="255,255,255" /> <Function ID="10" Name="6000K" Display="'6000K'" Dmx="171~190" Colour="255,255,255" /> <Function ID="11" Name="6500K" Display="'6500K'" Dmx="191~210" Colour="255,255,255" /> <Function ID="12" Name="7200K" Display="'7200K'" Dmx="211~230" Colour="255,255,255" /> <Function ID="13" Name="8000K" Display="'8000K'" Dmx="231~255" Colour="255,255,255" /> </Attribute> <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> </Control> <Mode Name="HSIC, 9 DMX" Channels="9"> <Import PearlRef="SSNOVA1" 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="95c914da-8309-4202-a22e-2a28329ea1f0" /> <Include> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Hue" ChannelOffset="2,3" Wheel="7" /> <Attribute ID="Saturation" ChannelOffset="4" Wheel="8" /> <Attribute ID="CTO" ChannelOffset="5" Wheel="38" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Control" ChannelOffset="8" Wheel="28" /> <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" /> <Attribute ID="ColourIntensity" ChannelOffset="1" Wheel="9" VirtualControl="Dimmer" /> </Include> </Mode> <Mode Name="SSP, 9 DMX" Channels="9"> <Import PearlRef="SSNOVA2" 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="c7c512de-ae82-434d-91bd-196b0cef4c66" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="White" ChannelOffset="5" Wheel="39" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Control" ChannelOffset="8" Wheel="28" /> <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" /> </Include> </Mode> <Mode Name="TOUR, 12 DMX" Channels="12"> <Import PearlRef="SSNOVA3" 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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="06c79e35-c982-421f-b07e-53b2e9e173ad" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="White" ChannelOffset="5" Wheel="39" /> <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="37" /> <Attribute ID="Zoom" ChannelOffset="10" Wheel="19" /> <Attribute ID="Auto" ChannelOffset="8" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" /> <Attribute ID="Control" ChannelOffset="11" Wheel="28" /> <Attribute ID="Dim_Spd" ChannelOffset="12" Wheel="25" /> </Include> </Mode> <Mode Name="TR16, 17 DMX" Channels="17"> <Import PearlRef="SSNOVA4" 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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="63524afd-bfae-4119-9266-f24cce58f6e0" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" /> <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" /> <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" /> <Attribute ID="White" ChannelOffset="9,10" Wheel="39" /> <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="37" /> <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" /> <Attribute ID="Auto" ChannelOffset="13" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="14" Wheel="23" /> <Attribute ID="Control" ChannelOffset="16" Wheel="28" /> <Attribute ID="Dim_Spd" ChannelOffset="17" Wheel="25" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <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> <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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>